2      2
{[[4, 1, 2, 1], [3, -1], %18], [[5, 1, 3, 1], [4, -1], x  - 3 y  + 2],

                             2      2
    [[7, 1, 5, 1], [6, -1], x  - 2 y  + 1],

                             2      2
    [[7, 2, 4, 1], [4, -1], x  - 3 y  - 1],

                             2      2
    [[7, 3, 3, 1], [3, -1], x  - 5 y  - 4],

                             2      2
    [[8, 1, 5, 2], [4, -1], x  - 3 y  + 11],

                             2       2
    [[8, 2, 2, 1], [3, -1], x  - 20 y  + 16],

                             2      2
    [[8, 2, 4, 2], [3, -1], x  - 5 y  + 16], [[9, 1, 5, 3], [3, -1], %19],

                             2      2
    [[9, 3, 5, 1], [4, -1], x  - 3 y  - 6],

                              2       2
    [[10, 2, 3, 1], [4, -1], x  - 12 y  + 8],

                              2      2
    [[10, 2, 6, 2], [4, -1], x  - 3 y  + 8],

                              2      2
    [[10, 2, 7, 1], [6, -1], x  - 2 y  - 2],

                              2      2
    [[10, 5, 4, 1], [3, -1], x  - 5 y  - 20],

                              2      2
    [[11, 1, 4, 1], [6, -1], x  - 8 y  + 7], [[11, 1, 5, 1], [7, -1], %18],

                              2      2
    [[11, 1, 7, 3], [4, -1], x  - 3 y  + 26],

                              2      2
    [[11, 1, 8, 2], [6, -1], x  - 2 y  + 7], [[11, 4, 5, 2], [3, -1], %18],

    [[11, 4, 6, 1], [4, -1], %15], [[12, 3, 2, 1], [3, -1], %6],

                              2      2
    [[12, 3, 6, 3], [3, -1], x  - 5 y  + 36],

                              2      2
    [[12, 3, 7, 2], [4, -1], x  - 3 y  + 3],

                              2       2
    [[13, 1, 3, 1], [5, -1], x  - 21 y  + 20], [[13, 2, 7, 4], [3, -1], %17],

                                                             2      2
    [[13, 2, 8, 3], [4, -1], %14], [[13, 3, 9, 1], [6, -1], x  - 2 y  - 7],

                              2      2
    [[13, 5, 7, 1], [4, -1], x  - 3 y  - 22],

                              2      2
    [[13, 7, 5, 1], [3, -1], x  - 5 y  - 44],

                              2      2
    [[14, 1, 8, 5], [3, -1], x  - 5 y  + 124],

                              2      2
    [[14, 1, 9, 4], [4, -1], x  - 3 y  + 47],

                              2      2
    [[14, 2, 5, 1], [6, -1], x  - 8 y  + 4],

                               2      2
    [[14, 2, 10, 2], [6, -1], x  - 2 y  + 4],

                              2       2
    [[14, 4, 4, 1], [4, -1], x  - 12 y  - 4],

                              2      2
    [[14, 4, 8, 2], [4, -1], x  - 3 y  - 4], [[14, 6, 3, 1], [3, -1], %3],

                              2      2
    [[14, 6, 6, 2], [3, -1], x  - 5 y  - 16],

                               2      2
    [[15, 1, 11, 3], [6, -1], x  - 2 y  + 17],

                              2       2
    [[15, 3, 3, 1], [4, -1], x  - 27 y  + 18],

                              2      2
    [[15, 3, 9, 3], [4, -1], x  - 3 y  + 18],

                              2      2
    [[15, 5, 7, 3], [3, -1], x  - 5 y  + 20], [[15, 6, 8, 1], [4, -1], %11],

                              2       2
    [[16, 2, 5, 2], [4, -1], x  - 12 y  + 44],

                               2      2
    [[16, 2, 10, 4], [4, -1], x  - 3 y  + 44],

                              2       2
    [[16, 4, 2, 1], [3, -1], x  - 80 y  + 64],

                              2       2
    [[16, 4, 4, 2], [3, -1], x  - 20 y  + 64],

                              2      2
    [[16, 4, 8, 4], [3, -1], x  - 5 y  + 64],

                               2      2
    [[16, 4, 11, 1], [6, -1], x  - 2 y  - 14], [[16, 5, 9, 2], [4, -1], %15],

                                                              2      2
    [[16, 9, 6, 1], [3, -1], %16], [[17, 1, 7, 1], [10, -1], x  - 6 y  + 5],

                               2      2
    [[17, 1, 11, 5], [4, -1], x  - 3 y  + 74],

                              2      2
    [[17, 3, 6, 1], [6, -1], x  - 8 y  - 1],

                              2      2
    [[17, 3, 9, 5], [3, -1], x  - 5 y  + 116],

                               2      2
    [[17, 3, 12, 2], [6, -1], x  - 2 y  - 1],

                               2      2
    [[17, 4, 10, 3], [4, -1], x  - 3 y  + 11],

                              2      2
    [[17, 7, 9, 1], [4, -1], x  - 3 y  - 46],

                              2      2
    [[17, 8, 7, 2], [3, -1], x  - 5 y  - 44],

                              2       2
    [[18, 2, 5, 3], [3, -1], x  - 20 y  + 176], [[18, 2, 10, 6], [3, -1], %13],

                               2      2
    [[18, 2, 13, 3], [6, -1], x  - 2 y  + 14],

                              2       2
    [[18, 3, 4, 1], [5, -1], x  - 21 y  + 12],

                              2      2
    [[18, 3, 8, 1], [7, -1], x  - 5 y  - 4],

                               2      2
    [[18, 3, 11, 4], [4, -1], x  - 3 y  + 39],

                              2       2
    [[18, 6, 5, 1], [4, -1], x  - 12 y  - 24],

                               2      2
    [[18, 6, 10, 2], [4, -1], x  - 3 y  - 24],

                              2      2
    [[18, 7, 8, 3], [3, -1], x  - 5 y  - 4],

                              2       2
    [[19, 1, 5, 1], [8, -1], x  - 15 y  + 14],

                              2      2
    [[19, 1, 7, 2], [6, -1], x  - 8 y  + 31],

                                2      2
    [[19, 1, 11, 1], [14, -1], x  - 3 y  + 2],

                               2      2
    [[19, 1, 11, 7], [3, -1], x  - 5 y  + 244],

                               2      2
    [[19, 1, 14, 4], [6, -1], x  - 2 y  + 31],

                               2      2
    [[19, 2, 12, 5], [4, -1], x  - 3 y  + 71],

                               2      2
    [[19, 5, 11, 3], [4, -1], x  - 3 y  + 2],

                               2      2
    [[19, 5, 13, 1], [6, -1], x  - 2 y  - 23], [[19, 6, 9, 4], [3, -1], %19],

                               2      2
    [[19, 8, 10, 1], [4, -1], x  - 3 y  - 61],

                               2      2
    [[19, 11, 7, 1], [3, -1], x  - 5 y  - 116],

                               2      2
    [[20, 1, 13, 6], [4, -1], x  - 3 y  + 107],

                              2       2
    [[20, 4, 3, 1], [4, -1], x  - 48 y  + 32],

                              2       2
    [[20, 4, 6, 2], [4, -1], x  - 12 y  + 32],

                              2      2
    [[20, 4, 7, 1], [6, -1], x  - 8 y  - 8],

                               2      2
    [[20, 4, 12, 4], [4, -1], x  - 3 y  + 32],

                               2      2
    [[20, 4, 14, 2], [6, -1], x  - 2 y  - 8],

                              2        2
    [[20, 5, 2, 1], [3, -1], x  - 125 y  + 100],

                               2      2
    [[20, 5, 10, 5], [3, -1], x  - 5 y  + 100],

                               2      2
    [[20, 7, 11, 2], [4, -1], x  - 3 y  - 37],

                               2       2
    [[20, 10, 4, 1], [3, -1], x  - 20 y  - 80],

                               2      2
    [[20, 10, 8, 2], [3, -1], x  - 5 y  - 80],

                              2       2
    [[21, 3, 5, 1], [6, -1], x  - 18 y  + 9],

                               2      2
    [[21, 3, 13, 5], [4, -1], x  - 3 y  + 66],

                               2      2
    [[21, 3, 15, 3], [6, -1], x  - 2 y  + 9],

                               2      2
    [[21, 4, 11, 6], [3, -1], x  - 5 y  + 164],

                              2       2
    [[21, 6, 4, 1], [4, -1], x  - 27 y  - 9],

                               2      2
    [[21, 6, 12, 3], [4, -1], x  - 3 y  - 9],

                              2       2
    [[21, 9, 3, 1], [3, -1], x  - 45 y  - 36],

                              2      2
    [[21, 9, 9, 3], [3, -1], x  - 5 y  - 36],

                               2      2
    [[21, 9, 11, 1], [4, -1], x  - 3 y  - 78],

                              2       2
    [[22, 2, 4, 1], [6, -1], x  - 32 y  + 28],

                              2       2
    [[22, 2, 5, 1], [7, -1], x  - 20 y  + 16],

                              2       2
    [[22, 2, 7, 3], [4, -1], x  - 12 y  + 104],

                              2      2
    [[22, 2, 8, 2], [6, -1], x  - 8 y  + 28],

                               2      2
    [[22, 2, 9, 1], [10, -1], x  - 6 y  + 2],

                               2      2
    [[22, 2, 10, 2], [7, -1], x  - 5 y  + 16],

                               2      2
    [[22, 2, 14, 6], [4, -1], x  - 3 y  + 104],

                               2      2
    [[22, 2, 16, 4], [6, -1], x  - 2 y  + 28],

                               2      2
    [[22, 3, 12, 7], [3, -1], x  - 5 y  + 236], [[22, 5, 13, 4], [4, -1], %14],

                               2      2
    [[22, 6, 15, 1], [6, -1], x  - 2 y  - 34],

                              2       2
    [[22, 8, 5, 2], [3, -1], x  - 20 y  + 16],

                              2       2
    [[22, 8, 6, 1], [4, -1], x  - 12 y  - 52],

                               2      2
    [[22, 8, 10, 4], [3, -1], x  - 5 y  + 16],

                               2      2
    [[22, 8, 12, 2], [4, -1], x  - 3 y  - 52], [[22, 13, 8, 1], [3, -1], %12],

                               2      2
    [[23, 1, 15, 7], [4, -1], x  - 3 y  + 146],

                               2      2
    [[23, 1, 17, 5], [6, -1], x  - 2 y  + 49],

                              2       2
    [[23, 2, 6, 1], [8, -1], x  - 15 y  + 11],

                               2      2
    [[23, 2, 13, 8], [3, -1], x  - 5 y  + 316], [[23, 4, 14, 5], [4, -1], %5],

                              2       2
    [[23, 5, 5, 1], [5, -1], x  - 21 y  - 4],

                              2      2
    [[23, 5, 8, 1], [6, -1], x  - 8 y  - 17],

                               2      2
    [[23, 5, 16, 2], [6, -1], x  - 2 y  - 17], [[23, 7, 11, 5], [3, -1], %17],

                               2      2
    [[23, 7, 13, 3], [4, -1], x  - 3 y  - 22],

                                2      2
    [[23, 10, 12, 1], [4, -1], x  - 3 y  - 97],

                               2      2
    [[23, 12, 9, 2], [3, -1], x  - 5 y  - 124],

                               2      2
    [[24, 1, 14, 9], [3, -1], x  - 5 y  + 404],

                              2       2
    [[24, 3, 5, 2], [4, -1], x  - 27 y  + 99],

                               2      2
    [[24, 3, 15, 6], [4, -1], x  - 3 y  + 99],

                               2      2
    [[24, 4, 17, 3], [6, -1], x  - 2 y  + 2],

                              2        2
    [[24, 6, 2, 1], [3, -1], x  - 180 y  + 144],

                              2       2
    [[24, 6, 4, 2], [3, -1], x  - 45 y  + 144],

                              2       2
    [[24, 6, 6, 3], [3, -1], x  - 20 y  + 144],

                              2       2
    [[24, 6, 7, 2], [4, -1], x  - 12 y  + 12],

                               2      2
    [[24, 6, 12, 6], [3, -1], x  - 5 y  + 144],

                               2      2
    [[24, 6, 14, 4], [4, -1], x  - 3 y  + 12],

                               2      2
    [[24, 9, 13, 2], [4, -1], x  - 3 y  - 69], [[24, 11, 10, 3], [3, -1], %16],

                               2       2
    [[25, 1, 7, 1], [11, -1], x  - 13 y  + 12],

                               2      2
    [[25, 2, 16, 7], [4, -1], x  - 3 y  + 143],

                              2      2
    [[25, 3, 9, 2], [6, -1], x  - 8 y  + 23],

                               2      2
    [[25, 3, 18, 4], [6, -1], x  - 2 y  + 23],

                              2       2
    [[25, 5, 3, 1], [4, -1], x  - 75 y  + 50],

                               2      2
    [[25, 5, 11, 1], [7, -1], x  - 5 y  - 20],

                               2      2
    [[25, 5, 13, 7], [3, -1], x  - 5 y  + 220],

                               2      2
    [[25, 5, 15, 5], [4, -1], x  - 3 y  + 50],

                               2      2
    [[25, 7, 17, 1], [6, -1], x  - 2 y  - 47],

                               2      2
    [[25, 8, 14, 3], [4, -1], x  - 3 y  - 37],

                                2      2
    [[25, 10, 11, 4], [3, -1], x  - 5 y  - 20],

                                2      2
    [[25, 11, 13, 1], [4, -1], x  - 3 y  - 118],

                               2      2
    [[25, 15, 9, 1], [3, -1], x  - 5 y  - 220],

                              2       2
    [[26, 1, 4, 1], [7, -1], x  - 45 y  + 44], [[26, 1, 12, 3], [7, -1], %19],

                               2      2
    [[26, 1, 17, 8], [4, -1], x  - 3 y  + 191],

                              2       2
    [[26, 2, 3, 1], [5, -1], x  - 84 y  + 80],

                              2       2
    [[26, 2, 6, 2], [5, -1], x  - 21 y  + 80],

                                2      2
    [[26, 2, 15, 1], [14, -1], x  - 3 y  - 1],

                               2      2
    [[26, 2, 19, 5], [6, -1], x  - 2 y  + 46],

                              2       2
    [[26, 4, 7, 4], [3, -1], x  - 20 y  + 304],

                              2       2
    [[26, 4, 8, 3], [4, -1], x  - 12 y  + 92],

                               2      2
    [[26, 4, 14, 8], [3, -1], x  - 5 y  + 304],

                               2      2
    [[26, 4, 16, 6], [4, -1], x  - 3 y  + 92],

                              2      2
    [[26, 6, 9, 1], [6, -1], x  - 8 y  - 28],

                               2      2
    [[26, 6, 18, 2], [6, -1], x  - 2 y  - 28],

                               2      2
    [[26, 7, 15, 4], [4, -1], x  - 3 y  - 1], [[26, 9, 12, 5], [3, -1], %19],

                               2       2
    [[26, 10, 7, 1], [4, -1], x  - 12 y  - 88],

                                2      2
    [[26, 10, 14, 2], [4, -1], x  - 3 y  - 88],

                               2       2
    [[26, 14, 5, 1], [3, -1], x  - 20 y  - 176],

                                2      2
    [[26, 14, 10, 2], [3, -1], x  - 5 y  - 176],

                               2      2
    [[27, 1, 10, 3], [6, -1], x  - 8 y  + 71],

                               2      2
    [[27, 1, 20, 6], [6, -1], x  - 2 y  + 71],

                              2       2
    [[27, 3, 5, 3], [3, -1], x  - 45 y  + 396],

                              2       2
    [[27, 3, 7, 1], [8, -1], x  - 15 y  + 6],

                                2      2
    [[27, 3, 11, 1], [10, -1], x  - 6 y  - 3],

                               2      2
    [[27, 3, 15, 9], [3, -1], x  - 5 y  + 396],

                               2      2
    [[27, 3, 17, 7], [4, -1], x  - 3 y  + 138],

                               2      2
    [[27, 5, 19, 3], [6, -1], x  - 2 y  - 7],

                               2      2
    [[27, 6, 16, 5], [4, -1], x  - 3 y  + 39],

                               2      2
    [[27, 8, 13, 6], [3, -1], x  - 5 y  + 116],

                              2       2
    [[27, 9, 5, 1], [4, -1], x  - 27 y  - 54],

                               2      2
    [[27, 9, 15, 3], [4, -1], x  - 3 y  - 54],

                                2      2
    [[27, 12, 14, 1], [4, -1], x  - 3 y  - 141],

                                2      2
    [[27, 13, 11, 3], [3, -1], x  - 5 y  - 124],

                              2       2
    [[28, 2, 8, 5], [3, -1], x  - 20 y  + 496],

                              2       2
    [[28, 2, 9, 4], [4, -1], x  - 12 y  + 188],

                                2      2
    [[28, 2, 16, 10], [3, -1], x  - 5 y  + 496],

                               2      2
    [[28, 2, 18, 8], [4, -1], x  - 3 y  + 188],

                              2       2
    [[28, 4, 5, 1], [6, -1], x  - 32 y  + 16],

                               2      2
    [[28, 4, 10, 2], [6, -1], x  - 8 y  + 16],

                               2      2
    [[28, 4, 20, 4], [6, -1], x  - 2 y  + 16],

                               2      2
    [[28, 5, 17, 6], [4, -1], x  - 3 y  + 83],

                              2        2
    [[28, 7, 2, 1], [3, -1], x  - 245 y  + 196],

                              2       2
    [[28, 7, 6, 1], [5, -1], x  - 21 y  - 28],

                               2      2
    [[28, 7, 14, 7], [3, -1], x  - 5 y  + 196],

                              2       2
    [[28, 8, 4, 1], [4, -1], x  - 48 y  - 16],

                              2       2
    [[28, 8, 8, 2], [4, -1], x  - 12 y  - 16],

                               2      2
    [[28, 8, 16, 4], [4, -1], x  - 3 y  - 16],

                               2      2
    [[28, 8, 19, 1], [6, -1], x  - 2 y  - 62],

                                2      2
    [[28, 11, 15, 2], [4, -1], x  - 3 y  - 109],

                               2       2
    [[28, 12, 3, 1], [3, -1], x  - 80 y  - 64],

                               2       2
    [[28, 12, 6, 2], [3, -1], x  - 20 y  - 64],

                                2      2
    [[28, 12, 12, 4], [3, -1], x  - 5 y  - 64], [[28, 17, 10, 1], [3, -1], %10],

                               2       2
    [[29, 1, 6, 1], [10, -1], x  - 24 y  + 23],

                                2      2
    [[29, 1, 11, 1], [16, -1], x  - 7 y  + 6],

                                2      2
    [[29, 1, 12, 2], [10, -1], x  - 6 y  + 23], [[29, 1, 13, 1], [18, -1], %18],

                                2      2
    [[29, 1, 17, 11], [3, -1], x  - 5 y  + 604],

                               2      2
    [[29, 1, 19, 9], [4, -1], x  - 3 y  + 242],

                               2      2
    [[29, 3, 21, 5], [6, -1], x  - 2 y  + 41], [[29, 4, 13, 2], [7, -1], %18],

                               2      2
    [[29, 4, 18, 7], [4, -1], x  - 3 y  + 131],

                               2      2
    [[29, 6, 15, 8], [3, -1], x  - 5 y  + 284],

                               2      2
    [[29, 7, 10, 1], [6, -1], x  - 8 y  - 41],

                               2      2
    [[29, 7, 17, 5], [4, -1], x  - 3 y  + 26],

                               2      2
    [[29, 7, 20, 2], [6, -1], x  - 2 y  - 41],

                                2      2
    [[29, 10, 16, 3], [4, -1], x  - 3 y  - 73], [[29, 11, 13, 5], [3, -1], %18],

                                2      2
    [[29, 13, 15, 1], [4, -1], x  - 3 y  - 166],

                                2      2
    [[29, 16, 11, 2], [3, -1], x  - 5 y  - 236],

                               2      2
    [[30, 2, 11, 3], [6, -1], x  - 8 y  + 68],

                               2      2
    [[30, 2, 22, 6], [6, -1], x  - 2 y  + 68],

                               2      2
    [[30, 3, 19, 8], [4, -1], x  - 3 y  + 183],

                               2      2
    [[30, 5, 16, 9], [3, -1], x  - 5 y  + 380],

                              2        2
    [[30, 6, 3, 1], [4, -1], x  - 108 y  + 72],

                              2       2
    [[30, 6, 6, 2], [4, -1], x  - 27 y  + 72],

                              2       2
    [[30, 6, 7, 1], [6, -1], x  - 18 y  - 18],

                              2       2
    [[30, 6, 9, 3], [4, -1], x  - 12 y  + 72],

                               2      2
    [[30, 6, 18, 6], [4, -1], x  - 3 y  + 72],

                               2      2
    [[30, 6, 21, 3], [6, -1], x  - 2 y  - 18], [[30, 9, 17, 4], [4, -1], %11],

                               2       2
    [[30, 10, 7, 3], [3, -1], x  - 20 y  + 80],

                                2      2
    [[30, 10, 14, 6], [3, -1], x  - 5 y  + 80],

                               2       2
    [[30, 12, 8, 1], [4, -1], x  - 12 y  - 132],

                                2      2
    [[30, 12, 16, 2], [4, -1], x  - 3 y  - 132],

                               2       2
    [[30, 15, 4, 1], [3, -1], x  - 45 y  - 180],

                                2      2
    [[30, 15, 12, 3], [3, -1], x  - 5 y  - 180],

                               2       2
    [[31, 1, 9, 1], [14, -1], x  - 12 y  + 11],

                                2      2
    [[31, 1, 18, 2], [14, -1], x  - 3 y  + 11],

                               2      2
    [[31, 1, 23, 7], [6, -1], x  - 2 y  + 97],

                               2      2
    [[31, 2, 20, 9], [4, -1], x  - 3 y  + 239],

                              2       2
    [[31, 4, 7, 2], [5, -1], x  - 21 y  + 68],

                              2       2
    [[31, 4, 8, 1], [8, -1], x  - 15 y  - 1],

                                2      2
    [[31, 4, 17, 10], [3, -1], x  - 5 y  + 484],

                               2      2
    [[31, 5, 11, 2], [6, -1], x  - 8 y  + 7],

                               2      2
    [[31, 5, 19, 7], [4, -1], x  - 3 y  + 122],

                               2      2
    [[31, 5, 22, 4], [6, -1], x  - 2 y  + 7],

                               2      2
    [[31, 8, 18, 5], [4, -1], x  - 3 y  + 11],

                               2      2
    [[31, 9, 15, 7], [3, -1], x  - 5 y  + 164],

                               2      2
    [[31, 9, 21, 1], [6, -1], x  - 2 y  - 79],

                                2      2
    [[31, 11, 17, 3], [4, -1], x  - 3 y  - 94],

                                2      2
    [[31, 14, 13, 4], [3, -1], x  - 5 y  - 116],

                                2      2
    [[31, 14, 16, 1], [4, -1], x  - 3 y  - 193],

                                2      2
    [[31, 19, 11, 1], [3, -1], x  - 5 y  - 356],

                                2      2
    [[32, 1, 21, 10], [4, -1], x  - 3 y  + 299],

                                2      2
    [[32, 3, 18, 11], [3, -1], x  - 5 y  + 596],

                              2       2
    [[32, 4, 5, 2], [4, -1], x  - 48 y  + 176],

                               2       2
    [[32, 4, 10, 4], [4, -1], x  - 12 y  + 176],

                                2      2
    [[32, 4, 13, 1], [10, -1], x  - 6 y  - 10],

                               2      2
    [[32, 4, 20, 8], [4, -1], x  - 3 y  + 176],

                               2      2
    [[32, 4, 23, 5], [6, -1], x  - 2 y  + 34],

                               2      2
    [[32, 7, 14, 1], [7, -1], x  - 5 y  - 44], [[32, 7, 19, 6], [4, -1], %5],

                              2        2
    [[32, 8, 2, 1], [3, -1], x  - 320 y  + 256],

                              2       2
    [[32, 8, 4, 2], [3, -1], x  - 80 y  + 256],

                              2       2
    [[32, 8, 8, 4], [3, -1], x  - 20 y  + 256],

                               2      2
    [[32, 8, 11, 1], [6, -1], x  - 8 y  - 56],

                               2      2
    [[32, 8, 16, 8], [3, -1], x  - 5 y  + 256],

                               2      2
    [[32, 8, 22, 2], [6, -1], x  - 2 y  - 56],

                               2       2
    [[32, 10, 9, 2], [4, -1], x  - 12 y  - 52],

                                2      2
    [[32, 10, 18, 4], [4, -1], x  - 3 y  - 52],

                                2      2
    [[32, 13, 14, 5], [3, -1], x  - 5 y  - 44],

                                2      2
    [[32, 13, 17, 2], [4, -1], x  - 3 y  - 157],

                               2       2
    [[32, 18, 6, 1], [3, -1], x  - 20 y  - 304],

                                2      2
    [[32, 18, 12, 2], [3, -1], x  - 5 y  - 304],

                                2      2
    [[33, 2, 19, 12], [3, -1], x  - 5 y  + 716],

                              2       2
    [[33, 3, 4, 1], [6, -1], x  - 72 y  + 63], [[33, 3, 5, 1], [7, -1], %6],

                              2       2
    [[33, 3, 7, 3], [4, -1], x  - 27 y  + 234],

                              2       2
    [[33, 3, 8, 2], [6, -1], x  - 18 y  + 63],

                               2      2
    [[33, 3, 12, 3], [6, -1], x  - 8 y  + 63],

                               2      2
    [[33, 3, 15, 3], [7, -1], x  - 5 y  + 36],

                                2      2
    [[33, 3, 19, 1], [14, -1], x  - 3 y  - 6],

                               2      2
    [[33, 3, 21, 9], [4, -1], x  - 3 y  + 234],

                               2      2
    [[33, 3, 24, 6], [6, -1], x  - 2 y  + 63],

                               2      2
    [[33, 6, 20, 7], [4, -1], x  - 3 y  + 111],

                               2      2
    [[33, 7, 17, 9], [3, -1], x  - 5 y  + 356],

                               2      2
    [[33, 7, 23, 3], [6, -1], x  - 2 y  - 31],

                              2       2
    [[33, 9, 7, 1], [5, -1], x  - 21 y  - 60],

                               2      2
    [[33, 9, 19, 5], [4, -1], x  - 3 y  - 6], [[33, 12, 5, 2], [3, -1], %6],

                               2       2
    [[33, 12, 6, 1], [4, -1], x  - 27 y  - 117],

                                2      2
    [[33, 12, 15, 6], [3, -1], x  - 5 y  + 36],

                                2      2
    [[33, 12, 18, 3], [4, -1], x  - 3 y  - 117],

                                2      2
    [[33, 15, 17, 1], [4, -1], x  - 3 y  - 222],

                                2      2
    [[33, 17, 13, 3], [3, -1], x  - 5 y  - 244],

                              2       2
    [[34, 1, 8, 3], [5, -1], x  - 21 y  + 188],

                              2       2
    [[34, 1, 9, 2], [8, -1], x  - 15 y  + 59],

                                2      2
    [[34, 1, 20, 13], [3, -1], x  - 5 y  + 844],

                               2       2
    [[34, 2, 7, 1], [10, -1], x  - 24 y  + 20],

                               2       2
    [[34, 2, 11, 5], [4, -1], x  - 12 y  + 296],

                                2      2
    [[34, 2, 14, 2], [10, -1], x  - 6 y  + 20],

                                2      2
    [[34, 2, 22, 10], [4, -1], x  - 3 y  + 296],

                               2      2
    [[34, 2, 25, 7], [6, -1], x  - 2 y  + 94],

                               2      2
    [[34, 5, 21, 8], [4, -1], x  - 3 y  + 167],

                              2       2
    [[34, 6, 6, 1], [6, -1], x  - 32 y  - 4],

                              2       2
    [[34, 6, 9, 5], [3, -1], x  - 20 y  + 464],

                               2      2
    [[34, 6, 12, 2], [6, -1], x  - 8 y  - 4],

                                2      2
    [[34, 6, 18, 10], [3, -1], x  - 5 y  + 464],

                               2      2
    [[34, 6, 24, 4], [6, -1], x  - 2 y  - 4],

                               2       2
    [[34, 8, 10, 3], [4, -1], x  - 12 y  + 44],

                               2      2
    [[34, 8, 20, 6], [4, -1], x  - 3 y  + 44],

                                2      2
    [[34, 10, 23, 1], [6, -1], x  - 2 y  - 98],

                                2      2
    [[34, 11, 16, 7], [3, -1], x  - 5 y  + 124],

                                2      2
    [[34, 11, 19, 4], [4, -1], x  - 3 y  - 73],

                               2       2
    [[34, 14, 9, 1], [4, -1], x  - 12 y  - 184],

                                2      2
    [[34, 14, 18, 2], [4, -1], x  - 3 y  - 184],

                               2       2
    [[34, 16, 7, 2], [3, -1], x  - 20 y  - 176],

                                2      2
    [[34, 16, 14, 4], [3, -1], x  - 5 y  - 176],

                                2      2
    [[34, 21, 12, 1], [3, -1], x  - 5 y  - 436],

                               2      2
    [[35, 1, 13, 4], [6, -1], x  - 8 y  + 127],

                                2      2
    [[35, 1, 23, 11], [4, -1], x  - 3 y  + 362],

                               2      2
    [[35, 1, 26, 8], [6, -1], x  - 2 y  + 127],

                               2      2
    [[35, 4, 22, 9], [4, -1], x  - 3 y  + 227],

                              2       2
    [[35, 5, 5, 1], [6, -1], x  - 50 y  + 25],

                              2       2
    [[35, 5, 9, 1], [8, -1], x  - 15 y  - 10],

                                2      2
    [[35, 5, 19, 11], [3, -1], x  - 5 y  + 580],

                               2      2
    [[35, 5, 25, 5], [6, -1], x  - 2 y  + 25],

                              2        2
    [[35, 7, 3, 1], [4, -1], x  - 147 y  + 98],

                               2      2
    [[35, 7, 21, 7], [4, -1], x  - 3 y  + 98],

                               2      2
    [[35, 9, 12, 1], [6, -1], x  - 8 y  - 73],

                               2      2
    [[35, 9, 24, 2], [6, -1], x  - 2 y  - 73],

                               2       2
    [[35, 10, 4, 1], [4, -1], x  - 75 y  - 25],

                                2      2
    [[35, 10, 17, 8], [3, -1], x  - 5 y  + 220],

                                2      2
    [[35, 10, 20, 5], [4, -1], x  - 3 y  - 25],

                                2      2
    [[35, 13, 19, 3], [4, -1], x  - 3 y  - 142],

                               2        2
    [[35, 15, 3, 1], [3, -1], x  - 125 y  - 100],

                                2      2
    [[35, 15, 15, 5], [3, -1], x  - 5 y  - 100],

                                2      2
    [[35, 16, 18, 1], [4, -1], x  - 3 y  - 253],

                                2      2
    [[35, 20, 13, 2], [3, -1], x  - 5 y  - 380],

                                2       2
    [[36, 3, 10, 1], [11, -1], x  - 13 y  + 4],

                                2      2
    [[36, 3, 23, 10], [4, -1], x  - 3 y  + 291],

                              2       2
    [[36, 4, 5, 3], [3, -1], x  - 80 y  + 704],

                               2       2
    [[36, 4, 10, 6], [3, -1], x  - 20 y  + 704],

                               2      2
    [[36, 4, 13, 3], [6, -1], x  - 8 y  + 56],

                                2      2
    [[36, 4, 20, 12], [3, -1], x  - 5 y  + 704],

                               2      2
    [[36, 4, 26, 6], [6, -1], x  - 2 y  + 56],

                              2       2
    [[36, 6, 4, 1], [5, -1], x  - 84 y  + 48], [[36, 6, 8, 1], [7, -1], %3],

                              2       2
    [[36, 6, 8, 2], [5, -1], x  - 21 y  + 48],

                               2       2
    [[36, 6, 11, 4], [4, -1], x  - 12 y  + 156],

                               2      2
    [[36, 6, 16, 2], [7, -1], x  - 5 y  - 16],

                               2      2
    [[36, 6, 22, 8], [4, -1], x  - 3 y  + 156],

                               2      2
    [[36, 8, 25, 3], [6, -1], x  - 2 y  - 46],

                              2        2
    [[36, 9, 2, 1], [3, -1], x  - 405 y  + 324],

                              2       2
    [[36, 9, 6, 3], [3, -1], x  - 45 y  + 324],

                              2       2
    [[36, 9, 7, 2], [4, -1], x  - 27 y  + 27],

                               2      2
    [[36, 9, 18, 9], [3, -1], x  - 5 y  + 324],

                               2      2
    [[36, 9, 21, 6], [4, -1], x  - 3 y  + 27],

                               2       2
    [[36, 12, 5, 1], [4, -1], x  - 48 y  - 96],

                                2       2
    [[36, 12, 10, 2], [4, -1], x  - 12 y  - 96],

                                2      2
    [[36, 12, 20, 4], [4, -1], x  - 3 y  - 96], [[36, 14, 8, 3], [3, -1], %3],

                                2      2
    [[36, 14, 16, 6], [3, -1], x  - 5 y  - 16],

                                2      2
    [[36, 15, 19, 2], [4, -1], x  - 3 y  - 213],

                                2      2
    [[36, 19, 14, 3], [3, -1], x  - 5 y  - 316],

                                2      2
    [[37, 2, 14, 1], [16, -1], x  - 7 y  + 3], [[37, 2, 17, 4], [7, -1], %17],

                                2      2
    [[37, 2, 24, 11], [4, -1], x  - 3 y  + 359],

                                2      2
    [[37, 3, 21, 13], [3, -1], x  - 5 y  + 836],

                               2      2
    [[37, 3, 27, 7], [6, -1], x  - 2 y  + 89],

                                2      2
    [[37, 5, 15, 1], [10, -1], x  - 6 y  - 19],

                               2      2
    [[37, 5, 23, 9], [4, -1], x  - 3 y  + 218],

                               2      2
    [[37, 7, 13, 2], [6, -1], x  - 8 y  - 17],

                               2      2
    [[37, 7, 26, 4], [6, -1], x  - 2 y  - 17],

                                2      2
    [[37, 8, 19, 10], [3, -1], x  - 5 y  + 436],

                               2      2
    [[37, 8, 22, 7], [4, -1], x  - 3 y  + 83],

                                2      2
    [[37, 11, 21, 5], [4, -1], x  - 3 y  - 46],

                                2      2
    [[37, 11, 25, 1], [6, -1], x  - 2 y  - 119],

    [[37, 13, 17, 7], [3, -1], %17],

                                2      2
    [[37, 14, 20, 3], [4, -1], x  - 3 y  - 169],

                                2      2
    [[37, 17, 19, 1], [4, -1], x  - 3 y  - 286],

                                2      2
    [[37, 18, 15, 4], [3, -1], x  - 5 y  - 244],

                                2      2
    [[37, 23, 13, 1], [3, -1], x  - 5 y  - 524],

                                2      2
    [[38, 1, 25, 12], [4, -1], x  - 3 y  + 431],

                              2       2
    [[38, 2, 5, 1], [8, -1], x  - 60 y  + 56],

                              2       2
    [[38, 2, 7, 2], [6, -1], x  - 32 y  + 124],

                               2       2
    [[38, 2, 10, 2], [8, -1], x  - 15 y  + 56],

                                2       2
    [[38, 2, 11, 1], [14, -1], x  - 12 y  + 8],

                               2       2
    [[38, 2, 11, 7], [3, -1], x  - 20 y  + 976],

                               2      2
    [[38, 2, 14, 4], [6, -1], x  - 8 y  + 124],

                                2      2
    [[38, 2, 17, 1], [18, -1], x  - 5 y  + 1],

                                2      2
    [[38, 2, 22, 2], [14, -1], x  - 3 y  + 8],

                                2      2
    [[38, 2, 22, 14], [3, -1], x  - 5 y  + 976],

                               2      2
    [[38, 2, 28, 8], [6, -1], x  - 2 y  + 124],

                               2       2
    [[38, 4, 12, 5], [4, -1], x  - 12 y  + 284],

                                2      2
    [[38, 4, 24, 10], [4, -1], x  - 3 y  + 284],

                               2      2
    [[38, 6, 27, 5], [6, -1], x  - 2 y  + 14],

                                2      2
    [[38, 7, 20, 11], [3, -1], x  - 5 y  + 556],

                               2      2
    [[38, 7, 23, 8], [4, -1], x  - 3 y  + 143],

                                2       2
    [[38, 10, 11, 3], [4, -1], x  - 12 y  + 8],

                                2      2
    [[38, 10, 13, 1], [6, -1], x  - 8 y  - 92],

                                2      2
    [[38, 10, 22, 6], [4, -1], x  - 3 y  + 8],

                                2      2
    [[38, 10, 26, 2], [6, -1], x  - 2 y  - 92],

                               2       2
    [[38, 11, 8, 1], [5, -1], x  - 21 y  - 100],

                               2       2
    [[38, 12, 9, 4], [3, -1], x  - 20 y  + 176],

    [[38, 12, 18, 8], [3, -1], %13],

                                2      2
    [[38, 13, 21, 4], [4, -1], x  - 3 y  - 121],

                                2       2
    [[38, 16, 10, 1], [4, -1], x  - 12 y  - 244],

                                2      2
    [[38, 16, 20, 2], [4, -1], x  - 3 y  - 244],

    [[38, 17, 16, 5], [3, -1], %12],

                               2       2
    [[38, 22, 7, 1], [3, -1], x  - 20 y  - 464],

                                2      2
    [[38, 22, 14, 2], [3, -1], x  - 5 y  - 464],

                                2      2
    [[39, 1, 23, 15], [3, -1], x  - 5 y  + 1124],

                               2      2
    [[39, 1, 29, 9], [6, -1], x  - 2 y  + 161],

                              2        2
    [[39, 3, 3, 1], [5, -1], x  - 189 y  + 180],

                               2       2
    [[39, 3, 8, 1], [10, -1], x  - 24 y  + 15],

                              2       2
    [[39, 3, 9, 3], [5, -1], x  - 21 y  + 180],

                                2      2
    [[39, 3, 16, 2], [10, -1], x  - 6 y  + 15],

                                2      2
    [[39, 3, 25, 11], [4, -1], x  - 3 y  + 354],

                               2      2
    [[39, 5, 14, 3], [6, -1], x  - 8 y  + 47],

                               2      2
    [[39, 5, 28, 6], [6, -1], x  - 2 y  + 47],

                              2       2
    [[39, 6, 7, 4], [3, -1], x  - 45 y  + 684],

                              2       2
    [[39, 6, 8, 3], [4, -1], x  - 27 y  + 207],

                               2       2
    [[39, 6, 10, 1], [8, -1], x  - 15 y  - 21],

                                2      2
    [[39, 6, 21, 12], [3, -1], x  - 5 y  + 684],

                               2      2
    [[39, 6, 24, 9], [4, -1], x  - 3 y  + 207],

                              2       2
    [[39, 9, 9, 1], [6, -1], x  - 18 y  - 63], [[39, 9, 17, 1], [7, -1], %16],

                               2      2
    [[39, 9, 23, 7], [4, -1], x  - 3 y  + 66],

                               2      2
    [[39, 9, 27, 3], [6, -1], x  - 2 y  - 63],

                                2      2
    [[39, 11, 19, 9], [3, -1], x  - 5 y  + 284],

                                2      2
    [[39, 12, 22, 5], [4, -1], x  - 3 y  - 69],

                               2       2
    [[39, 15, 7, 1], [4, -1], x  - 27 y  - 198],

                                2      2
    [[39, 15, 21, 3], [4, -1], x  - 3 y  - 198],

    [[39, 16, 17, 6], [3, -1], %16],

                                2      2
    [[39, 18, 20, 1], [4, -1], x  - 3 y  - 321],

                               2       2
    [[39, 21, 5, 1], [3, -1], x  - 45 y  - 396],

                                2      2
    [[39, 21, 15, 3], [3, -1], x  - 5 y  - 396],

                               2       2
    [[40, 2, 13, 6], [4, -1], x  - 12 y  + 428],

                                2      2
    [[40, 2, 26, 12], [4, -1], x  - 3 y  + 428],

                                                                2      2
    [[40, 4, 23, 1], [14, -1], %15], [[40, 4, 29, 7], [6, -1], x  - 2 y  + 82],

                              2       2
    [[40, 5, 5, 2], [4, -1], x  - 75 y  + 275],

                              2       2
    [[40, 5, 6, 1], [7, -1], x  - 45 y  + 20],

                               2      2
    [[40, 5, 18, 3], [7, -1], x  - 5 y  + 20],

                                2      2
    [[40, 5, 22, 13], [3, -1], x  - 5 y  + 820],

                                2      2
    [[40, 5, 25, 10], [4, -1], x  - 3 y  + 275],

                              2        2
    [[40, 8, 3, 1], [4, -1], x  - 192 y  + 128],

                              2       2
    [[40, 8, 6, 2], [4, -1], x  - 48 y  + 128],

                              2       2
    [[40, 8, 7, 1], [6, -1], x  - 32 y  - 32],

                               2       2
    [[40, 8, 12, 4], [4, -1], x  - 12 y  + 128],

                               2      2
    [[40, 8, 14, 2], [6, -1], x  - 8 y  - 32],

                               2      2
    [[40, 8, 24, 8], [4, -1], x  - 3 y  + 128],

                               2      2
    [[40, 8, 28, 4], [6, -1], x  - 2 y  - 32],

                               2        2
    [[40, 10, 2, 1], [3, -1], x  - 500 y  + 400],

                               2        2
    [[40, 10, 4, 2], [3, -1], x  - 125 y  + 400],

                                2       2
    [[40, 10, 10, 5], [3, -1], x  - 20 y  + 400],

                                 2      2
    [[40, 10, 20, 10], [3, -1], x  - 5 y  + 400],

    [[40, 11, 23, 6], [4, -1], %15],

                                2      2
    [[40, 12, 27, 1], [6, -1], x  - 2 y  - 142],

                                2       2
    [[40, 14, 11, 2], [4, -1], x  - 12 y  - 148],

                                2      2
    [[40, 14, 22, 4], [4, -1], x  - 3 y  - 148],

                                2      2
    [[40, 15, 18, 7], [3, -1], x  - 5 y  + 20],

                                2      2
    [[40, 17, 21, 2], [4, -1], x  - 3 y  - 277],

                               2       2
    [[40, 20, 4, 1], [3, -1], x  - 80 y  - 320],

                               2       2
    [[40, 20, 8, 2], [3, -1], x  - 20 y  - 320],

                                2      2
    [[40, 20, 16, 4], [3, -1], x  - 5 y  - 320],

                                2      2
    [[40, 25, 14, 1], [3, -1], x  - 5 y  - 620],

                               2       2
    [[41, 1, 7, 1], [12, -1], x  - 35 y  + 34],

                                2      2
    [[41, 1, 17, 3], [10, -1], x  - 6 y  + 53],

                               2      2
    [[41, 1, 19, 5], [7, -1], x  - 5 y  + 124],

                                2      2
    [[41, 1, 27, 13], [4, -1], x  - 3 y  + 506],

                                2      2
    [[41, 1, 29, 1], [34, -1], x  - 2 y  + 1],

                               2      2
    [[41, 3, 15, 4], [6, -1], x  - 8 y  + 119],

                               2      2
    [[41, 3, 30, 8], [6, -1], x  - 2 y  + 119],

                                2      2
    [[41, 4, 23, 14], [3, -1], x  - 5 y  + 964],

                                2      2
    [[41, 4, 26, 11], [4, -1], x  - 3 y  + 347],

                               2      2
    [[41, 7, 25, 9], [4, -1], x  - 3 y  + 194],

                               2      2
    [[41, 7, 29, 5], [6, -1], x  - 2 y  + 1],

                              2       2
    [[41, 8, 9, 2], [5, -1], x  - 21 y  + 20],

                                2      2
    [[41, 9, 21, 11], [3, -1], x  - 5 y  + 524],

                                2      2
    [[41, 10, 24, 7], [4, -1], x  - 3 y  + 47],

                                2      2
    [[41, 11, 14, 1], [6, -1], x  - 8 y  - 113],

                                2      2
    [[41, 11, 28, 2], [6, -1], x  - 2 y  - 113],

                                2      2
    [[41, 13, 23, 5], [4, -1], x  - 3 y  - 94],

                                2      2
    [[41, 14, 19, 8], [3, -1], x  - 5 y  + 124],

                                2      2
    [[41, 16, 22, 3], [4, -1], x  - 3 y  - 229],

                                2      2
    [[41, 19, 17, 5], [3, -1], x  - 5 y  - 236],

                                2      2
    [[41, 19, 21, 1], [4, -1], x  - 3 y  - 358],

                                2      2
    [[41, 24, 15, 2], [3, -1], x  - 5 y  - 556],

                               2      2
    [[42, 2, 31, 9], [6, -1], x  - 2 y  + 158],

                              2       2
    [[42, 3, 8, 5], [3, -1], x  - 45 y  + 1116],

                              2       2
    [[42, 3, 9, 4], [4, -1], x  - 27 y  + 423],

                               2       2
    [[42, 3, 11, 2], [8, -1], x  - 15 y  + 51],

                                2      2
    [[42, 3, 24, 15], [3, -1], x  - 5 y  + 1116],

                                2      2
    [[42, 3, 27, 12], [4, -1], x  - 3 y  + 423],

                              2       2
    [[42, 6, 5, 1], [6, -1], x  - 72 y  + 36],

                               2       2
    [[42, 6, 10, 2], [6, -1], x  - 18 y  + 36],

                               2       2
    [[42, 6, 13, 5], [4, -1], x  - 12 y  + 264],

                               2      2
    [[42, 6, 15, 3], [6, -1], x  - 8 y  + 36],

                                2      2
    [[42, 6, 17, 1], [10, -1], x  - 6 y  - 30],

                                2      2
    [[42, 6, 26, 10], [4, -1], x  - 3 y  + 264],

                               2      2
    [[42, 6, 30, 6], [6, -1], x  - 2 y  + 36],

                               2       2
    [[42, 8, 11, 6], [3, -1], x  - 20 y  + 656],

                                2      2
    [[42, 8, 22, 12], [3, -1], x  - 5 y  + 656],

                               2      2
    [[42, 9, 25, 8], [4, -1], x  - 3 y  + 111],

                                2      2
    [[42, 10, 29, 3], [6, -1], x  - 2 y  - 82],

                               2        2
    [[42, 12, 4, 1], [4, -1], x  - 108 y  - 36],

                               2       2
    [[42, 12, 8, 2], [4, -1], x  - 27 y  - 36],

                                2       2
    [[42, 12, 12, 3], [4, -1], x  - 12 y  - 36],

                                2      2
    [[42, 12, 24, 6], [4, -1], x  - 3 y  - 36],

                                2      2
    [[42, 13, 20, 9], [3, -1], x  - 5 y  + 236],

                                2      2
    [[42, 15, 23, 4], [4, -1], x  - 3 y  - 177],

                               2        2
    [[42, 18, 3, 1], [3, -1], x  - 180 y  - 144],

                               2       2
    [[42, 18, 6, 2], [3, -1], x  - 45 y  - 144],

                               2       2
    [[42, 18, 9, 3], [3, -1], x  - 20 y  - 144],

                                2       2
    [[42, 18, 11, 1], [4, -1], x  - 12 y  - 312],

                                2      2
    [[42, 18, 18, 6], [3, -1], x  - 5 y  - 144],

                                2      2
    [[42, 18, 22, 2], [4, -1], x  - 3 y  - 312],

                                2      2
    [[42, 23, 16, 3], [3, -1], x  - 5 y  - 484],

                              2       2
    [[43, 1, 5, 1], [9, -1], x  - 77 y  + 76],

                                2       2
    [[43, 1, 13, 1], [20, -1], x  - 11 y  + 10],

                               2      2
    [[43, 1, 16, 5], [6, -1], x  - 8 y  + 199],

                                2      2
    [[43, 1, 25, 3], [14, -1], x  - 3 y  + 26],

                                2      2
    [[43, 1, 32, 10], [6, -1], x  - 2 y  + 199],

                                2      2
    [[43, 2, 25, 16], [3, -1], x  - 5 y  + 1276],

                                2      2
    [[43, 2, 28, 13], [4, -1], x  - 3 y  + 503],

                                2      2
    [[43, 5, 27, 11], [4, -1], x  - 3 y  + 338],

                               2      2
    [[43, 5, 31, 7], [6, -1], x  - 2 y  + 73],

                               2       2
    [[43, 7, 11, 1], [8, -1], x  - 15 y  - 34],

                                2      2
    [[43, 7, 23, 13], [3, -1], x  - 5 y  + 796],

                               2      2
    [[43, 8, 19, 2], [7, -1], x  - 5 y  - 44],

                               2      2
    [[43, 8, 26, 9], [4, -1], x  - 3 y  + 179],

                               2      2
    [[43, 9, 15, 2], [6, -1], x  - 8 y  - 49],

                               2      2
    [[43, 9, 30, 4], [6, -1], x  - 2 y  - 49],

                                2      2
    [[43, 11, 25, 7], [4, -1], x  - 3 y  + 26],

                                 2      2
    [[43, 12, 21, 10], [3, -1], x  - 5 y  + 356],

                               2       2
    [[43, 13, 9, 1], [5, -1], x  - 21 y  - 148],

                                2      2
    [[43, 13, 29, 1], [6, -1], x  - 2 y  - 167],

                                2      2
    [[43, 14, 24, 5], [4, -1], x  - 3 y  - 121],

                                2      2
    [[43, 17, 19, 7], [3, -1], x  - 5 y  - 44],

                                2      2
    [[43, 17, 23, 3], [4, -1], x  - 3 y  - 262],

                                2      2
    [[43, 20, 22, 1], [4, -1], x  - 3 y  - 397],

                                2      2
    [[43, 22, 17, 4], [3, -1], x  - 5 y  - 404],

                                2      2
    [[43, 27, 15, 1], [3, -1], x  - 5 y  - 724],

                                2      2
    [[44, 1, 26, 17], [3, -1], x  - 5 y  + 1444],

                                2      2
    [[44, 1, 29, 14], [4, -1], x  - 3 y  + 587],

                              2        2
    [[44, 4, 4, 1], [6, -1], x  - 128 y  + 112],

                              2       2
    [[44, 4, 5, 1], [7, -1], x  - 80 y  + 64],

                              2       2
    [[44, 4, 7, 3], [4, -1], x  - 48 y  + 416],

                              2       2
    [[44, 4, 8, 2], [6, -1], x  - 32 y  + 112],

                               2       2
    [[44, 4, 9, 1], [10, -1], x  - 24 y  + 8],

                               2       2
    [[44, 4, 10, 2], [7, -1], x  - 20 y  + 64],

                               2       2
    [[44, 4, 14, 6], [4, -1], x  - 12 y  + 416],

                               2      2
    [[44, 4, 16, 4], [6, -1], x  - 8 y  + 112],

                                2      2
    [[44, 4, 18, 2], [10, -1], x  - 6 y  + 8],

                               2      2
    [[44, 4, 20, 4], [7, -1], x  - 5 y  + 64],

                                2      2
    [[44, 4, 28, 12], [4, -1], x  - 3 y  + 416],

                               2      2
    [[44, 4, 32, 8], [6, -1], x  - 2 y  + 112],

                               2       2
    [[44, 5, 10, 3], [5, -1], x  - 21 y  + 164],

                               2       2
    [[44, 6, 12, 7], [3, -1], x  - 20 y  + 944],

                                2      2
    [[44, 6, 24, 14], [3, -1], x  - 5 y  + 944],

                                2      2
    [[44, 7, 27, 10], [4, -1], x  - 3 y  + 251],

                               2      2
    [[44, 8, 31, 5], [6, -1], x  - 2 y  - 14],

                                2       2
    [[44, 10, 13, 4], [4, -1], x  - 12 y  + 92],

                                2      2
    [[44, 10, 26, 8], [4, -1], x  - 3 y  + 92],

                               2        2
    [[44, 11, 2, 1], [3, -1], x  - 605 y  + 484],

                                 2      2
    [[44, 11, 22, 11], [3, -1], x  - 5 y  + 484],

                                2      2
    [[44, 12, 15, 1], [6, -1], x  - 8 y  - 136],

                                2      2
    [[44, 12, 30, 2], [6, -1], x  - 2 y  - 136],

                                2      2
    [[44, 13, 25, 6], [4, -1], x  - 3 y  - 61],

                               2       2
    [[44, 16, 5, 2], [3, -1], x  - 80 y  + 64],

                               2       2
    [[44, 16, 6, 1], [4, -1], x  - 48 y  - 208],

                                2       2
    [[44, 16, 10, 4], [3, -1], x  - 20 y  + 64],

                                2       2
    [[44, 16, 12, 2], [4, -1], x  - 12 y  - 208],

                                2      2
    [[44, 16, 20, 8], [3, -1], x  - 5 y  + 64],

                                2      2
    [[44, 16, 24, 4], [4, -1], x  - 3 y  - 208],

                                2      2
    [[44, 19, 23, 2], [4, -1], x  - 3 y  - 349],

                                2      2
    [[44, 21, 18, 5], [3, -1], x  - 5 y  - 316],

                               2       2
    [[44, 26, 8, 1], [3, -1], x  - 20 y  - 656],

                                2      2
    [[44, 26, 16, 2], [3, -1], x  - 5 y  - 656],

                               2       2
    [[45, 3, 11, 3], [6, -1], x  - 18 y  + 153],

                                2       2
    [[45, 3, 13, 1], [14, -1], x  - 12 y  + 3],

                                2      2
    [[45, 3, 17, 1], [16, -1], x  - 7 y  - 2],

                                2      2
    [[45, 3, 26, 2], [14, -1], x  - 3 y  + 3],

                                2      2
    [[45, 3, 29, 13], [4, -1], x  - 3 y  + 498],

                               2      2
    [[45, 3, 33, 9], [6, -1], x  - 2 y  + 153],

                              2        2
    [[45, 5, 5, 3], [3, -1], x  - 125 y  + 1100],

                                2      2
    [[45, 5, 25, 15], [3, -1], x  - 5 y  + 1100],

                                2      2
    [[45, 6, 28, 11], [4, -1], x  - 3 y  + 327],

                               2      2
    [[45, 7, 16, 3], [6, -1], x  - 8 y  + 23],

                               2      2
    [[45, 7, 32, 6], [6, -1], x  - 2 y  + 23],

                              2        2
    [[45, 9, 3, 1], [4, -1], x  - 243 y  + 162],

                              2       2
    [[45, 9, 9, 3], [4, -1], x  - 27 y  + 162],

                               2      2
    [[45, 9, 27, 9], [4, -1], x  - 3 y  + 162],

                                 2      2
    [[45, 10, 23, 12], [3, -1], x  - 5 y  + 620],

                                2      2
    [[45, 11, 31, 3], [6, -1], x  - 2 y  - 103],

                                2      2
    [[45, 12, 26, 7], [4, -1], x  - 3 y  + 3],

                               2       2
    [[45, 15, 5, 1], [4, -1], x  - 75 y  - 150],

                               2       2
    [[45, 15, 7, 3], [3, -1], x  - 45 y  + 180],

                                2      2
    [[45, 15, 21, 9], [3, -1], x  - 5 y  + 180],

                                2      2
    [[45, 15, 25, 5], [4, -1], x  - 3 y  - 150],

                               2       2
    [[45, 18, 8, 1], [4, -1], x  - 27 y  - 297],

                                2      2
    [[45, 18, 24, 3], [4, -1], x  - 3 y  - 297],

                                2      2
    [[45, 20, 19, 6], [3, -1], x  - 5 y  - 220],

                                2      2
    [[45, 21, 23, 1], [4, -1], x  - 3 y  - 438],

                                2      2
    [[45, 25, 17, 3], [3, -1], x  - 5 y  - 580],

                               2       2
    [[46, 2, 15, 7], [4, -1], x  - 12 y  + 584],

                               2      2
    [[46, 2, 17, 5], [6, -1], x  - 8 y  + 196],

                                2      2
    [[46, 2, 19, 3], [10, -1], x  - 6 y  + 50],

                                2      2
    [[46, 2, 30, 14], [4, -1], x  - 3 y  + 584],

                                2      2
    [[46, 2, 34, 10], [6, -1], x  - 2 y  + 196],

                              2       2
    [[46, 4, 6, 1], [8, -1], x  - 60 y  + 44],

                               2       2
    [[46, 4, 12, 2], [8, -1], x  - 15 y  + 44],

                               2       2
    [[46, 4, 13, 8], [3, -1], x  - 20 y  + 1264],

                                2      2
    [[46, 4, 26, 16], [3, -1], x  - 5 y  + 1264],

                                2      2
    [[46, 5, 29, 12], [4, -1], x  - 3 y  + 407],

                               2      2
    [[46, 6, 33, 7], [6, -1], x  - 2 y  + 62],

                               2       2
    [[46, 8, 14, 5], [4, -1], x  - 12 y  + 236],

                                2      2
    [[46, 8, 28, 10], [4, -1], x  - 3 y  + 236],

                                2      2
    [[46, 9, 24, 13], [3, -1], x  - 5 y  + 764],

                               2       2
    [[46, 10, 5, 1], [5, -1], x  - 84 y  - 16],

                               2       2
    [[46, 10, 8, 1], [6, -1], x  - 32 y  - 68],

                                2       2
    [[46, 10, 10, 2], [5, -1], x  - 21 y  - 16],

                                2      2
    [[46, 10, 16, 2], [6, -1], x  - 8 y  - 68],

                                2      2
    [[46, 10, 32, 4], [6, -1], x  - 2 y  - 68],

                                2      2
    [[46, 11, 20, 1], [7, -1], x  - 5 y  - 116],

                                2      2
    [[46, 11, 27, 8], [4, -1], x  - 3 y  + 71],

                                2       2
    [[46, 14, 11, 5], [3, -1], x  - 20 y  + 304],

                                2       2
    [[46, 14, 13, 3], [4, -1], x  - 12 y  - 88],

                                 2      2
    [[46, 14, 22, 10], [3, -1], x  - 5 y  + 304],

                                2      2
    [[46, 14, 26, 6], [4, -1], x  - 3 y  - 88],

                                2      2
    [[46, 14, 31, 1], [6, -1], x  - 2 y  - 194],

                                2      2
    [[46, 17, 25, 4], [4, -1], x  - 3 y  - 241],

                                2      2
    [[46, 19, 20, 7], [3, -1], x  - 5 y  - 116],

                                2       2
    [[46, 20, 12, 1], [4, -1], x  - 12 y  - 388],

                                2      2
    [[46, 20, 24, 2], [4, -1], x  - 3 y  - 388],

                               2       2
    [[46, 24, 9, 2], [3, -1], x  - 20 y  - 496],

                                2      2
    [[46, 24, 18, 4], [3, -1], x  - 5 y  - 496],

                                2      2
    [[46, 29, 16, 1], [3, -1], x  - 5 y  - 836],

                                2      2
    [[47, 1, 31, 15], [4, -1], x  - 3 y  + 674],

                                2      2
    [[47, 1, 35, 11], [6, -1], x  - 2 y  + 241],

                               2       2
    [[47, 2, 8, 1], [12, -1], x  - 35 y  + 31],

                               2       2
    [[47, 2, 11, 4], [5, -1], x  - 21 y  + 332],

                                2      2
    [[47, 3, 21, 1], [18, -1], x  - 5 y  - 4],

                                2      2
    [[47, 3, 27, 17], [3, -1], x  - 5 y  + 1436],

                                2      2
    [[47, 4, 30, 13], [4, -1], x  - 3 y  + 491],

                                2       2
    [[47, 5, 13, 1], [11, -1], x  - 13 y  - 12],

                               2      2
    [[47, 5, 17, 4], [6, -1], x  - 8 y  + 103],

                                2      2
    [[47, 5, 27, 1], [14, -1], x  - 3 y  - 22],

                               2      2
    [[47, 5, 34, 8], [6, -1], x  - 2 y  + 103],

                              2       2
    [[47, 7, 7, 1], [7, -1], x  - 45 y  - 4],

                                2      2
    [[47, 7, 19, 1], [10, -1], x  - 6 y  - 43],

                               2      2
    [[47, 7, 21, 3], [7, -1], x  - 5 y  - 4],

                                2      2
    [[47, 7, 29, 11], [4, -1], x  - 3 y  + 314],

                               2       2
    [[47, 8, 12, 1], [8, -1], x  - 15 y  - 49],

                                2      2
    [[47, 8, 25, 14], [3, -1], x  - 5 y  + 916],

                               2      2
    [[47, 9, 33, 5], [6, -1], x  - 2 y  - 31],

                                2      2
    [[47, 10, 28, 9], [4, -1], x  - 3 y  + 143],

                                2      2
    [[47, 13, 16, 1], [6, -1], x  - 8 y  - 161],

                                 2      2
    [[47, 13, 23, 11], [3, -1], x  - 5 y  + 436],

                                2      2
    [[47, 13, 27, 7], [4, -1], x  - 3 y  - 22],

                                2      2
    [[47, 13, 32, 2], [6, -1], x  - 2 y  - 161],

                                2      2
    [[47, 16, 26, 5], [4, -1], x  - 3 y  - 181],

                                2      2
    [[47, 18, 21, 8], [3, -1], x  - 5 y  - 4],

                                2      2
    [[47, 19, 25, 3], [4, -1], x  - 3 y  - 334],

                                2      2
    [[47, 22, 24, 1], [4, -1], x  - 3 y  - 481],

                                2      2
    [[47, 23, 19, 5], [3, -1], x  - 5 y  - 404],

                                2      2
    [[47, 28, 17, 2], [3, -1], x  - 5 y  - 764],

                               2       2
    [[48, 2, 14, 9], [3, -1], x  - 20 y  + 1616],

                                2      2
    [[48, 2, 28, 18], [3, -1], x  - 5 y  + 1616],

                               2      2
    [[48, 3, 22, 5], [7, -1], x  - 5 y  + 116],

                                2      2
    [[48, 3, 31, 14], [4, -1], x  - 3 y  + 579],

                               2      2
    [[48, 4, 35, 9], [6, -1], x  - 2 y  + 146],

                              2        2
    [[48, 6, 5, 2], [4, -1], x  - 108 y  + 396],

                               2       2
    [[48, 6, 10, 4], [4, -1], x  - 27 y  + 396],

                               2       2
    [[48, 6, 15, 6], [4, -1], x  - 12 y  + 396],

                                2      2
    [[48, 6, 30, 12], [4, -1], x  - 3 y  + 396],

                                2      2
    [[48, 7, 26, 15], [3, -1], x  - 5 y  + 1076],

                               2      2
    [[48, 8, 17, 3], [6, -1], x  - 8 y  + 8],

                               2      2
    [[48, 8, 34, 6], [6, -1], x  - 2 y  + 8],

                                2      2
    [[48, 9, 29, 10], [4, -1], x  - 3 y  + 219],

                               2        2
    [[48, 12, 2, 1], [3, -1], x  - 720 y  + 576],

                               2        2
    [[48, 12, 4, 2], [3, -1], x  - 180 y  + 576],

                               2       2
    [[48, 12, 6, 3], [3, -1], x  - 80 y  + 576],

                               2       2
    [[48, 12, 7, 2], [4, -1], x  - 48 y  + 48],

                               2       2
    [[48, 12, 8, 4], [3, -1], x  - 45 y  + 576],

                                2       2
    [[48, 12, 11, 1], [6, -1], x  - 18 y  - 126],

                                2       2
    [[48, 12, 12, 6], [3, -1], x  - 20 y  + 576],

                                2       2
    [[48, 12, 14, 4], [4, -1], x  - 12 y  + 48],

                                 2      2
    [[48, 12, 24, 12], [3, -1], x  - 5 y  + 576],

                                2      2
    [[48, 12, 28, 8], [4, -1], x  - 3 y  + 48],

                                2      2
    [[48, 12, 33, 3], [6, -1], x  - 2 y  - 126],

                               2       2
    [[48, 15, 9, 2], [4, -1], x  - 27 y  - 117],

                                2       2
    [[48, 15, 10, 1], [5, -1], x  - 21 y  - 204],

                                2      2
    [[48, 15, 27, 6], [4, -1], x  - 3 y  - 117],

                                2      2
    [[48, 17, 22, 9], [3, -1], x  - 5 y  + 116],

                                2       2
    [[48, 18, 13, 2], [4, -1], x  - 12 y  - 276],

                                2      2
    [[48, 18, 26, 4], [4, -1], x  - 3 y  - 276],

                                2      2
    [[48, 21, 25, 2], [4, -1], x  - 3 y  - 429],

                                2       2
    [[48, 22, 10, 3], [3, -1], x  - 20 y  - 304],

                                2      2
    [[48, 22, 20, 6], [3, -1], x  - 5 y  - 304],

                               2       2
    [[48, 27, 6, 1], [3, -1], x  - 45 y  - 684],

                                2      2
    [[48, 27, 18, 3], [3, -1], x  - 5 y  - 684],

                                2       2
    [[49, 1, 11, 1], [18, -1], x  - 20 y  + 19],

                               2       2
    [[49, 1, 13, 3], [8, -1], x  - 15 y  + 134],

                                2      2
    [[49, 1, 22, 2], [18, -1], x  - 5 y  + 19],

                                2      2
    [[49, 1, 29, 19], [3, -1], x  - 5 y  + 1804],

                                2      2
    [[49, 2, 32, 15], [4, -1], x  - 3 y  + 671],

                               2      2
    [[49, 3, 18, 5], [6, -1], x  - 8 y  + 191],

                                2      2
    [[49, 3, 36, 10], [6, -1], x  - 2 y  + 191],

                                2       2
    [[49, 5, 10, 1], [10, -1], x  - 24 y  - 1],

                                2      2
    [[49, 5, 20, 2], [10, -1], x  - 6 y  - 1],

                                2      2
    [[49, 5, 31, 13], [4, -1], x  - 3 y  + 482],

                                2      2
    [[49, 6, 27, 16], [3, -1], x  - 5 y  + 1244],

                              2       2
    [[49, 7, 5, 1], [6, -1], x  - 98 y  + 49],

                               2       2
    [[49, 7, 11, 3], [5, -1], x  - 21 y  + 140],

                               2      2
    [[49, 7, 35, 7], [6, -1], x  - 2 y  + 49],

                                2      2
    [[49, 8, 30, 11], [4, -1], x  - 3 y  + 299],

                                2      2
    [[49, 11, 17, 2], [6, -1], x  - 8 y  - 89],

                                 2      2
    [[49, 11, 25, 13], [3, -1], x  - 5 y  + 724],

                                2      2
    [[49, 11, 29, 9], [4, -1], x  - 3 y  + 122],

                                2      2
    [[49, 11, 34, 4], [6, -1], x  - 2 y  - 89],

                               2        2
    [[49, 14, 4, 1], [4, -1], x  - 147 y  - 49],

                                2      2
    [[49, 14, 28, 7], [4, -1], x  - 3 y  - 49],

                                2      2
    [[49, 15, 33, 1], [6, -1], x  - 2 y  - 223],

                                 2      2
    [[49, 16, 23, 10], [3, -1], x  - 5 y  + 244],

                                2      2
    [[49, 17, 27, 5], [4, -1], x  - 3 y  - 214],

                                2      2
    [[49, 20, 26, 3], [4, -1], x  - 3 y  - 373],

                               2        2
    [[49, 21, 3, 1], [3, -1], x  - 245 y  - 196],

                                2      2
    [[49, 21, 21, 7], [3, -1], x  - 5 y  - 196],

                                2      2
    [[49, 23, 25, 1], [4, -1], x  - 3 y  - 526],

                                2      2
    [[49, 26, 19, 4], [3, -1], x  - 5 y  - 596],

                                2      2
    [[49, 31, 17, 1], [3, -1], x  - 5 y  - 956],

                                2      2
    [[50, 1, 19, 2], [16, -1], x  - 7 y  + 27],

                                2      2
    [[50, 1, 33, 16], [4, -1], x  - 3 y  + 767],

                               2       2
    [[50, 2, 7, 1], [11, -1], x  - 52 y  + 48],

                                2       2
    [[50, 2, 14, 2], [11, -1], x  - 13 y  + 48],

    [[50, 2, 29, 3], [14, -1], %14],

                                2      2
    [[50, 2, 37, 11], [6, -1], x  - 2 y  + 238],

                               2       2
    [[50, 4, 16, 7], [4, -1], x  - 12 y  + 572],

                                2      2
    [[50, 4, 32, 14], [4, -1], x  - 3 y  + 572],

                               2       2
    [[50, 5, 13, 2], [8, -1], x  - 15 y  + 35],

                                2      2
    [[50, 5, 28, 17], [3, -1], x  - 5 y  + 1420],

                              2       2
    [[50, 6, 9, 2], [6, -1], x  - 32 y  + 92],

                               2      2
    [[50, 6, 18, 4], [6, -1], x  - 8 y  + 92],

                               2      2
    [[50, 6, 36, 8], [6, -1], x  - 2 y  + 92],

                                2      2
    [[50, 7, 31, 12], [4, -1], x  - 3 y  + 383],

                               2        2
    [[50, 10, 3, 1], [4, -1], x  - 300 y  + 200],

                               2       2
    [[50, 10, 6, 2], [4, -1], x  - 75 y  + 200],

                               2       2
    [[50, 10, 7, 1], [6, -1], x  - 50 y  - 50],

                                2       2
    [[50, 10, 11, 1], [7, -1], x  - 20 y  - 80],

                                2       2
    [[50, 10, 13, 7], [3, -1], x  - 20 y  + 880],

                                2       2
    [[50, 10, 15, 5], [4, -1], x  - 12 y  + 200],

                                2      2
    [[50, 10, 22, 2], [7, -1], x  - 5 y  - 80],

                                 2      2
    [[50, 10, 26, 14], [3, -1], x  - 5 y  + 880],

                                 2      2
    [[50, 10, 30, 10], [4, -1], x  - 3 y  + 200],

                                2      2
    [[50, 10, 35, 5], [6, -1], x  - 2 y  - 50], [[50, 13, 29, 8], [4, -1], %14],

                                2      2
    [[50, 14, 17, 1], [6, -1], x  - 8 y  - 188],

                                2      2
    [[50, 14, 34, 2], [6, -1], x  - 2 y  - 188],

                                 2      2
    [[50, 15, 24, 11], [3, -1], x  - 5 y  + 380],

                                2       2
    [[50, 16, 14, 3], [4, -1], x  - 12 y  - 148],

                                2      2
    [[50, 16, 28, 6], [4, -1], x  - 3 y  - 148],

                                2      2
    [[50, 19, 27, 4], [4, -1], x  - 3 y  - 313],

                                2       2
    [[50, 20, 11, 4], [3, -1], x  - 20 y  - 80],

                                2      2
    [[50, 20, 22, 8], [3, -1], x  - 5 y  - 80],

                                2       2
    [[50, 22, 13, 1], [4, -1], x  - 12 y  - 472],

                                2      2
    [[50, 22, 26, 2], [4, -1], x  - 3 y  - 472],

                               2        2
    [[50, 25, 4, 1], [3, -1], x  - 125 y  - 500],

                                2      2
    [[50, 25, 20, 5], [3, -1], x  - 5 y  - 500],

                               2       2
    [[50, 30, 9, 1], [3, -1], x  - 20 y  - 880],

                                2      2
    [[50, 30, 18, 2], [3, -1], x  - 5 y  - 880],

                               2      2
    [[51, 1, 19, 6], [6, -1], x  - 8 y  + 287],

                                2      2
    [[51, 1, 38, 12], [6, -1], x  - 2 y  + 287],

                               2       2
    [[51, 3, 7, 1], [10, -1], x  - 54 y  + 45],

                               2       2
    [[51, 3, 11, 5], [4, -1], x  - 27 y  + 666],

                                2      2
    [[51, 3, 21, 3], [10, -1], x  - 6 y  + 45],

                                2      2
    [[51, 3, 33, 15], [4, -1], x  - 3 y  + 666],

                                2      2
    [[51, 4, 29, 18], [3, -1], x  - 5 y  + 1604],

                               2      2
    [[51, 5, 37, 9], [6, -1], x  - 2 y  + 137],

                               2      2
    [[51, 6, 23, 4], [7, -1], x  - 5 y  + 44],

                                2      2
    [[51, 6, 32, 13], [4, -1], x  - 3 y  + 471],

                              2       2
    [[51, 9, 6, 1], [6, -1], x  - 72 y  - 9],

                              2       2
    [[51, 9, 9, 5], [3, -1], x  - 45 y  + 1044],

                               2       2
    [[51, 9, 12, 2], [6, -1], x  - 18 y  - 9],

                               2       2
    [[51, 9, 13, 1], [8, -1], x  - 15 y  - 66],

                               2      2
    [[51, 9, 18, 3], [6, -1], x  - 8 y  - 9],

                                2      2
    [[51, 9, 27, 15], [3, -1], x  - 5 y  + 1044],

                                2      2
    [[51, 9, 31, 11], [4, -1], x  - 3 y  + 282],

                               2      2
    [[51, 9, 36, 6], [6, -1], x  - 2 y  - 9],

                                2       2
    [[51, 12, 10, 3], [4, -1], x  - 27 y  + 99],

                                2       2
    [[51, 12, 11, 2], [5, -1], x  - 21 y  - 60],

                                2      2
    [[51, 12, 30, 9], [4, -1], x  - 3 y  + 99],

                                2      2
    [[51, 13, 35, 3], [6, -1], x  - 2 y  - 151],

                                 2      2
    [[51, 14, 25, 12], [3, -1], x  - 5 y  + 524],

                                2      2
    [[51, 15, 29, 7], [4, -1], x  - 3 y  - 78],

                                2      2
    [[51, 18, 28, 5], [4, -1], x  - 3 y  - 249],

                                2      2
    [[51, 19, 23, 9], [3, -1], x  - 5 y  + 44],

                               2       2
    [[51, 21, 9, 1], [4, -1], x  - 27 y  - 414],

                                2      2
    [[51, 21, 27, 3], [4, -1], x  - 3 y  - 414],

                               2       2
    [[51, 24, 7, 2], [3, -1], x  - 45 y  - 396],

                                2      2
    [[51, 24, 21, 6], [3, -1], x  - 5 y  - 396],

                                2      2
    [[51, 24, 26, 1], [4, -1], x  - 3 y  - 573],

                                2      2
    [[51, 29, 19, 3], [3, -1], x  - 5 y  - 796],

                              2        2
    [[52, 2, 4, 1], [7, -1], x  - 180 y  + 176],

                              2       2
    [[52, 2, 8, 2], [7, -1], x  - 45 y  + 176],

                               2       2
    [[52, 2, 12, 3], [7, -1], x  - 20 y  + 176],

                               2       2
    [[52, 2, 17, 8], [4, -1], x  - 12 y  + 764], [[52, 2, 24, 6], [7, -1], %13],

                                2      2
    [[52, 2, 34, 16], [4, -1], x  - 3 y  + 764],

                              2       2
    [[52, 3, 6, 1], [9, -1], x  - 77 y  + 68],

                                2      2
    [[52, 3, 30, 19], [3, -1], x  - 5 y  + 1796],

                              2        2
    [[52, 4, 3, 1], [5, -1], x  - 336 y  + 320],

                              2       2
    [[52, 4, 6, 2], [5, -1], x  - 84 y  + 320],

                               2       2
    [[52, 4, 12, 4], [5, -1], x  - 21 y  + 320],

                                2       2
    [[52, 4, 15, 1], [14, -1], x  - 12 y  - 4],

                               2      2
    [[52, 4, 19, 5], [6, -1], x  - 8 y  + 184],

                                2      2
    [[52, 4, 30, 2], [14, -1], x  - 3 y  - 4],

                                2      2
    [[52, 4, 38, 10], [6, -1], x  - 2 y  + 184],

                                2      2
    [[52, 5, 33, 14], [4, -1], x  - 3 y  + 563],

                              2       2
    [[52, 8, 7, 4], [3, -1], x  - 80 y  + 1216],

                              2       2
    [[52, 8, 8, 3], [4, -1], x  - 48 y  + 368],

                               2       2
    [[52, 8, 14, 8], [3, -1], x  - 20 y  + 1216],

                               2       2
    [[52, 8, 16, 6], [4, -1], x  - 12 y  + 368],

                                2      2
    [[52, 8, 21, 1], [10, -1], x  - 6 y  - 58],

                                2      2
    [[52, 8, 28, 16], [3, -1], x  - 5 y  + 1216],

                                2      2
    [[52, 8, 32, 12], [4, -1], x  - 3 y  + 368],

                               2      2
    [[52, 8, 37, 7], [6, -1], x  - 2 y  + 34],

                                 2      2
    [[52, 11, 31, 10], [4, -1], x  - 3 y  + 179],

                               2       2
    [[52, 12, 9, 1], [6, -1], x  - 32 y  - 112],

                                2      2
    [[52, 12, 18, 2], [6, -1], x  - 8 y  - 112],

                                2      2
    [[52, 12, 36, 4], [6, -1], x  - 2 y  - 112],

                               2        2
    [[52, 13, 2, 1], [3, -1], x  - 845 y  + 676],

                                 2      2
    [[52, 13, 26, 13], [3, -1], x  - 5 y  + 676],

                                2       2
    [[52, 14, 15, 4], [4, -1], x  - 12 y  - 4],

                                2      2
    [[52, 14, 30, 8], [4, -1], x  - 3 y  - 4],

                                2      2
    [[52, 16, 35, 1], [6, -1], x  - 2 y  - 254],

                                2      2
    [[52, 17, 29, 6], [4, -1], x  - 3 y  - 181],

                                2       2
    [[52, 18, 12, 5], [3, -1], x  - 20 y  + 176],

    [[52, 18, 24, 10], [3, -1], %13],

                               2       2
    [[52, 20, 7, 1], [4, -1], x  - 48 y  - 352],

                                2       2
    [[52, 20, 14, 2], [4, -1], x  - 12 y  - 352],

                                2      2
    [[52, 20, 28, 4], [4, -1], x  - 3 y  - 352],

    [[52, 23, 22, 7], [3, -1], %10],

                                2      2
    [[52, 23, 27, 2], [4, -1], x  - 3 y  - 517],

                               2       2
    [[52, 28, 5, 1], [3, -1], x  - 80 y  - 704],

                                2       2
    [[52, 28, 10, 2], [3, -1], x  - 20 y  - 704],

                                2      2
    [[52, 28, 20, 4], [3, -1], x  - 5 y  - 704],

                                2      2
    [[52, 33, 18, 1], [3, -1], x  - 5 y  - 1084],

                                2       2
    [[53, 1, 11, 2], [10, -1], x  - 24 y  + 95],

                                2      2
    [[53, 1, 22, 4], [10, -1], x  - 6 y  + 95],

                                2      2
    [[53, 1, 35, 17], [4, -1], x  - 3 y  + 866],

                               2       2
    [[53, 2, 14, 3], [8, -1], x  - 15 y  + 131],

                                2       2
    [[53, 2, 16, 1], [20, -1], x  - 11 y  + 7],

                                2      2
    [[53, 2, 31, 20], [3, -1], x  - 5 y  + 1996],

                               2       2
    [[53, 3, 9, 1], [12, -1], x  - 35 y  + 26],

                                2      2
    [[53, 3, 39, 11], [6, -1], x  - 2 y  + 233],

                                2      2
    [[53, 4, 20, 1], [16, -1], x  - 7 y  - 9],

                                2      2
    [[53, 4, 34, 15], [4, -1], x  - 3 y  + 659],

                               2      2
    [[53, 7, 19, 4], [6, -1], x  - 8 y  + 79],

                                2      2
    [[53, 7, 29, 17], [3, -1], x  - 5 y  + 1396],

                                2      2
    [[53, 7, 33, 13], [4, -1], x  - 3 y  + 458],

                               2      2
    [[53, 7, 38, 8], [6, -1], x  - 2 y  + 79],

                                 2      2
    [[53, 10, 32, 11], [4, -1], x  - 3 y  + 263],

                                2      2
    [[53, 11, 37, 5], [6, -1], x  - 2 y  - 71],

                                 2      2
    [[53, 12, 27, 14], [3, -1], x  - 5 y  + 836],

                                                                 2      2
    [[53, 13, 23, 1], [7, -1], %12], [[53, 13, 31, 9], [4, -1], x  - 3 y  + 74],

                                2      2
    [[53, 15, 18, 1], [6, -1], x  - 8 y  - 217],

                                2      2
    [[53, 15, 36, 2], [6, -1], x  - 2 y  - 217],

                                2      2
    [[53, 16, 30, 7], [4, -1], x  - 3 y  - 109],

                                2       2
    [[53, 17, 11, 1], [5, -1], x  - 21 y  - 268],

                                 2      2
    [[53, 17, 25, 11], [3, -1], x  - 5 y  + 316],

                                2      2
    [[53, 19, 29, 5], [4, -1], x  - 3 y  - 286],

    [[53, 22, 23, 8], [3, -1], %12],

                                2      2
    [[53, 22, 28, 3], [4, -1], x  - 3 y  - 457],

                                2      2
    [[53, 25, 27, 1], [4, -1], x  - 3 y  - 622],

                                2      2
    [[53, 27, 21, 5], [3, -1], x  - 5 y  - 604],

                                2      2
    [[53, 32, 19, 2], [3, -1], x  - 5 y  - 1004],

                                2      2
    [[54, 1, 32, 21], [3, -1], x  - 5 y  + 2204],

                               2       2
    [[54, 2, 10, 3], [6, -1], x  - 32 y  + 284],

                               2      2
    [[54, 2, 20, 6], [6, -1], x  - 8 y  + 284],

                                2      2
    [[54, 2, 40, 12], [6, -1], x  - 2 y  + 284],

                                2      2
    [[54, 3, 35, 16], [4, -1], x  - 3 y  + 759],

                              2        2
    [[54, 6, 5, 3], [3, -1], x  - 180 y  + 1584],

                              2       2
    [[54, 6, 7, 1], [8, -1], x  - 60 y  + 24],

                               2       2
    [[54, 6, 10, 6], [3, -1], x  - 45 y  + 1584],

                                2       2
    [[54, 6, 11, 1], [10, -1], x  - 24 y  - 12],

                               2       2
    [[54, 6, 13, 3], [6, -1], x  - 18 y  + 126],

                               2       2
    [[54, 6, 14, 2], [8, -1], x  - 15 y  + 24],

                               2       2
    [[54, 6, 15, 9], [3, -1], x  - 20 y  + 1584],

                               2       2
    [[54, 6, 17, 7], [4, -1], x  - 12 y  + 552],

                                2      2
    [[54, 6, 22, 2], [10, -1], x  - 6 y  - 12],

                                2      2
    [[54, 6, 30, 18], [3, -1], x  - 5 y  + 1584],

    [[54, 6, 31, 1], [14, -1], %11],

                                2      2
    [[54, 6, 34, 14], [4, -1], x  - 3 y  + 552],

                               2      2
    [[54, 6, 39, 9], [6, -1], x  - 2 y  + 126],

                              2        2
    [[54, 9, 4, 1], [5, -1], x  - 189 y  + 108],

                              2       2
    [[54, 9, 8, 1], [7, -1], x  - 45 y  - 36],

                               2       2
    [[54, 9, 11, 4], [4, -1], x  - 27 y  + 351],

                               2       2
    [[54, 9, 12, 3], [5, -1], x  - 21 y  + 108],

                               2      2
    [[54, 9, 24, 3], [7, -1], x  - 5 y  - 36],

                                2      2
    [[54, 9, 33, 12], [4, -1], x  - 3 y  + 351],

                                2      2
    [[54, 10, 19, 3], [6, -1], x  - 8 y  - 28],

                                2      2
    [[54, 10, 38, 6], [6, -1], x  - 2 y  - 28],

                                 2      2
    [[54, 11, 28, 15], [3, -1], x  - 5 y  + 1004],

                                2       2
    [[54, 12, 16, 5], [4, -1], x  - 12 y  + 156],

                                 2      2
    [[54, 12, 32, 10], [4, -1], x  - 3 y  + 156],

                                2      2
    [[54, 14, 37, 3], [6, -1], x  - 2 y  - 178],

    [[54, 15, 31, 8], [4, -1], %11],

                                2       2
    [[54, 16, 13, 6], [3, -1], x  - 20 y  + 464],

                                 2      2
    [[54, 16, 26, 12], [3, -1], x  - 5 y  + 464],

                               2        2
    [[54, 18, 5, 1], [4, -1], x  - 108 y  - 216],

                                2       2
    [[54, 18, 10, 2], [4, -1], x  - 27 y  - 216],

                                2       2
    [[54, 18, 15, 3], [4, -1], x  - 12 y  - 216],

                                2      2
    [[54, 18, 30, 6], [4, -1], x  - 3 y  - 216],

                               2       2
    [[54, 21, 8, 3], [3, -1], x  - 45 y  - 36],

                                2      2
    [[54, 21, 24, 9], [3, -1], x  - 5 y  - 36],

                                2      2
    [[54, 21, 29, 4], [4, -1], x  - 3 y  - 393],

                                2       2
    [[54, 24, 14, 1], [4, -1], x  - 12 y  - 564],

                                2      2
    [[54, 24, 28, 2], [4, -1], x  - 3 y  - 564],

                                2       2
    [[54, 26, 11, 3], [3, -1], x  - 20 y  - 496],

                                2      2
    [[54, 26, 22, 6], [3, -1], x  - 5 y  - 496],

                                2      2
    [[54, 31, 20, 3], [3, -1], x  - 5 y  - 916],

                               2       2
    [[55, 1, 8, 1], [14, -1], x  - 48 y  + 47],

                               2       2
    [[55, 1, 13, 5], [5, -1], x  - 21 y  + 524],

                                2       2
    [[55, 1, 16, 2], [14, -1], x  - 12 y  + 47],

                                2      2
    [[55, 1, 32, 4], [14, -1], x  - 3 y  + 47],

                                2      2
    [[55, 1, 41, 13], [6, -1], x  - 2 y  + 337],

                                2      2
    [[55, 2, 36, 17], [4, -1], x  - 3 y  + 863],

                              2        2
    [[55, 5, 4, 1], [6, -1], x  - 200 y  + 175],

                              2        2
    [[55, 5, 5, 1], [7, -1], x  - 125 y  + 100],

                              2       2
    [[55, 5, 7, 3], [4, -1], x  - 75 y  + 650],

                              2       2
    [[55, 5, 8, 2], [6, -1], x  - 50 y  + 175],

                               2      2
    [[55, 5, 20, 5], [6, -1], x  - 8 y  + 175],

                               2      2
    [[55, 5, 25, 5], [7, -1], x  - 5 y  + 100],

                                2      2
    [[55, 5, 31, 19], [3, -1], x  - 5 y  + 1780],

                                2      2
    [[55, 5, 35, 15], [4, -1], x  - 3 y  + 650],

                                2      2
    [[55, 5, 40, 10], [6, -1], x  - 2 y  + 175],

                                2      2
    [[55, 8, 34, 13], [4, -1], x  - 3 y  + 443],

                               2      2
    [[55, 9, 39, 7], [6, -1], x  - 2 y  + 17],

                                2       2
    [[55, 10, 14, 1], [8, -1], x  - 15 y  - 85],

                                 2      2
    [[55, 10, 29, 16], [3, -1], x  - 5 y  + 1180],

                               2        2
    [[55, 11, 3, 1], [4, -1], x  - 363 y  + 242],

                                 2      2
    [[55, 11, 33, 11], [4, -1], x  - 3 y  + 242],

                                2      2
    [[55, 13, 19, 2], [6, -1], x  - 8 y  - 137],

                                2      2
    [[55, 13, 38, 4], [6, -1], x  - 2 y  - 137],

                                2      2
    [[55, 14, 32, 9], [4, -1], x  - 3 y  + 47],

                                 2      2
    [[55, 15, 27, 13], [3, -1], x  - 5 y  + 620],

                                2      2
    [[55, 17, 31, 7], [4, -1], x  - 3 y  - 142],

                                2      2
    [[55, 17, 37, 1], [6, -1], x  - 2 y  - 287],

                               2        2
    [[55, 20, 5, 2], [3, -1], x  - 125 y  + 100],

                               2       2
    [[55, 20, 6, 1], [4, -1], x  - 75 y  - 325],

                                 2      2
    [[55, 20, 25, 10], [3, -1], x  - 5 y  + 100],

                                2      2
    [[55, 20, 30, 5], [4, -1], x  - 3 y  - 325],

                                2      2
    [[55, 23, 29, 3], [4, -1], x  - 3 y  - 502],

                                2      2
    [[55, 25, 23, 7], [3, -1], x  - 5 y  - 380],

                                2      2
    [[55, 26, 28, 1], [4, -1], x  - 3 y  - 673],

                                2      2
    [[55, 30, 21, 4], [3, -1], x  - 5 y  - 820],

                                2      2
    [[55, 35, 19, 1], [3, -1], x  - 5 y  - 1220],

                               2      2
    [[56, 1, 26, 7], [7, -1], x  - 5 y  + 244],

                                2      2
    [[56, 1, 37, 18], [4, -1], x  - 3 y  + 971],

                              2       2
    [[56, 4, 8, 5], [3, -1], x  - 80 y  + 1984],

                              2       2
    [[56, 4, 9, 4], [4, -1], x  - 48 y  + 752],

                                2       2
    [[56, 4, 16, 10], [3, -1], x  - 20 y  + 1984],

                               2       2
    [[56, 4, 18, 8], [4, -1], x  - 12 y  + 752],

                                2      2
    [[56, 4, 23, 3], [10, -1], x  - 6 y  + 38],

                                2      2
    [[56, 4, 25, 1], [18, -1], x  - 5 y  - 11],

                                2      2
    [[56, 4, 32, 20], [3, -1], x  - 5 y  + 1984],

                                2      2
    [[56, 4, 36, 16], [4, -1], x  - 3 y  + 752],

                                2      2
    [[56, 4, 41, 11], [6, -1], x  - 2 y  + 226],

                              2        2
    [[56, 7, 5, 2], [4, -1], x  - 147 y  + 539],

                                2      2
    [[56, 7, 35, 14], [4, -1], x  - 3 y  + 539],

                              2        2
    [[56, 8, 5, 1], [6, -1], x  - 128 y  + 64],

                               2       2
    [[56, 8, 10, 2], [6, -1], x  - 32 y  + 64],

                               2      2
    [[56, 8, 20, 4], [6, -1], x  - 8 y  + 64],

                               2      2
    [[56, 8, 40, 8], [6, -1], x  - 2 y  + 64],

                                2      2
    [[56, 9, 30, 17], [3, -1], x  - 5 y  + 1364],

                                2       2
    [[56, 10, 17, 6], [4, -1], x  - 12 y  + 332],

                                 2      2
    [[56, 10, 34, 12], [4, -1], x  - 3 y  + 332],

                                2      2
    [[56, 12, 39, 5], [6, -1], x  - 2 y  - 94],

                                 2      2
    [[56, 13, 33, 10], [4, -1], x  - 3 y  + 131],

                               2        2
    [[56, 14, 2, 1], [3, -1], x  - 980 y  + 784],

                               2        2
    [[56, 14, 4, 2], [3, -1], x  - 245 y  + 784],

                               2       2
    [[56, 14, 6, 1], [5, -1], x  - 84 y  - 112],

                                2       2
    [[56, 14, 12, 2], [5, -1], x  - 21 y  - 112],

                                2       2
    [[56, 14, 14, 7], [3, -1], x  - 20 y  + 784],

                                 2      2
    [[56, 14, 28, 14], [3, -1], x  - 5 y  + 784],

                               2        2
    [[56, 16, 4, 1], [4, -1], x  - 192 y  - 64],

                               2       2
    [[56, 16, 8, 2], [4, -1], x  - 48 y  - 64],

                                2       2
    [[56, 16, 16, 4], [4, -1], x  - 12 y  - 64],

                                2      2
    [[56, 16, 19, 1], [6, -1], x  - 8 y  - 248],

                                2      2
    [[56, 16, 32, 8], [4, -1], x  - 3 y  - 64],

                                2      2
    [[56, 16, 38, 2], [6, -1], x  - 2 y  - 248],

                                 2      2
    [[56, 19, 26, 11], [3, -1], x  - 5 y  + 244],

                                2      2
    [[56, 19, 31, 6], [4, -1], x  - 3 y  - 253],

                                2       2
    [[56, 22, 15, 2], [4, -1], x  - 12 y  - 436],

                                2      2
    [[56, 22, 30, 4], [4, -1], x  - 3 y  - 436],

                               2        2
    [[56, 24, 3, 1], [3, -1], x  - 320 y  - 256],

                               2       2
    [[56, 24, 6, 2], [3, -1], x  - 80 y  - 256],

                                2       2
    [[56, 24, 12, 4], [3, -1], x  - 20 y  - 256],

                                2      2
    [[56, 24, 24, 8], [3, -1], x  - 5 y  - 256],

                                2      2
    [[56, 25, 29, 2], [4, -1], x  - 3 y  - 613],

                                2      2
    [[56, 29, 22, 5], [3, -1], x  - 5 y  - 716],

                                2       2
    [[56, 34, 10, 1], [3, -1], x  - 20 y  - 1136],

                                2      2
    [[56, 34, 20, 2], [3, -1], x  - 5 y  - 1136],

                              2        2
    [[57, 3, 5, 1], [8, -1], x  - 135 y  + 126],

                              2       2
    [[57, 3, 7, 2], [6, -1], x  - 72 y  + 279],

                                2       2
    [[57, 3, 11, 1], [14, -1], x  - 27 y  + 18],

                               2       2
    [[57, 3, 11, 7], [3, -1], x  - 45 y  + 2196],

                               2       2
    [[57, 3, 14, 4], [6, -1], x  - 18 y  + 279],

                               2       2
    [[57, 3, 15, 3], [8, -1], x  - 15 y  + 126],

                               2      2
    [[57, 3, 21, 6], [6, -1], x  - 8 y  + 279],

                                2      2
    [[57, 3, 33, 3], [14, -1], x  - 3 y  + 18],

                                2      2
    [[57, 3, 33, 21], [3, -1], x  - 5 y  + 2196],

                                2      2
    [[57, 3, 37, 17], [4, -1], x  - 3 y  + 858],

                                2      2
    [[57, 3, 42, 12], [6, -1], x  - 2 y  + 279],

                               2       2
    [[57, 6, 12, 5], [4, -1], x  - 27 y  + 639],

                               2       2
    [[57, 6, 13, 4], [5, -1], x  - 21 y  + 300],

                                2      2
    [[57, 6, 36, 15], [4, -1], x  - 3 y  + 639],

                               2      2
    [[57, 7, 41, 9], [6, -1], x  - 2 y  + 113],

                                2      2
    [[57, 8, 31, 18], [3, -1], x  - 5 y  + 1556],

                                2      2
    [[57, 9, 23, 1], [10, -1], x  - 6 y  - 75],

                                2      2
    [[57, 9, 35, 13], [4, -1], x  - 3 y  + 426],

                                2      2
    [[57, 11, 20, 3], [6, -1], x  - 8 y  - 49],

                                2      2
    [[57, 11, 40, 6], [6, -1], x  - 2 y  - 49], [[57, 12, 25, 2], [7, -1], %9],

                                 2      2
    [[57, 12, 34, 11], [4, -1], x  - 3 y  + 219],

                                 2      2
    [[57, 13, 29, 15], [3, -1], x  - 5 y  + 956],

                                2       2
    [[57, 15, 11, 3], [4, -1], x  - 27 y  + 18],

                                2       2
    [[57, 15, 13, 1], [6, -1], x  - 18 y  - 207],

                                2      2
    [[57, 15, 33, 9], [4, -1], x  - 3 y  + 18],

                                2      2
    [[57, 15, 39, 3], [6, -1], x  - 2 y  - 207],

                               2       2
    [[57, 18, 9, 4], [3, -1], x  - 45 y  + 396],

                                 2      2
    [[57, 18, 27, 12], [3, -1], x  - 5 y  + 396],

                                2      2
    [[57, 18, 32, 7], [4, -1], x  - 3 y  - 177],

                                2      2
    [[57, 21, 31, 5], [4, -1], x  - 3 y  - 366], [[57, 23, 25, 9], [3, -1], %9],

                                2       2
    [[57, 24, 10, 1], [4, -1], x  - 27 y  - 549],

                                2      2
    [[57, 24, 30, 3], [4, -1], x  - 3 y  - 549],

                                2      2
    [[57, 27, 29, 1], [4, -1], x  - 3 y  - 726],

                                2      2
    [[57, 28, 23, 6], [3, -1], x  - 5 y  - 604],

                               2       2
    [[57, 33, 7, 1], [3, -1], x  - 45 y  - 1044],

                                2      2
    [[57, 33, 21, 3], [3, -1], x  - 5 y  - 1044],

                               2       2
    [[58, 2, 6, 1], [10, -1], x  - 96 y  + 92],

                                2       2
    [[58, 2, 11, 1], [16, -1], x  - 28 y  + 24],

                                2       2
    [[58, 2, 12, 2], [10, -1], x  - 24 y  + 92],

                                2       2
    [[58, 2, 13, 1], [18, -1], x  - 20 y  + 16],

                                2       2
    [[58, 2, 17, 11], [3, -1], x  - 20 y  + 2416],

                               2       2
    [[58, 2, 19, 9], [4, -1], x  - 12 y  + 968],

                                2      2
    [[58, 2, 22, 2], [16, -1], x  - 7 y  + 24],

                                2      2
    [[58, 2, 24, 4], [10, -1], x  - 6 y  + 92],

                                2      2
    [[58, 2, 26, 2], [18, -1], x  - 5 y  + 16],

                                2      2
    [[58, 2, 34, 22], [3, -1], x  - 5 y  + 2416],

                                2      2
    [[58, 2, 38, 18], [4, -1], x  - 3 y  + 968],

                                2      2
    [[58, 2, 41, 1], [34, -1], x  - 2 y  - 2],

                                2      2
    [[58, 2, 43, 13], [6, -1], x  - 2 y  + 334],

                                2      2
    [[58, 5, 37, 16], [4, -1], x  - 3 y  + 743],

                               2      2
    [[58, 6, 21, 5], [6, -1], x  - 8 y  + 164],

                                2      2
    [[58, 6, 42, 10], [6, -1], x  - 2 y  + 164],

                               2       2
    [[58, 7, 15, 2], [8, -1], x  - 15 y  + 11],

                                2       2
    [[58, 7, 16, 1], [11, -1], x  - 13 y  - 36],

                                2      2
    [[58, 7, 32, 19], [3, -1], x  - 5 y  + 1756],

                               2       2
    [[58, 8, 13, 2], [7, -1], x  - 20 y  + 16],

                               2       2
    [[58, 8, 18, 7], [4, -1], x  - 12 y  + 524],

                               2      2
    [[58, 8, 26, 4], [7, -1], x  - 5 y  + 16],

                                2      2
    [[58, 8, 36, 14], [4, -1], x  - 3 y  + 524],

                                2      2
    [[58, 10, 41, 7], [6, -1], x  - 2 y  - 2],

                                 2      2
    [[58, 11, 35, 12], [4, -1], x  - 3 y  + 311],

                                2       2
    [[58, 12, 15, 8], [3, -1], x  - 20 y  + 1136],

                                 2      2
    [[58, 12, 30, 16], [3, -1], x  - 5 y  + 1136],

                                2       2
    [[58, 14, 10, 1], [6, -1], x  - 32 y  - 164],

                                2       2
    [[58, 14, 17, 5], [4, -1], x  - 12 y  + 104],

                                2      2
    [[58, 14, 20, 2], [6, -1], x  - 8 y  - 164],

                                 2      2
    [[58, 14, 34, 10], [4, -1], x  - 3 y  + 104],

                                2      2
    [[58, 14, 40, 4], [6, -1], x  - 2 y  - 164],

                                 2      2
    [[58, 17, 28, 13], [3, -1], x  - 5 y  + 556],

                                2      2
    [[58, 17, 33, 8], [4, -1], x  - 3 y  - 97],

                                2      2
    [[58, 18, 39, 1], [6, -1], x  - 2 y  - 322],

                                2       2
    [[58, 19, 12, 1], [5, -1], x  - 21 y  - 340],

                                2       2
    [[58, 20, 16, 3], [4, -1], x  - 12 y  - 292],

                                2      2
    [[58, 20, 32, 6], [4, -1], x  - 3 y  - 292],

                                2       2
    [[58, 22, 13, 5], [3, -1], x  - 20 y  + 16],

                                 2      2
    [[58, 22, 26, 10], [3, -1], x  - 5 y  + 16],

                                2      2
    [[58, 23, 31, 4], [4, -1], x  - 3 y  - 481],

                                2       2
    [[58, 26, 15, 1], [4, -1], x  - 12 y  - 664],

                                2      2
    [[58, 26, 30, 2], [4, -1], x  - 3 y  - 664],

                                2      2
    [[58, 27, 24, 7], [3, -1], x  - 5 y  - 484],

                                2       2
    [[58, 32, 11, 2], [3, -1], x  - 20 y  - 944],

                                2      2
    [[58, 32, 22, 4], [3, -1], x  - 5 y  - 944],

                                2      2
    [[58, 37, 20, 1], [3, -1], x  - 5 y  - 1364],

                               2      2
    [[59, 1, 22, 7], [6, -1], x  - 8 y  + 391],

                                2      2
    [[59, 1, 35, 23], [3, -1], x  - 5 y  + 2644],

                                2      2
    [[59, 1, 39, 19], [4, -1], x  - 3 y  + 1082],

                                2      2
    [[59, 1, 44, 14], [6, -1], x  - 2 y  + 391],

                              2       2
    [[59, 4, 9, 2], [7, -1], x  - 45 y  + 164],

                                2       2
    [[59, 4, 10, 1], [12, -1], x  - 35 y  + 19], [[59, 4, 27, 6], [7, -1], %7],

                                2      2
    [[59, 4, 38, 17], [4, -1], x  - 3 y  + 851],

                                2       2
    [[59, 5, 17, 1], [14, -1], x  - 12 y  - 13],

                                2      2
    [[59, 5, 34, 2], [14, -1], x  - 3 y  - 13],

                                2      2
    [[59, 5, 43, 11], [6, -1], x  - 2 y  + 217],

                                2      2
    [[59, 6, 33, 20], [3, -1], x  - 5 y  + 1964],

                                2       2
    [[59, 7, 12, 1], [10, -1], x  - 24 y  - 25],

                                2      2
    [[59, 7, 24, 2], [10, -1], x  - 6 y  - 25],

                                2      2
    [[59, 7, 37, 15], [4, -1], x  - 3 y  + 626],

                               2      2
    [[59, 9, 21, 4], [6, -1], x  - 8 y  + 47],

                               2      2
    [[59, 9, 42, 8], [6, -1], x  - 2 y  + 47],

                                 2      2
    [[59, 10, 36, 13], [4, -1], x  - 3 y  + 407],

                                2       2
    [[59, 11, 13, 3], [5, -1], x  - 21 y  + 68],

                                2       2
    [[59, 11, 15, 1], [8, -1], x  - 15 y  - 106],

                                 2      2
    [[59, 11, 31, 17], [3, -1], x  - 5 y  + 1324],

                                 2      2
    [[59, 13, 35, 11], [4, -1], x  - 3 y  + 194],

                                2      2
    [[59, 13, 41, 5], [6, -1], x  - 2 y  - 119],

                                 2      2
    [[59, 16, 29, 14], [3, -1], x  - 5 y  + 724],

                                2      2
    [[59, 16, 34, 9], [4, -1], x  - 3 y  - 13],

                                2      2
    [[59, 17, 20, 1], [6, -1], x  - 8 y  - 281],

                                2      2
    [[59, 17, 40, 2], [6, -1], x  - 2 y  - 281],

                                2      2
    [[59, 19, 33, 7], [4, -1], x  - 3 y  - 214],

    [[59, 21, 27, 11], [3, -1], %7],

                                2      2
    [[59, 22, 32, 5], [4, -1], x  - 3 y  - 409],

                                2      2
    [[59, 25, 31, 3], [4, -1], x  - 3 y  - 598],

                                2      2
    [[59, 26, 25, 8], [3, -1], x  - 5 y  - 356],

                                2      2
    [[59, 28, 30, 1], [4, -1], x  - 3 y  - 781],

                                2      2
    [[59, 31, 23, 5], [3, -1], x  - 5 y  - 836],

                                2      2
    [[59, 36, 21, 2], [3, -1], x  - 5 y  - 1276],

                               2       2
    [[60, 3, 13, 6], [4, -1], x  - 27 y  + 963],

                               2       2
    [[60, 3, 14, 5], [5, -1], x  - 21 y  + 516],

                                2      2
    [[60, 3, 39, 18], [4, -1], x  - 3 y  + 963],

                               2       2
    [[60, 4, 11, 3], [6, -1], x  - 32 y  + 272],

                               2      2
    [[60, 4, 22, 6], [6, -1], x  - 8 y  + 272],

                                2      2
    [[60, 4, 44, 12], [6, -1], x  - 2 y  + 272],

                                2      2
    [[60, 5, 34, 21], [3, -1], x  - 5 y  + 2180],

                               2       2
    [[60, 6, 19, 8], [4, -1], x  - 12 y  + 732],

                                2      2
    [[60, 6, 38, 16], [4, -1], x  - 3 y  + 732],

                               2      2
    [[60, 8, 43, 9], [6, -1], x  - 2 y  + 98],

                                2      2
    [[60, 9, 37, 14], [4, -1], x  - 3 y  + 507],

                                2       2
    [[60, 10, 16, 9], [3, -1], x  - 20 y  + 1520],

                                 2      2
    [[60, 10, 32, 18], [3, -1], x  - 5 y  + 1520],

                               2        2
    [[60, 12, 3, 1], [4, -1], x  - 432 y  + 288],

                               2        2
    [[60, 12, 6, 2], [4, -1], x  - 108 y  + 288],

                               2       2
    [[60, 12, 7, 1], [6, -1], x  - 72 y  - 72],

                               2       2
    [[60, 12, 9, 3], [4, -1], x  - 48 y  + 288],

                                2       2
    [[60, 12, 12, 4], [4, -1], x  - 27 y  + 288],

                                2       2
    [[60, 12, 14, 2], [6, -1], x  - 18 y  - 72],

                                2       2
    [[60, 12, 18, 6], [4, -1], x  - 12 y  + 288],

                                2      2
    [[60, 12, 21, 3], [6, -1], x  - 8 y  - 72],

                                 2      2
    [[60, 12, 36, 12], [4, -1], x  - 3 y  + 288],

                                2      2
    [[60, 12, 42, 6], [6, -1], x  - 2 y  - 72],

                               2         2
    [[60, 15, 2, 1], [3, -1], x  - 1125 y  + 900],

                               2        2
    [[60, 15, 6, 3], [3, -1], x  - 125 y  + 900],

                               2       2
    [[60, 15, 7, 2], [4, -1], x  - 75 y  + 75],

                                2       2
    [[60, 15, 10, 5], [3, -1], x  - 45 y  + 900],

                                2      2
    [[60, 15, 26, 1], [7, -1], x  - 5 y  - 220],

                                 2      2
    [[60, 15, 30, 15], [3, -1], x  - 5 y  + 900],

                                 2      2
    [[60, 15, 35, 10], [4, -1], x  - 3 y  + 75],

                                2      2
    [[60, 16, 41, 3], [6, -1], x  - 2 y  - 238],

                                2       2
    [[60, 18, 17, 4], [4, -1], x  - 12 y  - 132],

                                2      2
    [[60, 18, 34, 8], [4, -1], x  - 3 y  - 132],

                               2       2
    [[60, 20, 7, 3], [3, -1], x  - 80 y  + 320],

                                2       2
    [[60, 20, 14, 6], [3, -1], x  - 20 y  + 320],

                                 2      2
    [[60, 20, 28, 12], [3, -1], x  - 5 y  + 320],

                                2       2
    [[60, 21, 11, 2], [4, -1], x  - 27 y  - 333],

                                2      2
    [[60, 21, 33, 6], [4, -1], x  - 3 y  - 333],

                               2       2
    [[60, 24, 8, 1], [4, -1], x  - 48 y  - 528],

                                2       2
    [[60, 24, 16, 2], [4, -1], x  - 12 y  - 528],

                                2      2
    [[60, 24, 32, 4], [4, -1], x  - 3 y  - 528],

                                2      2
    [[60, 25, 26, 9], [3, -1], x  - 5 y  - 220],

                                2      2
    [[60, 27, 31, 2], [4, -1], x  - 3 y  - 717],

                               2        2
    [[60, 30, 4, 1], [3, -1], x  - 180 y  - 720],

                               2       2
    [[60, 30, 8, 2], [3, -1], x  - 45 y  - 720],

                                2       2
    [[60, 30, 12, 3], [3, -1], x  - 20 y  - 720],

                                2      2
    [[60, 30, 24, 6], [3, -1], x  - 5 y  - 720],

                                2      2
    [[60, 35, 22, 3], [3, -1], x  - 5 y  - 1180],

                                2      2
    [[61, 2, 40, 19], [4, -1], x  - 3 y  + 1079],

                                2      2
    [[61, 3, 45, 13], [6, -1], x  - 2 y  + 329],

                               2       2
    [[61, 4, 16, 3], [8, -1], x  - 15 y  + 119],

                                2       2
    [[61, 4, 17, 2], [11, -1], x  - 13 y  + 36],

                                2      2
    [[61, 4, 35, 22], [3, -1], x  - 5 y  + 2404],

                              2       2
    [[61, 5, 7, 1], [9, -1], x  - 77 y  + 52],

                                2      2
    [[61, 5, 23, 1], [16, -1], x  - 7 y  - 18],

                                2      2
    [[61, 5, 25, 3], [10, -1], x  - 6 y  + 29],

                                2      2
    [[61, 5, 39, 17], [4, -1], x  - 3 y  + 842],

                               2      2
    [[61, 7, 22, 5], [6, -1], x  - 8 y  + 151],

                                2      2
    [[61, 7, 35, 1], [14, -1], x  - 3 y  - 46],

                                2      2
    [[61, 7, 44, 10], [6, -1], x  - 2 y  + 151],

                                2      2
    [[61, 8, 38, 15], [4, -1], x  - 3 y  + 611],

                                2      2
    [[61, 9, 33, 19], [3, -1], x  - 5 y  + 1724],

                               2       2
    [[61, 11, 9, 1], [7, -1], x  - 45 y  - 76],

                                2      2
    [[61, 11, 27, 3], [7, -1], x  - 5 y  - 76],

                                 2      2
    [[61, 11, 37, 13], [4, -1], x  - 3 y  + 386],

                                2      2
    [[61, 11, 43, 7], [6, -1], x  - 2 y  - 23],

                                 2      2
    [[61, 14, 31, 16], [3, -1], x  - 5 y  + 1084],

                                 2      2
    [[61, 14, 36, 11], [4, -1], x  - 3 y  + 167],

                                2      2
    [[61, 15, 21, 2], [6, -1], x  - 8 y  - 193],

                                2      2
    [[61, 15, 42, 4], [6, -1], x  - 2 y  - 193],

                                2       2
    [[61, 16, 13, 2], [5, -1], x  - 21 y  - 172],

                                2      2
    [[61, 17, 35, 9], [4, -1], x  - 3 y  - 46],

                                 2      2
    [[61, 19, 29, 13], [3, -1], x  - 5 y  + 484],

                                2      2
    [[61, 19, 41, 1], [6, -1], x  - 2 y  - 359],

                                2      2
    [[61, 20, 34, 7], [4, -1], x  - 3 y  - 253],

                                2      2
    [[61, 23, 33, 5], [4, -1], x  - 3 y  - 454],

                                 2      2
    [[61, 24, 27, 10], [3, -1], x  - 5 y  - 76],

                                2      2
    [[61, 26, 32, 3], [4, -1], x  - 3 y  - 649],

                                2      2
    [[61, 29, 25, 7], [3, -1], x  - 5 y  - 596],

                                2      2
    [[61, 29, 31, 1], [4, -1], x  - 3 y  - 838],

                                2      2
    [[61, 34, 23, 4], [3, -1], x  - 5 y  - 1076],

                                2      2
    [[61, 39, 21, 1], [3, -1], x  - 5 y  - 1516],

                                2      2
    [[62, 1, 41, 20], [4, -1], x  - 3 y  + 1199],

                               2       2
    [[62, 2, 9, 1], [14, -1], x  - 48 y  + 44],

                                2       2
    [[62, 2, 18, 2], [14, -1], x  - 12 y  + 44],

                               2      2
    [[62, 2, 23, 7], [6, -1], x  - 8 y  + 388],

                                2      2
    [[62, 2, 36, 4], [14, -1], x  - 3 y  + 44],

                                2      2
    [[62, 2, 46, 14], [6, -1], x  - 2 y  + 388],

                                2      2
    [[62, 3, 36, 23], [3, -1], x  - 5 y  + 2636],

                               2       2
    [[62, 4, 20, 9], [4, -1], x  - 12 y  + 956],

                                2      2
    [[62, 4, 40, 18], [4, -1], x  - 3 y  + 956],

                                2      2
    [[62, 6, 45, 11], [6, -1], x  - 2 y  + 206], [[62, 7, 28, 5], [7, -1], %2],

                                2      2
    [[62, 7, 39, 16], [4, -1], x  - 3 y  + 719],

                              2       2
    [[62, 8, 7, 2], [5, -1], x  - 84 y  + 272],

                              2       2
    [[62, 8, 8, 1], [8, -1], x  - 60 y  - 4],

                               2       2
    [[62, 8, 14, 4], [5, -1], x  - 21 y  + 272],

                               2       2
    [[62, 8, 16, 2], [8, -1], x  - 15 y  - 4],

                                2       2
    [[62, 8, 17, 10], [3, -1], x  - 20 y  + 1936],

                                2      2
    [[62, 8, 34, 20], [3, -1], x  - 5 y  + 1936],

                                2       2
    [[62, 10, 11, 2], [6, -1], x  - 32 y  + 28],

                                2       2
    [[62, 10, 19, 7], [4, -1], x  - 12 y  + 488],

                                2      2
    [[62, 10, 22, 4], [6, -1], x  - 8 y  + 28],

                                 2      2
    [[62, 10, 25, 1], [10, -1], x  - 6 y  - 94],

                                 2      2
    [[62, 10, 38, 14], [4, -1], x  - 3 y  + 488],

                                2      2
    [[62, 10, 44, 8], [6, -1], x  - 2 y  + 28],

                                 2      2
    [[62, 13, 32, 17], [3, -1], x  - 5 y  + 1276],

                                 2      2
    [[62, 13, 37, 12], [4, -1], x  - 3 y  + 263],

                                2      2
    [[62, 14, 43, 5], [6, -1], x  - 2 y  - 146],

                                2       2
    [[62, 16, 18, 5], [4, -1], x  - 12 y  + 44],

                                 2      2
    [[62, 16, 36, 10], [4, -1], x  - 3 y  + 44],

                                2       2
    [[62, 18, 15, 7], [3, -1], x  - 20 y  + 656],

                                2      2
    [[62, 18, 21, 1], [6, -1], x  - 8 y  - 316],

                                 2      2
    [[62, 18, 30, 14], [3, -1], x  - 5 y  + 656],

                                2      2
    [[62, 18, 42, 2], [6, -1], x  - 2 y  - 316],

                                2      2
    [[62, 19, 35, 8], [4, -1], x  - 3 y  - 169],

                                2       2
    [[62, 22, 17, 3], [4, -1], x  - 12 y  - 376],

                                2      2
    [[62, 22, 34, 6], [4, -1], x  - 3 y  - 376],

    [[62, 23, 28, 11], [3, -1], %2],

                                2      2
    [[62, 25, 33, 4], [4, -1], x  - 3 y  - 577],

                                2       2
    [[62, 28, 13, 4], [3, -1], x  - 20 y  - 464],

                                2       2
    [[62, 28, 16, 1], [4, -1], x  - 12 y  - 772],

                                2      2
    [[62, 28, 26, 8], [3, -1], x  - 5 y  - 464],

                                2      2
    [[62, 28, 32, 2], [4, -1], x  - 3 y  - 772],

                                2      2
    [[62, 33, 24, 5], [3, -1], x  - 5 y  - 964],

                                2       2
    [[62, 38, 11, 1], [3, -1], x  - 20 y  - 1424],

                                2      2
    [[62, 38, 22, 2], [3, -1], x  - 5 y  - 1424],

                                2      2
    [[63, 1, 47, 15], [6, -1], x  - 2 y  + 449],

                                2      2
    [[63, 2, 37, 24], [3, -1], x  - 5 y  + 2876],

                                2       2
    [[63, 3, 13, 2], [10, -1], x  - 24 y  + 87],

                                2       2
    [[63, 3, 19, 1], [20, -1], x  - 11 y  + 2],

                                2      2
    [[63, 3, 26, 4], [10, -1], x  - 6 y  + 87],

                               2      2
    [[63, 3, 29, 7], [7, -1], x  - 5 y  + 236],

                                2      2
    [[63, 3, 41, 19], [4, -1], x  - 3 y  + 1074],

                               2      2
    [[63, 5, 23, 6], [6, -1], x  - 8 y  + 263],

                                2      2
    [[63, 5, 46, 12], [6, -1], x  - 2 y  + 263],

                                2      2
    [[63, 6, 40, 17], [4, -1], x  - 3 y  + 831],

                              2        2
    [[63, 7, 5, 3], [3, -1], x  - 245 y  + 2156],

                                2      2
    [[63, 7, 35, 21], [3, -1], x  - 5 y  + 2156],

                              2        2
    [[63, 9, 5, 1], [6, -1], x  - 162 y  + 81],

                               2       2
    [[63, 9, 13, 5], [4, -1], x  - 27 y  + 594],

                               2       2
    [[63, 9, 15, 3], [6, -1], x  - 18 y  + 81],

                                2      2
    [[63, 9, 39, 15], [4, -1], x  - 3 y  + 594],

                               2      2
    [[63, 9, 45, 9], [6, -1], x  - 2 y  + 81],

                                2       2
    [[63, 12, 11, 6], [3, -1], x  - 45 y  + 1476],

                                2       2
    [[63, 12, 16, 1], [8, -1], x  - 15 y  - 129],

                                 2      2
    [[63, 12, 33, 18], [3, -1], x  - 5 y  + 1476],

                                 2      2
    [[63, 12, 38, 13], [4, -1], x  - 3 y  + 363],

                                2      2
    [[63, 13, 22, 3], [6, -1], x  - 8 y  - 97],

                                2      2
    [[63, 13, 44, 6], [6, -1], x  - 2 y  - 97],

                                 2      2
    [[63, 15, 37, 11], [4, -1], x  - 3 y  + 138],

                                 2      2
    [[63, 17, 31, 15], [3, -1], x  - 5 y  + 836],

                                2      2
    [[63, 17, 43, 3], [6, -1], x  - 2 y  - 271],

                               2        2
    [[63, 18, 4, 1], [4, -1], x  - 243 y  - 81],

                                2       2
    [[63, 18, 12, 3], [4, -1], x  - 27 y  - 81],

                                2      2
    [[63, 18, 36, 9], [4, -1], x  - 3 y  - 81],

                               2        2
    [[63, 21, 5, 1], [4, -1], x  - 147 y  - 294],

                                2       2
    [[63, 21, 13, 1], [5, -1], x  - 21 y  - 420],

                                2      2
    [[63, 21, 35, 7], [4, -1], x  - 3 y  - 294],

                                 2      2
    [[63, 22, 29, 12], [3, -1], x  - 5 y  + 236],

                                2      2
    [[63, 24, 34, 5], [4, -1], x  - 3 y  - 501],

                               2        2
    [[63, 27, 3, 1], [3, -1], x  - 405 y  - 324],

                               2       2
    [[63, 27, 9, 3], [3, -1], x  - 45 y  - 324],

                                2       2
    [[63, 27, 11, 1], [4, -1], x  - 27 y  - 702],

                                2      2
    [[63, 27, 27, 9], [3, -1], x  - 5 y  - 324],

                                2      2
    [[63, 27, 33, 3], [4, -1], x  - 3 y  - 702],

                                2      2
    [[63, 30, 32, 1], [4, -1], x  - 3 y  - 897],

                                2      2
    [[63, 32, 25, 6], [3, -1], x  - 5 y  - 844],

                                2      2
    [[63, 37, 23, 3], [3, -1], x  - 5 y  - 1324],

                               2        2
    [[64, 1, 6, 1], [11, -1], x  - 117 y  + 116],

                                2       2
    [[64, 1, 14, 1], [23, -1], x  - 21 y  + 20],

                               2       2
    [[64, 1, 17, 4], [8, -1], x  - 15 y  + 239],

                                2       2
    [[64, 1, 18, 3], [11, -1], x  - 13 y  + 116],

                                2      2
    [[64, 1, 38, 25], [3, -1], x  - 5 y  + 3124],

                                2       2
    [[64, 2, 21, 10], [4, -1], x  - 12 y  + 1196],

                                2      2
    [[64, 2, 42, 20], [4, -1], x  - 3 y  + 1196],

                                2      2
    [[64, 4, 37, 3], [14, -1], x  - 3 y  + 11],

                                2      2
    [[64, 4, 47, 13], [6, -1], x  - 2 y  + 322],

                                2      2
    [[64, 5, 41, 18], [4, -1], x  - 3 y  + 947],

                                2       2
    [[64, 6, 18, 11], [3, -1], x  - 20 y  + 2384],

                                2      2
    [[64, 6, 36, 22], [3, -1], x  - 5 y  + 2384],

                              2        2
    [[64, 8, 5, 2], [4, -1], x  - 192 y  + 704],

                               2       2
    [[64, 8, 10, 4], [4, -1], x  - 48 y  + 704],

                                2       2
    [[64, 8, 13, 1], [10, -1], x  - 24 y  - 40],

                               2       2
    [[64, 8, 20, 8], [4, -1], x  - 12 y  + 704],

                               2      2
    [[64, 8, 23, 5], [6, -1], x  - 8 y  + 136],

                                2      2
    [[64, 8, 26, 2], [10, -1], x  - 6 y  - 40],

                                2      2
    [[64, 8, 40, 16], [4, -1], x  - 3 y  + 704],

                                2      2
    [[64, 8, 46, 10], [6, -1], x  - 2 y  + 136],

                                 2      2
    [[64, 11, 34, 19], [3, -1], x  - 5 y  + 1684],

                                 2      2
    [[64, 11, 39, 14], [4, -1], x  - 3 y  + 467],

                                2      2
    [[64, 12, 45, 7], [6, -1], x  - 2 y  - 46],

                                2       2
    [[64, 13, 14, 3], [5, -1], x  - 21 y  + 20],

                                2       2
    [[64, 14, 14, 1], [7, -1], x  - 20 y  - 176],

                                2       2
    [[64, 14, 19, 6], [4, -1], x  - 12 y  + 236],

                                2      2
    [[64, 14, 28, 2], [7, -1], x  - 5 y  - 176],

                                 2      2
    [[64, 14, 38, 12], [4, -1], x  - 3 y  + 236],

                               2         2
    [[64, 16, 2, 1], [3, -1], x  - 1280 y  + 1024],

                               2        2
    [[64, 16, 4, 2], [3, -1], x  - 320 y  + 1024],

                               2       2
    [[64, 16, 8, 4], [3, -1], x  - 80 y  + 1024],

                                2       2
    [[64, 16, 11, 1], [6, -1], x  - 32 y  - 224],

                                2       2
    [[64, 16, 16, 8], [3, -1], x  - 20 y  + 1024],

                                2      2
    [[64, 16, 22, 2], [6, -1], x  - 8 y  - 224],

                                 2      2
    [[64, 16, 32, 16], [3, -1], x  - 5 y  + 1024],

                                2      2
    [[64, 16, 44, 4], [6, -1], x  - 2 y  - 224],

                                 2      2
    [[64, 17, 37, 10], [4, -1], x  - 3 y  + 11],

                               2       2
    [[64, 20, 9, 2], [4, -1], x  - 48 y  - 208],

                                2       2
    [[64, 20, 18, 4], [4, -1], x  - 12 y  - 208],

                                2      2
    [[64, 20, 36, 8], [4, -1], x  - 3 y  - 208],

                                2      2
    [[64, 20, 43, 1], [6, -1], x  - 2 y  - 398],

                                 2      2
    [[64, 21, 30, 13], [3, -1], x  - 5 y  + 404],

                                2      2
    [[64, 23, 35, 6], [4, -1], x  - 3 y  - 421],

                                2       2
    [[64, 26, 14, 5], [3, -1], x  - 20 y  - 176],

                                2       2
    [[64, 26, 17, 2], [4, -1], x  - 12 y  - 628],

                                 2      2
    [[64, 26, 28, 10], [3, -1], x  - 5 y  - 176],

                                2      2
    [[64, 26, 34, 4], [4, -1], x  - 3 y  - 628],

                                2      2
    [[64, 29, 33, 2], [4, -1], x  - 3 y  - 829],

                                2      2
    [[64, 31, 26, 7], [3, -1], x  - 5 y  - 716],

                               2       2
    [[64, 36, 6, 1], [3, -1], x  - 80 y  - 1216],

                                2       2
    [[64, 36, 12, 2], [3, -1], x  - 20 y  - 1216],

                                2      2
    [[64, 36, 24, 4], [3, -1], x  - 5 y  - 1216],

                                2      2
    [[64, 41, 22, 1], [3, -1], x  - 5 y  - 1676],

                                2      2
    [[65, 1, 23, 1], [34, -1], x  - 8 y  + 7],

                                2      2
    [[65, 1, 27, 5], [10, -1], x  - 6 y  + 149],

                                2      2
    [[65, 1, 43, 21], [4, -1], x  - 3 y  + 1322],

                                2      2
    [[65, 1, 46, 2], [34, -1], x  - 2 y  + 7],

                               2      2
    [[65, 3, 24, 7], [6, -1], x  - 8 y  + 383],

                                2      2
    [[65, 3, 48, 14], [6, -1], x  - 2 y  + 383],

                                2      2
    [[65, 4, 42, 19], [4, -1], x  - 3 y  + 1067],

                              2        2
    [[65, 5, 3, 1], [5, -1], x  - 525 y  + 500],

                                2       2
    [[65, 5, 11, 1], [12, -1], x  - 35 y  + 10],

                               2       2
    [[65, 5, 15, 5], [5, -1], x  - 21 y  + 500],

                               2       2
    [[65, 5, 17, 3], [8, -1], x  - 15 y  + 110],

                                2      2
    [[65, 5, 29, 1], [18, -1], x  - 5 y  - 20],

                                2      2
    [[65, 5, 37, 23], [3, -1], x  - 5 y  + 2620],

                                2      2
    [[65, 7, 41, 17], [4, -1], x  - 3 y  + 818],

                                2      2
    [[65, 7, 47, 11], [6, -1], x  - 2 y  + 193],

                               2        2
    [[65, 10, 7, 4], [3, -1], x  - 125 y  + 1900],

                               2       2
    [[65, 10, 8, 3], [4, -1], x  - 75 y  + 575],

                                2      2
    [[65, 10, 29, 4], [7, -1], x  - 5 y  - 20],

                                 2      2
    [[65, 10, 35, 20], [3, -1], x  - 5 y  + 1900],

                                 2      2
    [[65, 10, 40, 15], [4, -1], x  - 3 y  + 575],

                                2      2
    [[65, 11, 23, 4], [6, -1], x  - 8 y  + 7],

                                2      2
    [[65, 11, 46, 8], [6, -1], x  - 2 y  + 7],

                               2        2
    [[65, 13, 3, 1], [4, -1], x  - 507 y  + 338],

                                 2      2
    [[65, 13, 39, 13], [4, -1], x  - 3 y  + 338],

                               2       2
    [[65, 15, 9, 1], [6, -1], x  - 50 y  - 175],

                                 2      2
    [[65, 15, 33, 17], [3, -1], x  - 5 y  + 1220],

                                2      2
    [[65, 15, 45, 5], [6, -1], x  - 2 y  - 175],

                                 2      2
    [[65, 16, 38, 11], [4, -1], x  - 3 y  + 107],

                                2      2
    [[65, 19, 22, 1], [6, -1], x  - 8 y  - 353],

                                2      2
    [[65, 19, 37, 9], [4, -1], x  - 3 y  - 118],

                                2      2
    [[65, 19, 44, 2], [6, -1], x  - 2 y  - 353],

                                 2      2
    [[65, 20, 31, 14], [3, -1], x  - 5 y  + 580],

                                2      2
    [[65, 22, 36, 7], [4, -1], x  - 3 y  - 337],

                               2       2
    [[65, 25, 7, 1], [4, -1], x  - 75 y  - 550],

                                 2      2
    [[65, 25, 29, 11], [3, -1], x  - 5 y  - 20],

                                2      2
    [[65, 25, 35, 5], [4, -1], x  - 3 y  - 550],

                                2      2
    [[65, 28, 34, 3], [4, -1], x  - 3 y  - 757],

                                2      2
    [[65, 30, 27, 8], [3, -1], x  - 5 y  - 580],

                                2      2
    [[65, 31, 33, 1], [4, -1], x  - 3 y  - 958],

                               2        2
    [[65, 35, 5, 1], [3, -1], x  - 125 y  - 1100],

                                2      2
    [[65, 35, 25, 5], [3, -1], x  - 5 y  - 1100],

                                2      2
    [[65, 40, 23, 2], [3, -1], x  - 5 y  - 1580],

                                2      2
    [[66, 2, 49, 15], [6, -1], x  - 2 y  + 446],

                                2      2
    [[66, 3, 25, 2], [16, -1], x  - 7 y  + 19],

                                2      2
    [[66, 3, 43, 20], [4, -1], x  - 3 y  + 1191],

                                2       2
    [[66, 4, 19, 12], [3, -1], x  - 20 y  + 2864],

                                2      2
    [[66, 4, 38, 24], [3, -1], x  - 5 y  + 2864],

                              2        2
    [[66, 6, 4, 1], [6, -1], x  - 288 y  + 252],

                              2        2
    [[66, 6, 5, 1], [7, -1], x  - 180 y  + 144],

                              2        2
    [[66, 6, 7, 3], [4, -1], x  - 108 y  + 936],

                              2       2
    [[66, 6, 8, 2], [6, -1], x  - 72 y  + 252],

                               2       2
    [[66, 6, 9, 1], [10, -1], x  - 54 y  + 18],

                               2       2
    [[66, 6, 10, 2], [7, -1], x  - 45 y  + 144],

                               2       2
    [[66, 6, 12, 3], [6, -1], x  - 32 y  + 252],

                               2       2
    [[66, 6, 14, 6], [4, -1], x  - 27 y  + 936],

                               2       2
    [[66, 6, 15, 3], [7, -1], x  - 20 y  + 144],

                               2       2
    [[66, 6, 16, 4], [6, -1], x  - 18 y  + 252],

                                2       2
    [[66, 6, 19, 1], [14, -1], x  - 12 y  - 24],

                               2       2
    [[66, 6, 21, 9], [4, -1], x  - 12 y  + 936],

                               2      2
    [[66, 6, 24, 6], [6, -1], x  - 8 y  + 252],

                                2      2
    [[66, 6, 27, 3], [10, -1], x  - 6 y  + 18],

                               2      2
    [[66, 6, 30, 6], [7, -1], x  - 5 y  + 144],

                                2      2
    [[66, 6, 38, 2], [14, -1], x  - 3 y  - 24],

                                2      2
    [[66, 6, 42, 18], [4, -1], x  - 3 y  + 936],

                                2      2
    [[66, 6, 48, 12], [6, -1], x  - 2 y  + 252],

                               2       2
    [[66, 9, 12, 7], [3, -1], x  - 45 y  + 2124],

                               2       2
    [[66, 9, 17, 2], [8, -1], x  - 15 y  - 21],

                                2      2
    [[66, 9, 36, 21], [3, -1], x  - 5 y  + 2124],

                                2      2
    [[66, 9, 41, 16], [4, -1], x  - 3 y  + 687],

                                2      2
    [[66, 10, 47, 9], [6, -1], x  - 2 y  + 62],

                                2       2
    [[66, 12, 20, 7], [4, -1], x  - 12 y  + 444],

                                 2      2
    [[66, 12, 40, 14], [4, -1], x  - 3 y  + 444],

                                2       2
    [[66, 14, 17, 9], [3, -1], x  - 20 y  + 1424],

                                2      2
    [[66, 14, 23, 3], [6, -1], x  - 8 y  - 124],

                                 2      2
    [[66, 14, 34, 18], [3, -1], x  - 5 y  + 1424],

                                2      2
    [[66, 14, 46, 6], [6, -1], x  - 2 y  - 124],

                                2       2
    [[66, 15, 13, 4], [4, -1], x  - 27 y  + 207],

                                 2      2
    [[66, 15, 39, 12], [4, -1], x  - 3 y  + 207],

                               2       2
    [[66, 18, 7, 1], [5, -1], x  - 84 y  - 240],

                                2       2
    [[66, 18, 14, 2], [5, -1], x  - 21 y  - 240],

                                2       2
    [[66, 18, 15, 1], [6, -1], x  - 18 y  - 306],

                                2       2
    [[66, 18, 19, 5], [4, -1], x  - 12 y  - 24],

                                 2      2
    [[66, 18, 38, 10], [4, -1], x  - 3 y  - 24],

                                2      2
    [[66, 18, 45, 3], [6, -1], x  - 2 y  - 306],

                                 2      2
    [[66, 19, 32, 15], [3, -1], x  - 5 y  + 764],

                                2      2
    [[66, 21, 37, 8], [4, -1], x  - 3 y  - 249],

                               2        2
    [[66, 24, 5, 2], [3, -1], x  - 180 y  + 144],

                               2        2
    [[66, 24, 6, 1], [4, -1], x  - 108 y  - 468],

                                2       2
    [[66, 24, 10, 4], [3, -1], x  - 45 y  + 144],

                                2       2
    [[66, 24, 12, 2], [4, -1], x  - 27 y  - 468],

                                2       2
    [[66, 24, 15, 6], [3, -1], x  - 20 y  + 144],

                                2       2
    [[66, 24, 18, 3], [4, -1], x  - 12 y  - 468],

                                 2      2
    [[66, 24, 30, 12], [3, -1], x  - 5 y  + 144],

                                2      2
    [[66, 24, 36, 6], [4, -1], x  - 3 y  - 468],

                                2      2
    [[66, 27, 35, 4], [4, -1], x  - 3 y  - 681],

                                2      2
    [[66, 29, 28, 9], [3, -1], x  - 5 y  - 436],

                                2       2
    [[66, 30, 17, 1], [4, -1], x  - 12 y  - 888],

                                2      2
    [[66, 30, 34, 2], [4, -1], x  - 3 y  - 888],

                                2       2
    [[66, 34, 13, 3], [3, -1], x  - 20 y  - 976],

                                2      2
    [[66, 34, 26, 6], [3, -1], x  - 5 y  - 976],

                               2       2
    [[66, 39, 8, 1], [3, -1], x  - 45 y  - 1476],

                                2      2
    [[66, 39, 24, 3], [3, -1], x  - 5 y  - 1476],

                               2      2
    [[67, 1, 25, 8], [6, -1], x  - 8 y  + 511],

                                2      2
    [[67, 1, 39, 5], [14, -1], x  - 3 y  + 74],

                                2      2
    [[67, 1, 50, 16], [6, -1], x  - 2 y  + 511],

                               2      2
    [[67, 2, 31, 8], [7, -1], x  - 5 y  + 316],

                                2      2
    [[67, 2, 44, 21], [4, -1], x  - 3 y  + 1319],

                                2       2
    [[67, 3, 15, 1], [18, -1], x  - 20 y  + 11],

                                2      2
    [[67, 3, 30, 2], [18, -1], x  - 5 y  + 11],

                                2      2
    [[67, 3, 39, 25], [3, -1], x  - 5 y  + 3116],

                                2      2
    [[67, 5, 43, 19], [4, -1], x  - 3 y  + 1058],

                                2      2
    [[67, 5, 49, 13], [6, -1], x  - 2 y  + 313],

                                2      2
    [[67, 8, 37, 22], [3, -1], x  - 5 y  + 2356],

                                2      2
    [[67, 8, 42, 17], [4, -1], x  - 3 y  + 803],

                               2      2
    [[67, 9, 24, 5], [6, -1], x  - 8 y  + 119],

                                2      2
    [[67, 9, 48, 10], [6, -1], x  - 2 y  + 119],

                                2       2
    [[67, 10, 15, 4], [5, -1], x  - 21 y  + 236],

                                 2      2
    [[67, 11, 27, 1], [10, -1], x  - 6 y  - 115],

                                 2      2
    [[67, 11, 41, 15], [4, -1], x  - 3 y  + 554],

                                2       2
    [[67, 13, 17, 1], [8, -1], x  - 15 y  - 154],

                                 2      2
    [[67, 13, 35, 19], [3, -1], x  - 5 y  + 1636],

                                2      2
    [[67, 13, 47, 7], [6, -1], x  - 2 y  - 71],

                                 2      2
    [[67, 14, 40, 13], [4, -1], x  - 3 y  + 311],

                                2      2
    [[67, 17, 23, 2], [6, -1], x  - 8 y  - 257],

    [[67, 17, 29, 1], [7, -1], %10],

                                 2      2
    [[67, 17, 39, 11], [4, -1], x  - 3 y  + 74],

                                2      2
    [[67, 17, 46, 4], [6, -1], x  - 2 y  - 257],

                                 2      2
    [[67, 18, 33, 16], [3, -1], x  - 5 y  + 956],

                                2      2
    [[67, 20, 38, 9], [4, -1], x  - 3 y  - 157],

                                2      2
    [[67, 21, 45, 1], [6, -1], x  - 2 y  - 439],

                                 2      2
    [[67, 23, 31, 13], [3, -1], x  - 5 y  + 316],

                                2      2
    [[67, 23, 37, 7], [4, -1], x  - 3 y  - 382],

                                2      2
    [[67, 26, 36, 5], [4, -1], x  - 3 y  - 601],

    [[67, 28, 29, 10], [3, -1], %10],

                                2      2
    [[67, 29, 35, 3], [4, -1], x  - 3 y  - 814],

                                2      2
    [[67, 32, 34, 1], [4, -1], x  - 3 y  - 1021],

                                2      2
    [[67, 33, 27, 7], [3, -1], x  - 5 y  - 844],

                                2      2
    [[67, 38, 25, 4], [3, -1], x  - 5 y  - 1364],

                                2      2
    [[67, 43, 23, 1], [3, -1], x  - 5 y  - 1844],

                                2      2
    [[68, 1, 45, 22], [4, -1], x  - 3 y  + 1451],

                              2       2
    [[68, 2, 8, 3], [5, -1], x  - 84 y  + 752],

                              2       2
    [[68, 2, 9, 2], [8, -1], x  - 60 y  + 236],

                               2       2
    [[68, 2, 16, 6], [5, -1], x  - 21 y  + 752],

                               2       2
    [[68, 2, 18, 4], [8, -1], x  - 15 y  + 236],

                                2       2
    [[68, 2, 20, 13], [3, -1], x  - 20 y  + 3376],

                                2      2
    [[68, 2, 40, 26], [3, -1], x  - 5 y  + 3376],

                               2       2
    [[68, 4, 7, 1], [10, -1], x  - 96 y  + 80],

                               2       2
    [[68, 4, 11, 5], [4, -1], x  - 48 y  + 1184],

                                2       2
    [[68, 4, 14, 2], [10, -1], x  - 24 y  + 80],

                                2       2
    [[68, 4, 22, 10], [4, -1], x  - 12 y  + 1184],

                               2      2
    [[68, 4, 25, 7], [6, -1], x  - 8 y  + 376],

                                2      2
    [[68, 4, 28, 4], [10, -1], x  - 6 y  + 80],

                                2      2
    [[68, 4, 44, 20], [4, -1], x  - 3 y  + 1184],

                                2      2
    [[68, 4, 50, 14], [6, -1], x  - 2 y  + 376],

                                2      2
    [[68, 7, 38, 23], [3, -1], x  - 5 y  + 2596],

                                2      2
    [[68, 7, 43, 18], [4, -1], x  - 3 y  + 923],

                                2      2
    [[68, 8, 39, 1], [14, -1], x  - 3 y  - 61],

                                2      2
    [[68, 8, 49, 11], [6, -1], x  - 2 y  + 178],

                                2       2
    [[68, 10, 21, 8], [4, -1], x  - 12 y  + 668],

                                 2      2
    [[68, 10, 42, 16], [4, -1], x  - 3 y  + 668],

                               2        2
    [[68, 12, 6, 1], [6, -1], x  - 128 y  - 16],

                               2       2
    [[68, 12, 9, 5], [3, -1], x  - 80 y  + 1856],

                                2       2
    [[68, 12, 12, 2], [6, -1], x  - 32 y  - 16],

                                 2       2
    [[68, 12, 18, 10], [3, -1], x  - 20 y  + 1856],

                                2      2
    [[68, 12, 24, 4], [6, -1], x  - 8 y  - 16],

                                 2      2
    [[68, 12, 36, 20], [3, -1], x  - 5 y  + 1856],

                                2      2
    [[68, 12, 48, 8], [6, -1], x  - 2 y  - 16],

                                2       2
    [[68, 13, 10, 1], [7, -1], x  - 45 y  - 124],

    [[68, 13, 30, 3], [7, -1], %9],

                                 2      2
    [[68, 13, 41, 14], [4, -1], x  - 3 y  + 419],

                                2       2
    [[68, 16, 10, 3], [4, -1], x  - 48 y  + 176],

                                2       2
    [[68, 16, 20, 6], [4, -1], x  - 12 y  + 176],

                                 2      2
    [[68, 16, 40, 12], [4, -1], x  - 3 y  + 176],

                                2      2
    [[68, 16, 47, 5], [6, -1], x  - 2 y  - 206],

                               2         2
    [[68, 17, 2, 1], [3, -1], x  - 1445 y  + 1156],

                                 2      2
    [[68, 17, 34, 17], [3, -1], x  - 5 y  + 1156],

                                 2      2
    [[68, 19, 39, 10], [4, -1], x  - 3 y  - 61],

                                2      2
    [[68, 20, 23, 1], [6, -1], x  - 8 y  - 392],

                                2      2
    [[68, 20, 46, 2], [6, -1], x  - 2 y  - 392],

                                2       2
    [[68, 22, 16, 7], [3, -1], x  - 20 y  + 496],

                                2       2
    [[68, 22, 19, 4], [4, -1], x  - 12 y  - 292],

                                 2      2
    [[68, 22, 32, 14], [3, -1], x  - 5 y  + 496],

                                2      2
    [[68, 22, 38, 8], [4, -1], x  - 3 y  - 292],

                                2       2
    [[68, 23, 14, 1], [5, -1], x  - 21 y  - 508],

                                2      2
    [[68, 25, 37, 6], [4, -1], x  - 3 y  - 517],

    [[68, 27, 30, 11], [3, -1], %9],

                               2       2
    [[68, 28, 9, 1], [4, -1], x  - 48 y  - 736],

                                2       2
    [[68, 28, 18, 2], [4, -1], x  - 12 y  - 736],

                                2      2
    [[68, 28, 36, 4], [4, -1], x  - 3 y  - 736],

                                2      2
    [[68, 31, 35, 2], [4, -1], x  - 3 y  - 949],

                               2       2
    [[68, 32, 7, 2], [3, -1], x  - 80 y  - 704],

                                2       2
    [[68, 32, 14, 4], [3, -1], x  - 20 y  - 704],

                                2      2
    [[68, 32, 28, 8], [3, -1], x  - 5 y  - 704],

                                2      2
    [[68, 37, 26, 5], [3, -1], x  - 5 y  - 1244],

                                2       2
    [[68, 42, 12, 1], [3, -1], x  - 20 y  - 1744],

                                2      2
    [[68, 42, 24, 2], [3, -1], x  - 5 y  - 1744],

                                2      2
    [[69, 1, 31, 3], [18, -1], x  - 5 y  + 44],

                                2      2
    [[69, 1, 41, 27], [3, -1], x  - 5 y  + 3644],

                                2       2
    [[69, 3, 10, 1], [14, -1], x  - 48 y  + 39],

                               2       2
    [[69, 3, 15, 7], [4, -1], x  - 27 y  + 1314],

                               2       2
    [[69, 3, 17, 5], [6, -1], x  - 18 y  + 441],

                                2       2
    [[69, 3, 20, 2], [14, -1], x  - 12 y  + 39],

                                2      2
    [[69, 3, 40, 4], [14, -1], x  - 3 y  + 39],

                                2      2
    [[69, 3, 45, 21], [4, -1], x  - 3 y  + 1314],

                                2      2
    [[69, 3, 51, 15], [6, -1], x  - 2 y  + 441],

                              2        2
    [[69, 6, 6, 1], [8, -1], x  - 135 y  + 99],

                               2       2
    [[69, 6, 13, 8], [3, -1], x  - 45 y  + 2844],

                               2       2
    [[69, 6, 18, 3], [8, -1], x  - 15 y  + 99],

                                2      2
    [[69, 6, 26, 1], [16, -1], x  - 7 y  - 29],

                                2      2
    [[69, 6, 39, 24], [3, -1], x  - 5 y  + 2844],

                                2      2
    [[69, 6, 44, 19], [4, -1], x  - 3 y  + 1047],

                               2      2
    [[69, 7, 25, 6], [6, -1], x  - 8 y  + 239],

                                2      2
    [[69, 7, 50, 12], [6, -1], x  - 2 y  + 239],

                                2       2
    [[69, 9, 14, 1], [10, -1], x  - 24 y  - 57],

                                2       2
    [[69, 9, 19, 1], [11, -1], x  - 13 y  - 68],

                                2      2
    [[69, 9, 28, 2], [10, -1], x  - 6 y  - 57],

                               2      2
    [[69, 9, 31, 5], [7, -1], x  - 5 y  + 44],

                                2      2
    [[69, 9, 43, 17], [4, -1], x  - 3 y  + 786],

                                 2      2
    [[69, 11, 37, 21], [3, -1], x  - 5 y  + 2084],

                                2      2
    [[69, 11, 49, 9], [6, -1], x  - 2 y  + 41],

                                2       2
    [[69, 12, 14, 5], [4, -1], x  - 27 y  + 531],

                                 2      2
    [[69, 12, 42, 15], [4, -1], x  - 3 y  + 531],

                               2        2
    [[69, 15, 5, 1], [5, -1], x  - 189 y  - 36],

                               2       2
    [[69, 15, 8, 1], [6, -1], x  - 72 y  - 153],

                                2       2
    [[69, 15, 15, 3], [5, -1], x  - 21 y  - 36],

                                2       2
    [[69, 15, 16, 2], [6, -1], x  - 18 y  - 153],

                                2      2
    [[69, 15, 24, 3], [6, -1], x  - 8 y  - 153],

                                 2      2
    [[69, 15, 41, 13], [4, -1], x  - 3 y  + 282],

                                2      2
    [[69, 15, 48, 6], [6, -1], x  - 2 y  - 153],

                                 2      2
    [[69, 16, 35, 18], [3, -1], x  - 5 y  + 1364],

                                 2      2
    [[69, 18, 40, 11], [4, -1], x  - 3 y  + 39],

                                2      2
    [[69, 19, 47, 3], [6, -1], x  - 2 y  - 343],

                                2       2
    [[69, 21, 11, 5], [3, -1], x  - 45 y  + 684],

                                2       2
    [[69, 21, 13, 3], [4, -1], x  - 27 y  - 198],

                                 2      2
    [[69, 21, 33, 15], [3, -1], x  - 5 y  + 684],

                                2      2
    [[69, 21, 39, 9], [4, -1], x  - 3 y  - 198],

                                2      2
    [[69, 24, 38, 7], [4, -1], x  - 3 y  - 429],

                                 2      2
    [[69, 26, 31, 12], [3, -1], x  - 5 y  + 44],

                                2      2
    [[69, 27, 37, 5], [4, -1], x  - 3 y  - 654],

                                2       2
    [[69, 30, 12, 1], [4, -1], x  - 27 y  - 873],

                                2      2
    [[69, 30, 36, 3], [4, -1], x  - 3 y  - 873],

                                2      2
    [[69, 31, 29, 9], [3, -1], x  - 5 y  - 556],

                                2      2
    [[69, 33, 35, 1], [4, -1], x  - 3 y  - 1086],

                               2       2
    [[69, 36, 9, 2], [3, -1], x  - 45 y  - 1116],

                                2      2
    [[69, 36, 27, 6], [3, -1], x  - 5 y  - 1116],

                                2      2
    [[69, 41, 25, 3], [3, -1], x  - 5 y  - 1636],

                               2       2
    [[70, 2, 13, 4], [6, -1], x  - 32 y  + 508],

                                2       2
    [[70, 2, 23, 11], [4, -1], x  - 12 y  + 1448],

                               2      2
    [[70, 2, 26, 8], [6, -1], x  - 8 y  + 508],

                                2      2
    [[70, 2, 29, 5], [10, -1], x  - 6 y  + 146],

                                2      2
    [[70, 2, 46, 22], [4, -1], x  - 3 y  + 1448],

                                2      2
    [[70, 2, 52, 16], [6, -1], x  - 2 y  + 508],

                              2        2
    [[70, 5, 8, 5], [3, -1], x  - 125 y  + 3100],

                              2       2
    [[70, 5, 9, 4], [4, -1], x  - 75 y  + 1175],

                               2      2
    [[70, 5, 32, 7], [7, -1], x  - 5 y  + 220],

                                2      2
    [[70, 5, 40, 25], [3, -1], x  - 5 y  + 3100],

                                2      2
    [[70, 5, 45, 20], [4, -1], x  - 3 y  + 1175],

                                2      2
    [[70, 6, 51, 13], [6, -1], x  - 2 y  + 302],

                              2       2
    [[70, 7, 8, 1], [9, -1], x  - 77 y  + 28],

                               2       2
    [[70, 7, 16, 5], [5, -1], x  - 21 y  + 476],

                               2       2
    [[70, 8, 22, 9], [4, -1], x  - 12 y  + 908],

                                2      2
    [[70, 8, 44, 18], [4, -1], x  - 3 y  + 908],

                               2        2
    [[70, 10, 5, 1], [6, -1], x  - 200 y  + 100],

                               2       2
    [[70, 10, 9, 1], [8, -1], x  - 60 y  - 40],

                                2       2
    [[70, 10, 10, 2], [6, -1], x  - 50 y  + 100],

                                2       2
    [[70, 10, 18, 2], [8, -1], x  - 15 y  - 40],

                                 2       2
    [[70, 10, 19, 11], [3, -1], x  - 20 y  + 2320],

                                2      2
    [[70, 10, 25, 5], [6, -1], x  - 8 y  + 100],

                                 2      2
    [[70, 10, 38, 22], [3, -1], x  - 5 y  + 2320],

                                 2      2
    [[70, 10, 50, 10], [6, -1], x  - 2 y  + 100],

                                 2      2
    [[70, 11, 43, 16], [4, -1], x  - 3 y  + 647],

                               2        2
    [[70, 14, 3, 1], [4, -1], x  - 588 y  + 392],

                               2        2
    [[70, 14, 6, 2], [4, -1], x  - 147 y  + 392],

                               2       2
    [[70, 14, 7, 1], [6, -1], x  - 98 y  - 98],

                                2       2
    [[70, 14, 21, 7], [4, -1], x  - 12 y  + 392],

                                 2      2
    [[70, 14, 42, 14], [4, -1], x  - 3 y  + 392],

                                2      2
    [[70, 14, 49, 7], [6, -1], x  - 2 y  - 98],

                                 2      2
    [[70, 15, 36, 19], [3, -1], x  - 5 y  + 1580],

                                 2      2
    [[70, 17, 41, 12], [4, -1], x  - 3 y  + 143],

                                2       2
    [[70, 18, 12, 1], [6, -1], x  - 32 y  - 292],

                                2      2
    [[70, 18, 24, 2], [6, -1], x  - 8 y  - 292],

                                2      2
    [[70, 18, 48, 4], [6, -1], x  - 2 y  - 292],

                               2        2
    [[70, 20, 4, 1], [4, -1], x  - 300 y  - 100],

                               2       2
    [[70, 20, 8, 2], [4, -1], x  - 75 y  - 100],

                                2       2
    [[70, 20, 17, 8], [3, -1], x  - 20 y  + 880],

                                2       2
    [[70, 20, 20, 5], [4, -1], x  - 12 y  - 100],

                                 2      2
    [[70, 20, 34, 16], [3, -1], x  - 5 y  + 880],

                                 2      2
    [[70, 20, 40, 10], [4, -1], x  - 3 y  - 100],

                                2      2
    [[70, 22, 47, 1], [6, -1], x  - 2 y  - 482],

                                2      2
    [[70, 23, 39, 8], [4, -1], x  - 3 y  - 337],

                                 2      2
    [[70, 25, 32, 13], [3, -1], x  - 5 y  + 220],

                                2       2
    [[70, 26, 19, 3], [4, -1], x  - 12 y  - 568],

                                2      2
    [[70, 26, 38, 6], [4, -1], x  - 3 y  - 568],

                                2      2
    [[70, 29, 37, 4], [4, -1], x  - 3 y  - 793],

                               2        2
    [[70, 30, 3, 1], [3, -1], x  - 500 y  - 400],

                               2        2
    [[70, 30, 6, 2], [3, -1], x  - 125 y  - 400],

                                2       2
    [[70, 30, 15, 5], [3, -1], x  - 20 y  - 400],

                                 2      2
    [[70, 30, 30, 10], [3, -1], x  - 5 y  - 400],

                                2       2
    [[70, 32, 18, 1], [4, -1], x  - 12 y  - 1012],

                                2      2
    [[70, 32, 36, 2], [4, -1], x  - 3 y  - 1012],

                               2        2
    [[70, 35, 4, 1], [3, -1], x  - 245 y  - 980],

                                2      2
    [[70, 35, 28, 7], [3, -1], x  - 5 y  - 980],

                                2       2
    [[70, 40, 13, 2], [3, -1], x  - 20 y  - 1520],

                                2      2
    [[70, 40, 26, 4], [3, -1], x  - 5 y  - 1520],

                                2      2
    [[70, 45, 24, 1], [3, -1], x  - 5 y  - 2020],

                               2       2
    [[71, 1, 9, 1], [16, -1], x  - 63 y  + 62],

                               2       2
    [[71, 1, 11, 3], [7, -1], x  - 45 y  + 404],

                                2       2
    [[71, 1, 13, 1], [22, -1], x  - 30 y  + 29],

                                2       2
    [[71, 1, 19, 1], [30, -1], x  - 14 y  + 13],

                                2      2
    [[71, 1, 27, 3], [16, -1], x  - 7 y  + 62],

                               2      2
    [[71, 1, 33, 9], [7, -1], x  - 5 y  + 404],

                                2      2
    [[71, 1, 41, 1], [52, -1], x  - 3 y  + 2],

                                2      2
    [[71, 1, 47, 23], [4, -1], x  - 3 y  + 1586],

                                2      2
    [[71, 1, 53, 17], [6, -1], x  - 2 y  + 577],

                                2      2
    [[71, 4, 41, 26], [3, -1], x  - 5 y  + 3364],

                                2      2
    [[71, 4, 46, 21], [4, -1], x  - 3 y  + 1307],

                               2      2
    [[71, 5, 26, 7], [6, -1], x  - 8 y  + 367],

                                2      2
    [[71, 5, 41, 3], [14, -1], x  - 3 y  + 2],

                                2      2
    [[71, 5, 52, 14], [6, -1], x  - 2 y  + 367],

                                2       2
    [[71, 6, 12, 1], [12, -1], x  - 35 y  - 1],

                                2      2
    [[71, 7, 29, 3], [10, -1], x  - 6 y  + 5],

                                2      2
    [[71, 7, 45, 19], [4, -1], x  - 3 y  + 1034],

                                2      2
    [[71, 9, 39, 23], [3, -1], x  - 5 y  + 2564],

                                2      2
    [[71, 9, 51, 11], [6, -1], x  - 2 y  + 161],

                                 2      2
    [[71, 10, 44, 17], [4, -1], x  - 3 y  + 767],

                                2      2
    [[71, 13, 25, 4], [6, -1], x  - 8 y  - 41],

                                 2      2
    [[71, 13, 43, 15], [4, -1], x  - 3 y  + 506],

                                2      2
    [[71, 13, 50, 8], [6, -1], x  - 2 y  - 41],

                                2       2
    [[71, 14, 18, 1], [8, -1], x  - 15 y  - 181],

                                 2      2
    [[71, 14, 37, 20], [3, -1], x  - 5 y  + 1804],

                                2      2
    [[71, 16, 31, 2], [7, -1], x  - 5 y  - 236],

                                 2      2
    [[71, 16, 42, 13], [4, -1], x  - 3 y  + 251],

                                2      2
    [[71, 17, 49, 5], [6, -1], x  - 2 y  - 239],

                                 2      2
    [[71, 19, 35, 17], [3, -1], x  - 5 y  + 1084],

                                 2      2
    [[71, 19, 41, 11], [4, -1], x  - 3 y  + 2],

                                2       2
    [[71, 20, 15, 2], [5, -1], x  - 21 y  - 316],

                                2      2
    [[71, 21, 24, 1], [6, -1], x  - 8 y  - 433],

                                2      2
    [[71, 21, 48, 2], [6, -1], x  - 2 y  - 433],

                                2      2
    [[71, 22, 40, 9], [4, -1], x  - 3 y  - 241],

                                 2      2
    [[71, 24, 33, 14], [3, -1], x  - 5 y  + 404],

                                2      2
    [[71, 25, 39, 7], [4, -1], x  - 3 y  - 478],

                                2      2
    [[71, 28, 38, 5], [4, -1], x  - 3 y  - 709],

                                 2      2
    [[71, 29, 31, 11], [3, -1], x  - 5 y  - 236],

                                2      2
    [[71, 31, 37, 3], [4, -1], x  - 3 y  - 934],

                                2      2
    [[71, 34, 29, 8], [3, -1], x  - 5 y  - 836],

                                2      2
    [[71, 34, 36, 1], [4, -1], x  - 3 y  - 1153],

                                2      2
    [[71, 39, 27, 5], [3, -1], x  - 5 y  - 1396],

                                2      2
    [[71, 44, 25, 2], [3, -1], x  - 5 y  - 1916],

                               2       2
    [[72, 3, 14, 9], [3, -1], x  - 45 y  + 3636],

                               2       2
    [[72, 3, 19, 4], [8, -1], x  - 15 y  + 231],

                                2      2
    [[72, 3, 42, 27], [3, -1], x  - 5 y  + 3636],

                                2      2
    [[72, 3, 47, 22], [4, -1], x  - 3 y  + 1443],

                                2      2
    [[72, 4, 53, 15], [6, -1], x  - 2 y  + 434],

                                2       2
    [[72, 6, 10, 1], [11, -1], x  - 52 y  + 16],

                                2       2
    [[72, 6, 20, 2], [11, -1], x  - 13 y  + 16],

                                2       2
    [[72, 6, 23, 10], [4, -1], x  - 12 y  + 1164],

                                2      2
    [[72, 6, 46, 20], [4, -1], x  - 3 y  + 1164],

                              2        2
    [[72, 8, 5, 3], [3, -1], x  - 320 y  + 2816],

                               2       2
    [[72, 8, 10, 6], [3, -1], x  - 80 y  + 2816],

                               2       2
    [[72, 8, 13, 3], [6, -1], x  - 32 y  + 224],

                                2       2
    [[72, 8, 20, 12], [3, -1], x  - 20 y  + 2816],

                               2      2
    [[72, 8, 26, 6], [6, -1], x  - 8 y  + 224],

                                2      2
    [[72, 8, 40, 24], [3, -1], x  - 5 y  + 2816],

                                2      2
    [[72, 8, 52, 12], [6, -1], x  - 2 y  + 224],

                              2        2
    [[72, 9, 5, 2], [4, -1], x  - 243 y  + 891],

                               2       2
    [[72, 9, 15, 6], [4, -1], x  - 27 y  + 891],

                                2      2
    [[72, 9, 45, 18], [4, -1], x  - 3 y  + 891],

                               2        2
    [[72, 12, 4, 1], [5, -1], x  - 336 y  + 192],

                               2       2
    [[72, 12, 8, 1], [7, -1], x  - 80 y  - 64],

                               2       2
    [[72, 12, 8, 2], [5, -1], x  - 84 y  + 192],

                                2       2
    [[72, 12, 11, 4], [4, -1], x  - 48 y  + 624],

                                2       2
    [[72, 12, 16, 2], [7, -1], x  - 20 y  - 64],

                                2       2
    [[72, 12, 16, 4], [5, -1], x  - 21 y  + 192],

                                2       2
    [[72, 12, 17, 3], [6, -1], x  - 18 y  + 18],

                                2       2
    [[72, 12, 22, 8], [4, -1], x  - 12 y  + 624],

                                 2      2
    [[72, 12, 29, 1], [10, -1], x  - 6 y  - 138],

                                2      2
    [[72, 12, 32, 4], [7, -1], x  - 5 y  - 64],

                                 2      2
    [[72, 12, 44, 16], [4, -1], x  - 3 y  + 624],

                                2      2
    [[72, 12, 51, 9], [6, -1], x  - 2 y  + 18],

                                 2      2
    [[72, 13, 38, 21], [3, -1], x  - 5 y  + 2036],

                                 2      2
    [[72, 15, 43, 14], [4, -1], x  - 3 y  + 363],

                                2      2
    [[72, 16, 25, 3], [6, -1], x  - 8 y  - 184],

                                2      2
    [[72, 16, 50, 6], [6, -1], x  - 2 y  - 184],

                               2         2
    [[72, 18, 2, 1], [3, -1], x  - 1620 y  + 1296],

                               2        2
    [[72, 18, 4, 2], [3, -1], x  - 405 y  + 1296],

                               2        2
    [[72, 18, 6, 3], [3, -1], x  - 180 y  + 1296],

                               2        2
    [[72, 18, 7, 2], [4, -1], x  - 108 y  + 108],

                                2       2
    [[72, 18, 12, 6], [3, -1], x  - 45 y  + 1296],

                                2       2
    [[72, 18, 14, 4], [4, -1], x  - 27 y  + 108],

                                2       2
    [[72, 18, 18, 9], [3, -1], x  - 20 y  + 1296],

                                2       2
    [[72, 18, 21, 6], [4, -1], x  - 12 y  + 108],

                                 2      2
    [[72, 18, 36, 18], [3, -1], x  - 5 y  + 1296],

                                 2      2
    [[72, 18, 42, 12], [4, -1], x  - 3 y  + 108],

                                2      2
    [[72, 20, 49, 3], [6, -1], x  - 2 y  - 382],

                                 2      2
    [[72, 21, 41, 10], [4, -1], x  - 3 y  - 141],

                                 2      2
    [[72, 23, 34, 15], [3, -1], x  - 5 y  + 596],

                               2        2
    [[72, 24, 5, 1], [4, -1], x  - 192 y  - 384],

                                2       2
    [[72, 24, 10, 2], [4, -1], x  - 48 y  - 384],

                                2       2
    [[72, 24, 20, 4], [4, -1], x  - 12 y  - 384],

                                2      2
    [[72, 24, 40, 8], [4, -1], x  - 3 y  - 384],

                                2       2
    [[72, 27, 13, 2], [4, -1], x  - 27 y  - 621],

                                2      2
    [[72, 27, 39, 6], [4, -1], x  - 3 y  - 621],

                               2       2
    [[72, 28, 8, 3], [3, -1], x  - 80 y  - 64],

                                2       2
    [[72, 28, 16, 6], [3, -1], x  - 20 y  - 64],

                                 2      2
    [[72, 28, 32, 12], [3, -1], x  - 5 y  - 64],

                                2       2
    [[72, 30, 19, 2], [4, -1], x  - 12 y  - 852],

                                2      2
    [[72, 30, 38, 4], [4, -1], x  - 3 y  - 852],

                                2       2
    [[72, 33, 10, 3], [3, -1], x  - 45 y  - 684],

                                2      2
    [[72, 33, 30, 9], [3, -1], x  - 5 y  - 684],

                                2      2
    [[72, 33, 37, 2], [4, -1], x  - 3 y  - 1077],

                                2       2
    [[72, 38, 14, 3], [3, -1], x  - 20 y  - 1264],

                                2      2
    [[72, 38, 28, 6], [3, -1], x  - 5 y  - 1264],

                                2      2
    [[72, 43, 26, 3], [3, -1], x  - 5 y  - 1804],

                                2      2
    [[73, 2, 43, 28], [3, -1], x  - 5 y  + 3916],

                                2      2
    [[73, 2, 48, 23], [4, -1], x  - 3 y  + 1583],

                               2      2
    [[73, 3, 27, 8], [6, -1], x  - 8 y  + 503],

                                2      2
    [[73, 3, 54, 16], [6, -1], x  - 2 y  + 503],

                               2       2
    [[73, 4, 17, 6], [5, -1], x  - 21 y  + 740],

                                2       2
    [[73, 4, 22, 1], [20, -1], x  - 11 y  - 5],

                                2       2
    [[73, 5, 15, 2], [10, -1], x  - 24 y  + 71],

                                2      2
    [[73, 5, 30, 4], [10, -1], x  - 6 y  + 71],

                                2      2
    [[73, 5, 47, 21], [4, -1], x  - 3 y  + 1298],

                               2       2
    [[73, 7, 19, 3], [8, -1], x  - 15 y  + 86],

                                2       2
    [[73, 7, 21, 1], [14, -1], x  - 12 y  - 37],

                                2      2
    [[73, 7, 41, 25], [3, -1], x  - 5 y  + 3076],

                                2      2
    [[73, 7, 42, 2], [14, -1], x  - 3 y  - 37],

                                2      2
    [[73, 7, 53, 13], [6, -1], x  - 2 y  + 289],

                               2       2
    [[73, 8, 11, 2], [7, -1], x  - 45 y  + 116],

                               2      2
    [[73, 8, 33, 6], [7, -1], x  - 5 y  + 116],

                                2      2
    [[73, 8, 46, 19], [4, -1], x  - 3 y  + 1019],

                                2      2
    [[73, 11, 26, 5], [6, -1], x  - 8 y  + 79],

                                 2      2
    [[73, 11, 45, 17], [4, -1], x  - 3 y  + 746],

                                 2      2
    [[73, 11, 52, 10], [6, -1], x  - 2 y  + 79],

                                 2      2
    [[73, 12, 39, 22], [3, -1], x  - 5 y  + 2276],

                                 2      2
    [[73, 14, 44, 15], [4, -1], x  - 3 y  + 479],

                                2      2
    [[73, 15, 51, 7], [6, -1], x  - 2 y  - 127],

                                 2      2
    [[73, 17, 37, 19], [3, -1], x  - 5 y  + 1516],

                                 2      2
    [[73, 17, 43, 13], [4, -1], x  - 3 y  + 218],

                                2      2
    [[73, 19, 25, 2], [6, -1], x  - 8 y  - 329],

                                2      2
    [[73, 19, 50, 4], [6, -1], x  - 2 y  - 329],

                                 2      2
    [[73, 20, 42, 11], [4, -1], x  - 3 y  - 37],

                                 2      2
    [[73, 22, 35, 16], [3, -1], x  - 5 y  + 796],

                                2      2
    [[73, 23, 41, 9], [4, -1], x  - 3 y  - 286],

                                2      2
    [[73, 23, 49, 1], [6, -1], x  - 2 y  - 527],

                                2       2
    [[73, 25, 15, 1], [5, -1], x  - 21 y  - 604],

                                2      2
    [[73, 26, 40, 7], [4, -1], x  - 3 y  - 529],

                                 2      2
    [[73, 27, 33, 13], [3, -1], x  - 5 y  + 116],

                                2      2
    [[73, 29, 39, 5], [4, -1], x  - 3 y  - 766],

                                 2      2
    [[73, 32, 31, 10], [3, -1], x  - 5 y  - 524],

                                2      2
    [[73, 32, 38, 3], [4, -1], x  - 3 y  - 997],

                                2      2
    [[73, 35, 37, 1], [4, -1], x  - 3 y  - 1222],

                                2      2
    [[73, 37, 29, 7], [3, -1], x  - 5 y  - 1124],

                                2      2
    [[73, 42, 27, 4], [3, -1], x  - 5 y  - 1684],

                                2      2
    [[73, 47, 25, 1], [3, -1], x  - 5 y  - 2204],

                                2      2
    [[74, 1, 44, 29], [3, -1], x  - 5 y  + 4204],

                                2      2
    [[74, 1, 49, 24], [4, -1], x  - 3 y  + 1727],

                                2      2
    [[74, 2, 43, 5], [14, -1], x  - 3 y  + 71],

                                2      2
    [[74, 2, 55, 17], [6, -1], x  - 2 y  + 574],

                                2       2
    [[74, 4, 14, 1], [16, -1], x  - 28 y  + 12],

                               2       2
    [[74, 4, 17, 4], [7, -1], x  - 20 y  + 304],

                                2       2
    [[74, 4, 24, 11], [4, -1], x  - 12 y  + 1436],

                                2      2
    [[74, 4, 28, 2], [16, -1], x  - 7 y  + 12],

                               2      2
    [[74, 4, 34, 8], [7, -1], x  - 5 y  + 304],

                                2      2
    [[74, 4, 48, 22], [4, -1], x  - 3 y  + 1436],

                                2       2
    [[74, 6, 21, 13], [3, -1], x  - 20 y  + 3344],

                               2      2
    [[74, 6, 27, 7], [6, -1], x  - 8 y  + 356],

                                2      2
    [[74, 6, 33, 1], [18, -1], x  - 5 y  - 31],

                                2      2
    [[74, 6, 42, 26], [3, -1], x  - 5 y  + 3344],

                                2      2
    [[74, 6, 54, 14], [6, -1], x  - 2 y  + 356],

                                2      2
    [[74, 7, 47, 20], [4, -1], x  - 3 y  + 1151],

                                 2       2
    [[74, 10, 15, 1], [10, -1], x  - 24 y  - 76],

                                2       2
    [[74, 10, 23, 9], [4, -1], x  - 12 y  + 872],

                                 2      2
    [[74, 10, 30, 2], [10, -1], x  - 6 y  - 76],

                                 2      2
    [[74, 10, 46, 18], [4, -1], x  - 3 y  + 872],

                                 2      2
    [[74, 10, 53, 11], [6, -1], x  - 2 y  + 142],

                                2       2
    [[74, 11, 19, 2], [8, -1], x  - 15 y  - 61],

                                 2      2
    [[74, 11, 40, 23], [3, -1], x  - 5 y  + 2524],

                                 2      2
    [[74, 13, 45, 16], [4, -1], x  - 3 y  + 599],

                                2       2
    [[74, 14, 13, 2], [6, -1], x  - 32 y  - 68],

                                2      2
    [[74, 14, 26, 4], [6, -1], x  - 8 y  - 68],

                                2      2
    [[74, 14, 52, 8], [6, -1], x  - 2 y  - 68],

                                 2       2
    [[74, 16, 19, 10], [3, -1], x  - 20 y  + 1744],

                                2       2
    [[74, 16, 22, 7], [4, -1], x  - 12 y  + 332],

                                 2      2
    [[74, 16, 38, 20], [3, -1], x  - 5 y  + 1744],

                                 2      2
    [[74, 16, 44, 14], [4, -1], x  - 3 y  + 332],

                                2       2
    [[74, 17, 16, 3], [5, -1], x  - 21 y  - 100],

                                2      2
    [[74, 18, 51, 5], [6, -1], x  - 2 y  - 274],

                                2      2
    [[74, 19, 32, 1], [7, -1], x  - 5 y  - 356],

                                 2      2
    [[74, 19, 43, 12], [4, -1], x  - 3 y  + 71],

                                 2      2
    [[74, 21, 36, 17], [3, -1], x  - 5 y  + 1004],

                                2       2
    [[74, 22, 21, 5], [4, -1], x  - 12 y  - 184],

                                2      2
    [[74, 22, 25, 1], [6, -1], x  - 8 y  - 476],

                                 2      2
    [[74, 22, 42, 10], [4, -1], x  - 3 y  - 184],

                                2      2
    [[74, 22, 50, 2], [6, -1], x  - 2 y  - 476],

                                2      2
    [[74, 25, 41, 8], [4, -1], x  - 3 y  - 433],

                                2       2
    [[74, 26, 17, 7], [3, -1], x  - 20 y  + 304],

                                 2      2
    [[74, 26, 34, 14], [3, -1], x  - 5 y  + 304],

                                2       2
    [[74, 28, 20, 3], [4, -1], x  - 12 y  - 676],

                                2      2
    [[74, 28, 40, 6], [4, -1], x  - 3 y  - 676],

                                 2      2
    [[74, 31, 32, 11], [3, -1], x  - 5 y  - 356],

                                2      2
    [[74, 31, 39, 4], [4, -1], x  - 3 y  - 913],

                                2       2
    [[74, 34, 19, 1], [4, -1], x  - 12 y  - 1144],

                                2      2
    [[74, 34, 38, 2], [4, -1], x  - 3 y  - 1144],

                                2       2
    [[74, 36, 15, 4], [3, -1], x  - 20 y  - 976],

                                2      2
    [[74, 36, 30, 8], [3, -1], x  - 5 y  - 976],

                                2      2
    [[74, 41, 28, 5], [3, -1], x  - 5 y  - 1556],

                                2       2
    [[74, 46, 13, 1], [3, -1], x  - 20 y  - 2096],

                                2      2
    [[74, 46, 26, 2], [3, -1], x  - 5 y  - 2096],

                               2      2
    [[75, 1, 28, 9], [6, -1], x  - 8 y  + 647],

                                2      2
    [[75, 1, 56, 18], [6, -1], x  - 2 y  + 647],

                               2        2
    [[75, 3, 7, 1], [11, -1], x  - 117 y  + 108],

                                2       2
    [[75, 3, 21, 3], [11, -1], x  - 13 y  + 108],

                                2      2
    [[75, 3, 31, 5], [10, -1], x  - 6 y  + 141],

                                2      2
    [[75, 3, 49, 23], [4, -1], x  - 3 y  + 1578],

                                2      2
    [[75, 3, 53, 1], [34, -1], x  - 2 y  - 7],

                               2       2
    [[75, 5, 11, 3], [6, -1], x  - 50 y  + 425],

                                2      2
    [[75, 5, 43, 27], [3, -1], x  - 5 y  + 3620],

                                2      2
    [[75, 5, 55, 15], [6, -1], x  - 2 y  + 425],

                               2       2
    [[75, 6, 16, 7], [4, -1], x  - 27 y  + 1287],

                                2      2
    [[75, 6, 48, 21], [4, -1], x  - 3 y  + 1287],

                              2       2
    [[75, 9, 9, 2], [6, -1], x  - 72 y  + 207],

                               2       2
    [[75, 9, 17, 5], [5, -1], x  - 21 y  + 444],

                               2       2
    [[75, 9, 18, 4], [6, -1], x  - 18 y  + 207],

                               2      2
    [[75, 9, 27, 6], [6, -1], x  - 8 y  + 207],

                                2      2
    [[75, 9, 43, 1], [14, -1], x  - 3 y  - 78],

                                2      2
    [[75, 9, 47, 19], [4, -1], x  - 3 y  + 1002],

                                2      2
    [[75, 9, 54, 12], [6, -1], x  - 2 y  + 207],

                                 2      2
    [[75, 10, 41, 24], [3, -1], x  - 5 y  + 2780],

                                 2      2
    [[75, 12, 46, 17], [4, -1], x  - 3 y  + 723],

                                2      2
    [[75, 13, 53, 9], [6, -1], x  - 2 y  - 7],

                               2        2
    [[75, 15, 3, 1], [4, -1], x  - 675 y  + 450],

                               2       2
    [[75, 15, 9, 3], [4, -1], x  - 75 y  + 450],

                                2       2
    [[75, 15, 11, 1], [7, -1], x  - 45 y  - 180],

                                2       2
    [[75, 15, 13, 7], [3, -1], x  - 45 y  + 1980],

                                2       2
    [[75, 15, 15, 5], [4, -1], x  - 27 y  + 450],

                                2       2
    [[75, 15, 19, 1], [8, -1], x  - 15 y  - 210],

                                2      2
    [[75, 15, 33, 3], [7, -1], x  - 5 y  - 180],

                                 2      2
    [[75, 15, 39, 21], [3, -1], x  - 5 y  + 1980],

                                 2      2
    [[75, 15, 45, 15], [4, -1], x  - 3 y  + 450],

                                2      2
    [[75, 17, 26, 3], [6, -1], x  - 8 y  - 217],

                                2      2
    [[75, 17, 52, 6], [6, -1], x  - 2 y  - 217],

                                 2      2
    [[75, 18, 44, 13], [4, -1], x  - 3 y  + 183],

                                 2      2
    [[75, 20, 37, 18], [3, -1], x  - 5 y  + 1220],

                                2       2
    [[75, 21, 17, 1], [6, -1], x  - 18 y  - 423],

                                 2      2
    [[75, 21, 43, 11], [4, -1], x  - 3 y  - 78],

                                2      2
    [[75, 21, 51, 3], [6, -1], x  - 2 y  - 423],

                                2       2
    [[75, 24, 14, 3], [4, -1], x  - 27 y  - 333],

                                2      2
    [[75, 24, 42, 9], [4, -1], x  - 3 y  - 333],

                               2        2
    [[75, 25, 7, 3], [3, -1], x  - 125 y  + 500],

                                 2      2
    [[75, 25, 35, 15], [3, -1], x  - 5 y  + 500],

                                2      2
    [[75, 27, 41, 7], [4, -1], x  - 3 y  - 582],

                               2       2
    [[75, 30, 8, 1], [4, -1], x  - 75 y  - 825],

                                2       2
    [[75, 30, 11, 4], [3, -1], x  - 45 y  - 180],

                                 2      2
    [[75, 30, 33, 12], [3, -1], x  - 5 y  - 180],

                                2      2
    [[75, 30, 40, 5], [4, -1], x  - 3 y  - 825],

                                2       2
    [[75, 33, 13, 1], [4, -1], x  - 27 y  - 1062],

                                2      2
    [[75, 33, 39, 3], [4, -1], x  - 3 y  - 1062],

                                2      2
    [[75, 35, 31, 9], [3, -1], x  - 5 y  - 820],

                                2      2
    [[75, 36, 38, 1], [4, -1], x  - 3 y  - 1293],

                                2      2
    [[75, 40, 29, 6], [3, -1], x  - 5 y  - 1420],

                               2       2
    [[75, 45, 9, 1], [3, -1], x  - 45 y  - 1980],

                                2      2
    [[75, 45, 27, 3], [3, -1], x  - 5 y  - 1980],

                                2       2
    [[76, 1, 13, 2], [12, -1], x  - 35 y  + 139],

                               2       2
    [[76, 1, 18, 7], [5, -1], x  - 21 y  + 1028],

                                2       2
    [[76, 1, 23, 2], [20, -1], x  - 11 y  + 43], [[76, 1, 34, 1], [47, -1], %8],

                                2       2
    [[76, 2, 25, 12], [4, -1], x  - 12 y  + 1724],

                                2      2
    [[76, 2, 50, 24], [4, -1], x  - 3 y  + 1724],

                              2        2
    [[76, 4, 5, 1], [8, -1], x  - 240 y  + 224],

                              2        2
    [[76, 4, 7, 2], [6, -1], x  - 128 y  + 496],

                               2       2
    [[76, 4, 10, 2], [8, -1], x  - 60 y  + 224],

                                2       2
    [[76, 4, 11, 1], [14, -1], x  - 48 y  + 32],

                               2       2
    [[76, 4, 11, 7], [3, -1], x  - 80 y  + 3904],

                               2       2
    [[76, 4, 14, 4], [6, -1], x  - 32 y  + 496],

                                2       2
    [[76, 4, 17, 1], [18, -1], x  - 20 y  + 4],

                               2       2
    [[76, 4, 20, 4], [8, -1], x  - 15 y  + 224],

                                2       2
    [[76, 4, 22, 2], [14, -1], x  - 12 y  + 32],

                                2       2
    [[76, 4, 22, 14], [3, -1], x  - 20 y  + 3904],

                               2      2
    [[76, 4, 28, 8], [6, -1], x  - 8 y  + 496], [[76, 4, 34, 2], [18, -1], %8],

                                2      2
    [[76, 4, 44, 4], [14, -1], x  - 3 y  + 32],

                                2      2
    [[76, 4, 44, 28], [3, -1], x  - 5 y  + 3904],

                                2      2
    [[76, 4, 56, 16], [6, -1], x  - 2 y  + 496],

                                2      2
    [[76, 5, 49, 22], [4, -1], x  - 3 y  + 1427],

                               2       2
    [[76, 8, 12, 5], [4, -1], x  - 48 y  + 1136],

                                2       2
    [[76, 8, 24, 10], [4, -1], x  - 12 y  + 1136],

                                2      2
    [[76, 8, 31, 3], [10, -1], x  - 6 y  - 10],

                                2      2
    [[76, 8, 48, 20], [4, -1], x  - 3 y  + 1136],

                                2      2
    [[76, 8, 55, 13], [6, -1], x  - 2 y  + 274],

                                2      2
    [[76, 9, 42, 25], [3, -1], x  - 5 y  + 3044],

    [[76, 11, 34, 5], [7, -1], %8],

                                 2      2
    [[76, 11, 47, 18], [4, -1], x  - 3 y  + 851],

                                2      2
    [[76, 12, 27, 5], [6, -1], x  - 8 y  + 56],

                                 2      2
    [[76, 12, 54, 10], [6, -1], x  - 2 y  + 56],

                                 2       2
    [[76, 14, 20, 11], [3, -1], x  - 20 y  + 2224],

                                2       2
    [[76, 14, 23, 8], [4, -1], x  - 12 y  + 572],

                                 2      2
    [[76, 14, 40, 22], [3, -1], x  - 5 y  + 2224],

                                 2      2
    [[76, 14, 46, 16], [4, -1], x  - 3 y  + 572],

                                2      2
    [[76, 16, 53, 7], [6, -1], x  - 2 y  - 158],

                                 2      2
    [[76, 17, 45, 14], [4, -1], x  - 3 y  + 299],

                               2         2
    [[76, 19, 2, 1], [3, -1], x  - 1805 y  + 1444],

                                 2      2
    [[76, 19, 38, 19], [3, -1], x  - 5 y  + 1444],

                                2       2
    [[76, 20, 11, 3], [4, -1], x  - 48 y  + 32],

                                2       2
    [[76, 20, 13, 1], [6, -1], x  - 32 y  - 368],

                                2       2
    [[76, 20, 22, 6], [4, -1], x  - 12 y  + 32],

                                2      2
    [[76, 20, 26, 2], [6, -1], x  - 8 y  - 368],

                                 2      2
    [[76, 20, 44, 12], [4, -1], x  - 3 y  + 32],

                                2      2
    [[76, 20, 52, 4], [6, -1], x  - 2 y  - 368],

                               2       2
    [[76, 22, 8, 1], [5, -1], x  - 84 y  - 400],

                                2       2
    [[76, 22, 16, 2], [5, -1], x  - 21 y  - 400],

                                 2      2
    [[76, 23, 43, 10], [4, -1], x  - 3 y  - 229],

                               2       2
    [[76, 24, 9, 4], [3, -1], x  - 80 y  + 704],

                                2       2
    [[76, 24, 18, 8], [3, -1], x  - 20 y  + 704],

                                 2      2
    [[76, 24, 36, 16], [3, -1], x  - 5 y  + 704],

                                2      2
    [[76, 24, 51, 1], [6, -1], x  - 2 y  - 574],

                                2       2
    [[76, 26, 21, 4], [4, -1], x  - 12 y  - 484],

                                2      2
    [[76, 26, 42, 8], [4, -1], x  - 3 y  - 484],

    [[76, 29, 34, 13], [3, -1], %8],

                                2      2
    [[76, 29, 41, 6], [4, -1], x  - 3 y  - 733],

                                2       2
    [[76, 32, 10, 1], [4, -1], x  - 48 y  - 976],

                                2       2
    [[76, 32, 20, 2], [4, -1], x  - 12 y  - 976],

                                2      2
    [[76, 32, 40, 4], [4, -1], x  - 3 y  - 976],

                                2       2
    [[76, 34, 16, 5], [3, -1], x  - 20 y  - 656],

                                 2      2
    [[76, 34, 32, 10], [3, -1], x  - 5 y  - 656],

                                2      2
    [[76, 35, 39, 2], [4, -1], x  - 3 y  - 1213],

                                2      2
    [[76, 39, 30, 7], [3, -1], x  - 5 y  - 1276],

                               2       2
    [[76, 44, 7, 1], [3, -1], x  - 80 y  - 1856],

                                2       2
    [[76, 44, 14, 2], [3, -1], x  - 20 y  - 1856],

                                2      2
    [[76, 44, 28, 4], [3, -1], x  - 5 y  - 1856],

                                2      2
    [[76, 49, 26, 1], [3, -1], x  - 5 y  - 2396],

                                2       2
    [[77, 1, 16, 3], [10, -1], x  - 24 y  + 215],

                                2      2
    [[77, 1, 32, 6], [10, -1], x  - 6 y  + 215],

                                2      2
    [[77, 1, 51, 25], [4, -1], x  - 3 y  + 1874],

                                2      2
    [[77, 3, 45, 29], [3, -1], x  - 5 y  + 4196],

                                2      2
    [[77, 3, 57, 17], [6, -1], x  - 2 y  + 569],

                                2      2
    [[77, 4, 50, 23], [4, -1], x  - 3 y  + 1571],

                              2        2
    [[77, 7, 4, 1], [6, -1], x  - 392 y  + 343],

                              2        2
    [[77, 7, 5, 1], [7, -1], x  - 245 y  + 196],

                              2        2
    [[77, 7, 7, 3], [4, -1], x  - 147 y  + 1274],

                              2       2
    [[77, 7, 8, 2], [6, -1], x  - 98 y  + 343],

                                2       2
    [[77, 7, 13, 1], [12, -1], x  - 35 y  - 14],

                               2      2
    [[77, 7, 28, 7], [6, -1], x  - 8 y  + 343],

                                2      2
    [[77, 7, 29, 1], [16, -1], x  - 7 y  - 42],

                               2      2
    [[77, 7, 35, 7], [7, -1], x  - 5 y  + 196],

                                2      2
    [[77, 7, 49, 21], [4, -1], x  - 3 y  + 1274],

                                2      2
    [[77, 7, 56, 14], [6, -1], x  - 2 y  + 343],

                               2       2
    [[77, 8, 20, 3], [8, -1], x  - 15 y  + 71],

                                2      2
    [[77, 8, 43, 26], [3, -1], x  - 5 y  + 3316],

                                 2      2
    [[77, 10, 48, 19], [4, -1], x  - 3 y  + 983],

                               2        2
    [[77, 11, 5, 1], [6, -1], x  - 242 y  + 121],

                                 2      2
    [[77, 11, 55, 11], [6, -1], x  - 2 y  + 121],

                                 2      2
    [[77, 13, 31, 1], [10, -1], x  - 6 y  - 163],

                                 2      2
    [[77, 13, 41, 23], [3, -1], x  - 5 y  + 2476],

                                 2      2
    [[77, 13, 47, 17], [4, -1], x  - 3 y  + 698],

                                2       2
    [[77, 14, 17, 4], [5, -1], x  - 21 y  + 140],

                                2      2
    [[77, 15, 27, 4], [6, -1], x  - 8 y  - 97],

                                2      2
    [[77, 15, 54, 8], [6, -1], x  - 2 y  - 97],

                                 2      2
    [[77, 16, 46, 15], [4, -1], x  - 3 y  + 419],

                                 2      2
    [[77, 18, 39, 20], [3, -1], x  - 5 y  + 1676],

                                 2      2
    [[77, 19, 45, 13], [4, -1], x  - 3 y  + 146],

                                2      2
    [[77, 19, 53, 5], [6, -1], x  - 2 y  - 311],

                               2        2
    [[77, 22, 4, 1], [4, -1], x  - 363 y  - 121],

                                 2      2
    [[77, 22, 44, 11], [4, -1], x  - 3 y  - 121],

                                2      2
    [[77, 23, 26, 1], [6, -1], x  - 8 y  - 521],

                                 2      2
    [[77, 23, 37, 17], [3, -1], x  - 5 y  + 916],

                                2      2
    [[77, 23, 52, 2], [6, -1], x  - 2 y  - 521],

                                2      2
    [[77, 25, 43, 9], [4, -1], x  - 3 y  - 382],

                               2        2
    [[77, 28, 5, 2], [3, -1], x  - 245 y  + 196],

                               2        2
    [[77, 28, 6, 1], [4, -1], x  - 147 y  - 637],

                                 2      2
    [[77, 28, 35, 14], [3, -1], x  - 5 y  + 196],

                                2      2
    [[77, 28, 42, 7], [4, -1], x  - 3 y  - 637],

                                2      2
    [[77, 31, 41, 5], [4, -1], x  - 3 y  - 886],

                               2        2
    [[77, 33, 3, 1], [3, -1], x  - 605 y  - 484],

                                 2      2
    [[77, 33, 33, 11], [3, -1], x  - 5 y  - 484],

                                2      2
    [[77, 34, 40, 3], [4, -1], x  - 3 y  - 1129],

                                2      2
    [[77, 37, 39, 1], [4, -1], x  - 3 y  - 1366],

                                2      2
    [[77, 38, 31, 8], [3, -1], x  - 5 y  - 1124],

                                2      2
    [[77, 43, 29, 5], [3, -1], x  - 5 y  - 1724],

                                2      2
    [[77, 48, 27, 2], [3, -1], x  - 5 y  - 2284],

                                2       2
    [[78, 2, 23, 15], [3, -1], x  - 20 y  + 4496],

                               2      2
    [[78, 2, 29, 9], [6, -1], x  - 8 y  + 644],

                                2      2
    [[78, 2, 35, 3], [18, -1], x  - 5 y  + 41],

                                2      2
    [[78, 2, 46, 30], [3, -1], x  - 5 y  + 4496],

                                2      2
    [[78, 2, 58, 18], [6, -1], x  - 2 y  + 644],

                              2        2
    [[78, 3, 4, 1], [7, -1], x  - 405 y  + 396],

                               2       2
    [[78, 3, 12, 3], [7, -1], x  - 45 y  + 396],

                               2       2
    [[78, 3, 17, 8], [4, -1], x  - 27 y  + 1719],

                               2      2
    [[78, 3, 36, 9], [7, -1], x  - 5 y  + 396],

                                2      2
    [[78, 3, 51, 24], [4, -1], x  - 3 y  + 1719],

                              2        2
    [[78, 6, 3, 1], [5, -1], x  - 756 y  + 720],

                              2        2
    [[78, 6, 6, 2], [5, -1], x  - 189 y  + 720],

                               2       2
    [[78, 6, 8, 1], [10, -1], x  - 96 y  + 60],

                              2       2
    [[78, 6, 9, 3], [5, -1], x  - 84 y  + 720],

                                2       2
    [[78, 6, 15, 1], [14, -1], x  - 27 y  - 9],

                                2       2
    [[78, 6, 16, 2], [10, -1], x  - 24 y  + 60],

                               2       2
    [[78, 6, 18, 6], [5, -1], x  - 21 y  + 720],

                               2       2
    [[78, 6, 19, 5], [6, -1], x  - 18 y  + 414],

                                2       2
    [[78, 6, 25, 11], [4, -1], x  - 12 y  + 1416],

                                2      2
    [[78, 6, 32, 4], [10, -1], x  - 6 y  + 60],

                                2      2
    [[78, 6, 45, 3], [14, -1], x  - 3 y  - 9],

                                2      2
    [[78, 6, 50, 22], [4, -1], x  - 3 y  + 1416],

                                2      2
    [[78, 6, 57, 15], [6, -1], x  - 2 y  + 414],

                                2      2
    [[78, 7, 44, 27], [3, -1], x  - 5 y  + 3596],

                                2      2
    [[78, 9, 49, 20], [4, -1], x  - 3 y  + 1119],

                                2       2
    [[78, 10, 14, 3], [6, -1], x  - 32 y  + 188],

                                2      2
    [[78, 10, 28, 6], [6, -1], x  - 8 y  + 188],

                                 2      2
    [[78, 10, 56, 12], [6, -1], x  - 2 y  + 188],

                               2        2
    [[78, 12, 7, 4], [3, -1], x  - 180 y  + 2736],

                               2        2
    [[78, 12, 8, 3], [4, -1], x  - 108 y  + 828],

                                2       2
    [[78, 12, 10, 1], [8, -1], x  - 60 y  - 84],

                                2       2
    [[78, 12, 14, 8], [3, -1], x  - 45 y  + 2736],

                                2       2
    [[78, 12, 16, 6], [4, -1], x  - 27 y  + 828],

                                2       2
    [[78, 12, 20, 2], [8, -1], x  - 15 y  - 84],

                                 2       2
    [[78, 12, 21, 12], [3, -1], x  - 20 y  + 2736],

                                2       2
    [[78, 12, 24, 9], [4, -1], x  - 12 y  + 828],

                                 2      2
    [[78, 12, 42, 24], [3, -1], x  - 5 y  + 2736],

                                 2      2
    [[78, 12, 48, 18], [4, -1], x  - 3 y  + 828],

                                2      2
    [[78, 14, 55, 9], [6, -1], x  - 2 y  - 34],

                                 2      2
    [[78, 15, 47, 16], [4, -1], x  - 3 y  + 543],

                                 2      2
    [[78, 17, 40, 21], [3, -1], x  - 5 y  + 1916],

                               2       2
    [[78, 18, 9, 1], [6, -1], x  - 72 y  - 252],

                                2       2
    [[78, 18, 17, 1], [7, -1], x  - 20 y  - 304],

                                2       2
    [[78, 18, 18, 2], [6, -1], x  - 18 y  - 252],

                                2       2
    [[78, 18, 23, 7], [4, -1], x  - 12 y  + 264],

                                2      2
    [[78, 18, 27, 3], [6, -1], x  - 8 y  - 252],

                                2      2
    [[78, 18, 34, 2], [7, -1], x  - 5 y  - 304],

                                 2      2
    [[78, 18, 46, 14], [4, -1], x  - 3 y  + 264],

                                2      2
    [[78, 18, 54, 6], [6, -1], x  - 2 y  - 252],

                                2       2
    [[78, 21, 15, 4], [4, -1], x  - 27 y  - 9],

                                 2      2
    [[78, 21, 45, 12], [4, -1], x  - 3 y  - 9],

                                2       2
    [[78, 22, 19, 9], [3, -1], x  - 20 y  + 1136],

                                 2      2
    [[78, 22, 38, 18], [3, -1], x  - 5 y  + 1136],

                                2      2
    [[78, 22, 53, 3], [6, -1], x  - 2 y  - 466],

                                2       2
    [[78, 24, 22, 5], [4, -1], x  - 12 y  - 276],

                                 2      2
    [[78, 24, 44, 10], [4, -1], x  - 3 y  - 276],

                                2       2
    [[78, 27, 12, 5], [3, -1], x  - 45 y  + 396],

                                2       2
    [[78, 27, 16, 1], [5, -1], x  - 21 y  - 708],

                                 2      2
    [[78, 27, 36, 15], [3, -1], x  - 5 y  + 396],

                                2      2
    [[78, 27, 43, 8], [4, -1], x  - 3 y  - 537],

                               2        2
    [[78, 30, 7, 1], [4, -1], x  - 108 y  - 792],

                                2       2
    [[78, 30, 14, 2], [4, -1], x  - 27 y  - 792],

                                2       2
    [[78, 30, 21, 3], [4, -1], x  - 12 y  - 792],

                                2      2
    [[78, 30, 42, 6], [4, -1], x  - 3 y  - 792],

                                2       2
    [[78, 32, 17, 6], [3, -1], x  - 20 y  - 304],

                                 2      2
    [[78, 32, 34, 12], [3, -1], x  - 5 y  - 304],

                                2      2
    [[78, 33, 41, 4], [4, -1], x  - 3 y  - 1041],

                                2       2
    [[78, 36, 20, 1], [4, -1], x  - 12 y  - 1284],

                                2      2
    [[78, 36, 40, 2], [4, -1], x  - 3 y  - 1284],

                                2      2
    [[78, 37, 32, 9], [3, -1], x  - 5 y  - 964],

                               2        2
    [[78, 42, 5, 1], [3, -1], x  - 180 y  - 1584],

                                2       2
    [[78, 42, 10, 2], [3, -1], x  - 45 y  - 1584],

                                2       2
    [[78, 42, 15, 3], [3, -1], x  - 20 y  - 1584],

                                2      2
    [[78, 42, 30, 6], [3, -1], x  - 5 y  - 1584],

                                2      2
    [[78, 47, 28, 3], [3, -1], x  - 5 y  - 2164],

                               2       2
    [[79, 1, 21, 5], [8, -1], x  - 15 y  + 374],

                                2       2
    [[79, 1, 23, 3], [14, -1], x  - 12 y  + 107],

                                2       2
    [[79, 1, 25, 1], [38, -1], x  - 10 y  + 9],

                                2      2
    [[79, 1, 46, 6], [14, -1], x  - 3 y  + 107],

                                2      2
    [[79, 1, 47, 31], [3, -1], x  - 5 y  + 4804],

                                2      2
    [[79, 1, 59, 19], [6, -1], x  - 2 y  + 721],

                                2       2
    [[79, 2, 10, 1], [16, -1], x  - 63 y  + 59],

                                2      2
    [[79, 2, 30, 3], [16, -1], x  - 7 y  + 59],

                                2      2
    [[79, 2, 52, 25], [4, -1], x  - 3 y  + 1871],

                               2      2
    [[79, 5, 29, 8], [6, -1], x  - 8 y  + 487],

                                2      2
    [[79, 5, 51, 23], [4, -1], x  - 3 y  + 1562],

                                2      2
    [[79, 5, 58, 16], [6, -1], x  - 2 y  + 487],

                                2      2
    [[79, 6, 45, 28], [3, -1], x  - 5 y  + 3884],

                                2      2
    [[79, 8, 50, 21], [4, -1], x  - 3 y  + 1259],

                              2       2
    [[79, 9, 9, 1], [9, -1], x  - 77 y  - 4],

                                2      2
    [[79, 9, 57, 13], [6, -1], x  - 2 y  + 257],

                                 2       2
    [[79, 11, 16, 1], [10, -1], x  - 24 y  - 97],

                                 2      2
    [[79, 11, 32, 2], [10, -1], x  - 6 y  - 97],

                                 2      2
    [[79, 11, 43, 25], [3, -1], x  - 5 y  + 3004],

                                 2      2
    [[79, 11, 49, 19], [4, -1], x  - 3 y  + 962],

                                2      2
    [[79, 13, 28, 5], [6, -1], x  - 8 y  + 31],

                                 2      2
    [[79, 13, 56, 10], [6, -1], x  - 2 y  + 31],

                                2      2
    [[79, 14, 35, 4], [7, -1], x  - 5 y  - 116],

                                 2      2
    [[79, 14, 48, 17], [4, -1], x  - 3 y  + 671],

                                2       2
    [[79, 16, 20, 1], [8, -1], x  - 15 y  - 241],

                                 2      2
    [[79, 16, 41, 22], [3, -1], x  - 5 y  + 2164],

                                 2      2
    [[79, 17, 47, 15], [4, -1], x  - 3 y  + 386],

                                2      2
    [[79, 17, 55, 7], [6, -1], x  - 2 y  - 191],

                                2       2
    [[79, 19, 17, 3], [5, -1], x  - 21 y  - 172],

                                 2      2
    [[79, 20, 46, 13], [4, -1], x  - 3 y  + 107],

                                2      2
    [[79, 21, 27, 2], [6, -1], x  - 8 y  - 409],

                                 2      2
    [[79, 21, 39, 19], [3, -1], x  - 5 y  + 1364],

                                2      2
    [[79, 21, 54, 4], [6, -1], x  - 2 y  - 409],

                                 2      2
    [[79, 23, 45, 11], [4, -1], x  - 3 y  - 166],

                                2      2
    [[79, 25, 53, 1], [6, -1], x  - 2 y  - 623],

                                 2      2
    [[79, 26, 37, 16], [3, -1], x  - 5 y  + 604],

                                2      2
    [[79, 26, 44, 9], [4, -1], x  - 3 y  - 433],

                                2      2
    [[79, 29, 43, 7], [4, -1], x  - 3 y  - 694],

                                 2      2
    [[79, 31, 35, 13], [3, -1], x  - 5 y  - 116],

                                2      2
    [[79, 32, 42, 5], [4, -1], x  - 3 y  - 949],

                                2      2
    [[79, 35, 41, 3], [4, -1], x  - 3 y  - 1198],

                                 2      2
    [[79, 36, 33, 10], [3, -1], x  - 5 y  - 796],

                                2      2
    [[79, 38, 40, 1], [4, -1], x  - 3 y  - 1441],

                                2      2
    [[79, 41, 31, 7], [3, -1], x  - 5 y  - 1436],

                                2      2
    [[79, 46, 29, 4], [3, -1], x  - 5 y  - 2036],

                                2      2
    [[79, 51, 27, 1], [3, -1], x  - 5 y  - 2596],

                                2      2
    [[80, 1, 53, 26], [4, -1], x  - 3 y  + 2027],

                               2       2
    [[80, 4, 13, 6], [4, -1], x  - 48 y  + 1712],

                                2       2
    [[80, 4, 26, 12], [4, -1], x  - 12 y  + 1712],

                                2      2
    [[80, 4, 33, 5], [10, -1], x  - 6 y  + 134],

                                2      2
    [[80, 4, 52, 24], [4, -1], x  - 3 y  + 1712],

                                2      2
    [[80, 4, 59, 17], [6, -1], x  - 2 y  + 562],

                               2       2
    [[80, 5, 21, 4], [8, -1], x  - 15 y  + 215],

                                2      2
    [[80, 5, 46, 29], [3, -1], x  - 5 y  + 4180],

                                2      2
    [[80, 7, 51, 22], [4, -1], x  - 3 y  + 1403],

                                2       2
    [[80, 8, 23, 1], [14, -1], x  - 12 y  - 52],

                               2      2
    [[80, 8, 29, 7], [6, -1], x  - 8 y  + 328],

                                2      2
    [[80, 8, 46, 2], [14, -1], x  - 3 y  - 52],

                                2      2
    [[80, 8, 58, 14], [6, -1], x  - 2 y  + 328],

                               2        2
    [[80, 10, 5, 2], [4, -1], x  - 300 y  + 1100],

                               2        2
    [[80, 10, 6, 1], [7, -1], x  - 180 y  + 80],

                                2       2
    [[80, 10, 10, 4], [4, -1], x  - 75 y  + 1100],

                                2       2
    [[80, 10, 12, 2], [7, -1], x  - 45 y  + 80],

                                2       2
    [[80, 10, 18, 3], [7, -1], x  - 20 y  + 80],

                                 2       2
    [[80, 10, 22, 13], [3, -1], x  - 20 y  + 3280],

                                 2       2
    [[80, 10, 25, 10], [4, -1], x  - 12 y  + 1100],

                                2      2
    [[80, 10, 36, 6], [7, -1], x  - 5 y  + 80],

                                 2      2
    [[80, 10, 44, 26], [3, -1], x  - 5 y  + 3280],

                                 2      2
    [[80, 10, 50, 20], [4, -1], x  - 3 y  + 1100],

                                2       2
    [[80, 11, 18, 5], [5, -1], x  - 21 y  + 404],

                                 2       2
    [[80, 11, 22, 1], [11, -1], x  - 13 y  - 108],

                                 2      2
    [[80, 12, 57, 11], [6, -1], x  - 2 y  + 98],

                                 2      2
    [[80, 13, 49, 18], [4, -1], x  - 3 y  + 803],

                                 2      2
    [[80, 15, 42, 23], [3, -1], x  - 5 y  + 2420],

                               2        2
    [[80, 16, 3, 1], [4, -1], x  - 768 y  + 512],

                               2        2
    [[80, 16, 6, 2], [4, -1], x  - 192 y  + 512],

                               2        2
    [[80, 16, 7, 1], [6, -1], x  - 128 y  - 128],

                                2       2
    [[80, 16, 12, 4], [4, -1], x  - 48 y  + 512],

                                2       2
    [[80, 16, 14, 2], [6, -1], x  - 32 y  - 128],

                                2       2
    [[80, 16, 24, 8], [4, -1], x  - 12 y  + 512],

                                2      2
    [[80, 16, 28, 4], [6, -1], x  - 8 y  - 128],

                                 2      2
    [[80, 16, 48, 16], [4, -1], x  - 3 y  + 512],

                                2      2
    [[80, 16, 56, 8], [6, -1], x  - 2 y  - 128],

                                 2      2
    [[80, 19, 47, 14], [4, -1], x  - 3 y  + 227],

                               2         2
    [[80, 20, 2, 1], [3, -1], x  - 2000 y  + 1600],

                               2        2
    [[80, 20, 4, 2], [3, -1], x  - 500 y  + 1600],

                               2        2
    [[80, 20, 8, 4], [3, -1], x  - 125 y  + 1600],

                                2       2
    [[80, 20, 10, 5], [3, -1], x  - 80 y  + 1600],

                                2       2
    [[80, 20, 11, 1], [6, -1], x  - 50 y  - 350],

                                 2       2
    [[80, 20, 20, 10], [3, -1], x  - 20 y  + 1600],

                                 2      2
    [[80, 20, 40, 20], [3, -1], x  - 5 y  + 1600],

                                2      2
    [[80, 20, 55, 5], [6, -1], x  - 2 y  - 350],

                                2       2
    [[80, 22, 23, 6], [4, -1], x  - 12 y  - 52],

                                 2      2
    [[80, 22, 46, 12], [4, -1], x  - 3 y  - 52],

                                2      2
    [[80, 24, 27, 1], [6, -1], x  - 8 y  - 568],

                                2      2
    [[80, 24, 54, 2], [6, -1], x  - 2 y  - 568],

                               2       2
    [[80, 25, 9, 2], [4, -1], x  - 75 y  - 325],

                                 2      2
    [[80, 25, 38, 17], [3, -1], x  - 5 y  + 820],

                                 2      2
    [[80, 25, 45, 10], [4, -1], x  - 3 y  - 325],

                                2       2
    [[80, 28, 11, 2], [4, -1], x  - 48 y  - 592],

                                2       2
    [[80, 28, 22, 4], [4, -1], x  - 12 y  - 592],

                                2      2
    [[80, 28, 44, 8], [4, -1], x  - 3 y  - 592],

                                2       2
    [[80, 30, 18, 7], [3, -1], x  - 20 y  + 80],

                                 2      2
    [[80, 30, 36, 14], [3, -1], x  - 5 y  + 80],

                                2      2
    [[80, 31, 43, 6], [4, -1], x  - 3 y  - 853],

                                2       2
    [[80, 34, 21, 2], [4, -1], x  - 12 y  - 1108],

                                2      2
    [[80, 34, 42, 4], [4, -1], x  - 3 y  - 1108],

                                 2      2
    [[80, 35, 34, 11], [3, -1], x  - 5 y  - 620],

                                2      2
    [[80, 37, 41, 2], [4, -1], x  - 3 y  - 1357],

                               2        2
    [[80, 40, 4, 1], [3, -1], x  - 320 y  - 1280],

                               2       2
    [[80, 40, 8, 2], [3, -1], x  - 80 y  - 1280],

                                2       2
    [[80, 40, 16, 4], [3, -1], x  - 20 y  - 1280],

                                2      2
    [[80, 40, 32, 8], [3, -1], x  - 5 y  - 1280],

                               2        2
    [[80, 45, 6, 1], [3, -1], x  - 125 y  - 1900],

                                2      2
    [[80, 45, 30, 5], [3, -1], x  - 5 y  - 1900],

                                2       2
    [[80, 50, 14, 1], [3, -1], x  - 20 y  - 2480],

                                2      2
    [[80, 50, 28, 2], [3, -1], x  - 5 y  - 2480],

                               2       2
    [[81, 3, 10, 3], [6, -1], x  - 72 y  + 639],

                               2       2
    [[81, 3, 19, 7], [5, -1], x  - 21 y  + 1020],

                               2       2
    [[81, 3, 20, 6], [6, -1], x  - 18 y  + 639],

                               2      2
    [[81, 3, 30, 9], [6, -1], x  - 8 y  + 639],

                                2      2
    [[81, 3, 47, 5], [14, -1], x  - 3 y  + 66],

                                2      2
    [[81, 3, 53, 25], [4, -1], x  - 3 y  + 1866],

                                2      2
    [[81, 3, 60, 18], [6, -1], x  - 2 y  + 639],

                                2      2
    [[81, 4, 47, 30], [3, -1], x  - 5 y  + 4484],

                               2      2
    [[81, 6, 37, 8], [7, -1], x  - 5 y  + 284],

                                2      2
    [[81, 6, 52, 23], [4, -1], x  - 3 y  + 1551],

                                2      2
    [[81, 7, 59, 15], [6, -1], x  - 2 y  + 401],

                              2        2
    [[81, 9, 5, 3], [3, -1], x  - 405 y  + 3564],

                              2        2
    [[81, 9, 7, 1], [8, -1], x  - 135 y  + 54],

                                2       2
    [[81, 9, 11, 1], [10, -1], x  - 54 y  - 27],

                               2       2
    [[81, 9, 15, 9], [3, -1], x  - 45 y  + 3564],

                               2       2
    [[81, 9, 17, 7], [4, -1], x  - 27 y  + 1242],

                               2       2
    [[81, 9, 21, 3], [8, -1], x  - 15 y  + 54],

                                2      2
    [[81, 9, 33, 3], [10, -1], x  - 6 y  - 27],

                                2      2
    [[81, 9, 45, 27], [3, -1], x  - 5 y  + 3564],

                                2      2
    [[81, 9, 51, 21], [4, -1], x  - 3 y  + 1242],

                                2      2
    [[81, 11, 29, 6], [6, -1], x  - 8 y  + 167],

                                 2      2
    [[81, 11, 58, 12], [6, -1], x  - 2 y  + 167],

                                 2      2
    [[81, 12, 50, 19], [4, -1], x  - 3 y  + 939],

                                 2      2
    [[81, 14, 43, 24], [3, -1], x  - 5 y  + 2684],

                                2       2
    [[81, 15, 19, 3], [6, -1], x  - 18 y  - 63],

                                 2      2
    [[81, 15, 49, 17], [4, -1], x  - 3 y  + 642],

                                2      2
    [[81, 15, 57, 9], [6, -1], x  - 2 y  - 63],

                                2       2
    [[81, 18, 16, 5], [4, -1], x  - 27 y  + 351],

                                 2      2
    [[81, 18, 48, 15], [4, -1], x  - 3 y  + 351],

                                2      2
    [[81, 19, 28, 3], [6, -1], x  - 8 y  - 289],

                                 2      2
    [[81, 19, 41, 21], [3, -1], x  - 5 y  + 1844],

                                2      2
    [[81, 19, 56, 6], [6, -1], x  - 2 y  - 289],

                                2      2
    [[81, 21, 35, 1], [7, -1], x  - 5 y  - 436],

                                 2      2
    [[81, 21, 47, 13], [4, -1], x  - 3 y  + 66],

                                2      2
    [[81, 23, 55, 3], [6, -1], x  - 2 y  - 511],

                                2       2
    [[81, 24, 13, 6], [3, -1], x  - 45 y  + 1044],

                                2       2
    [[81, 24, 17, 2], [5, -1], x  - 21 y  - 492],

                                 2      2
    [[81, 24, 39, 18], [3, -1], x  - 5 y  + 1044],

                                 2      2
    [[81, 24, 46, 11], [4, -1], x  - 3 y  - 213],

                               2        2
    [[81, 27, 5, 1], [4, -1], x  - 243 y  - 486],

                                2       2
    [[81, 27, 15, 3], [4, -1], x  - 27 y  - 486],

                                2      2
    [[81, 27, 45, 9], [4, -1], x  - 3 y  - 486],

                                 2      2
    [[81, 29, 37, 15], [3, -1], x  - 5 y  + 284],

                                2      2
    [[81, 30, 44, 7], [4, -1], x  - 3 y  - 753],

                                2      2
    [[81, 33, 43, 5], [4, -1], x  - 3 y  - 1014],

                                 2      2
    [[81, 34, 35, 12], [3, -1], x  - 5 y  - 436],

                                2       2
    [[81, 36, 14, 1], [4, -1], x  - 27 y  - 1269],

                                2      2
    [[81, 36, 42, 3], [4, -1], x  - 3 y  - 1269],

                                2       2
    [[81, 39, 11, 3], [3, -1], x  - 45 y  - 1116],

                                2      2
    [[81, 39, 33, 9], [3, -1], x  - 5 y  - 1116],

                                2      2
    [[81, 39, 41, 1], [4, -1], x  - 3 y  - 1518],

                                2      2
    [[81, 44, 31, 6], [3, -1], x  - 5 y  - 1756],

                                2      2
    [[81, 49, 29, 3], [3, -1], x  - 5 y  - 2356],

                               2        2
    [[82, 2, 7, 1], [12, -1], x  - 140 y  + 136],

                                2       2
    [[82, 2, 14, 2], [12, -1], x  - 35 y  + 136],

                                2       2
    [[82, 2, 15, 1], [22, -1], x  - 30 y  + 26],

                                2       2
    [[82, 2, 17, 3], [10, -1], x  - 24 y  + 212],

                               2       2
    [[82, 2, 19, 5], [7, -1], x  - 20 y  + 496],

                                2       2
    [[82, 2, 27, 13], [4, -1], x  - 12 y  + 2024],

                                2      2
    [[82, 2, 29, 1], [34, -1], x  - 8 y  + 4],

                                2      2
    [[82, 2, 34, 6], [10, -1], x  - 6 y  + 212],

                                2      2
    [[82, 2, 38, 10], [7, -1], x  - 5 y  + 496],

                                2      2
    [[82, 2, 54, 26], [4, -1], x  - 3 y  + 2024],

                                2      2
    [[82, 2, 58, 2], [34, -1], x  - 2 y  + 4],

                                2      2
    [[82, 2, 61, 19], [6, -1], x  - 2 y  + 718],

                                2      2
    [[82, 3, 48, 31], [3, -1], x  - 5 y  + 4796],

                                2      2
    [[82, 5, 31, 2], [16, -1], x  - 7 y  + 3],

                                2      2
    [[82, 5, 53, 24], [4, -1], x  - 3 y  + 1703],

                               2       2
    [[82, 6, 15, 4], [6, -1], x  - 32 y  + 476],

                               2      2
    [[82, 6, 30, 8], [6, -1], x  - 8 y  + 476],

                                2      2
    [[82, 6, 60, 16], [6, -1], x  - 2 y  + 476],

                                2       2
    [[82, 8, 23, 14], [3, -1], x  - 20 y  + 3856],

                                2       2
    [[82, 8, 26, 11], [4, -1], x  - 12 y  + 1388],

                                2      2
    [[82, 8, 46, 28], [3, -1], x  - 5 y  + 3856],

                                2      2
    [[82, 8, 52, 22], [4, -1], x  - 3 y  + 1388],

                                 2      2
    [[82, 10, 47, 1], [14, -1], x  - 3 y  - 97],

                                 2      2
    [[82, 10, 59, 13], [6, -1], x  - 2 y  + 238],

                                 2      2
    [[82, 11, 51, 20], [4, -1], x  - 3 y  + 1079],

                                2       2
    [[82, 13, 21, 2], [8, -1], x  - 15 y  - 109],

                                 2      2
    [[82, 13, 44, 25], [3, -1], x  - 5 y  + 2956],

                                2       2
    [[82, 14, 25, 9], [4, -1], x  - 12 y  + 776],

                                2      2
    [[82, 14, 29, 5], [6, -1], x  - 8 y  + 4],

                                 2      2
    [[82, 14, 33, 1], [10, -1], x  - 6 y  - 190],

                                 2      2
    [[82, 14, 50, 18], [4, -1], x  - 3 y  + 776],

                                 2      2
    [[82, 14, 58, 10], [6, -1], x  - 2 y  + 4],

                               2       2
    [[82, 16, 9, 2], [5, -1], x  - 84 y  + 80],

                                2       2
    [[82, 16, 18, 4], [5, -1], x  - 21 y  + 80],

                                2       2
    [[82, 17, 12, 1], [7, -1], x  - 45 y  - 244],

    [[82, 17, 36, 3], [7, -1], %4],

                                 2      2
    [[82, 17, 49, 16], [4, -1], x  - 3 y  + 479],

                                 2       2
    [[82, 18, 21, 11], [3, -1], x  - 20 y  + 2096],

                                 2      2
    [[82, 18, 42, 22], [3, -1], x  - 5 y  + 2096],

                                2      2
    [[82, 18, 57, 7], [6, -1], x  - 2 y  - 226],

                                2       2
    [[82, 20, 24, 7], [4, -1], x  - 12 y  + 188],

                                 2      2
    [[82, 20, 48, 14], [4, -1], x  - 3 y  + 188],

                                2       2
    [[82, 22, 14, 1], [6, -1], x  - 32 y  - 452],

                                2      2
    [[82, 22, 28, 2], [6, -1], x  - 8 y  - 452],

                                2      2
    [[82, 22, 56, 4], [6, -1], x  - 2 y  - 452],

                                 2      2
    [[82, 23, 40, 19], [3, -1], x  - 5 y  + 1276],

                                 2      2
    [[82, 23, 47, 12], [4, -1], x  - 3 y  - 97],

                                2       2
    [[82, 26, 23, 5], [4, -1], x  - 12 y  - 376],

                                 2      2
    [[82, 26, 46, 10], [4, -1], x  - 3 y  - 376],

                                2      2
    [[82, 26, 55, 1], [6, -1], x  - 2 y  - 674],

                                2       2
    [[82, 28, 19, 8], [3, -1], x  - 20 y  + 496],

                                 2      2
    [[82, 28, 38, 16], [3, -1], x  - 5 y  + 496],

                                2      2
    [[82, 29, 45, 8], [4, -1], x  - 3 y  - 649],

                                2       2
    [[82, 32, 22, 3], [4, -1], x  - 12 y  - 916],

                                2      2
    [[82, 32, 44, 6], [4, -1], x  - 3 y  - 916],

    [[82, 33, 36, 13], [3, -1], %4],

                                2      2
    [[82, 35, 43, 4], [4, -1], x  - 3 y  - 1177],

                                2       2
    [[82, 38, 17, 5], [3, -1], x  - 20 y  - 944],

                                2       2
    [[82, 38, 21, 1], [4, -1], x  - 12 y  - 1432],

                                 2      2
    [[82, 38, 34, 10], [3, -1], x  - 5 y  - 944],

                                2      2
    [[82, 38, 42, 2], [4, -1], x  - 3 y  - 1432],

                                2      2
    [[82, 43, 32, 7], [3, -1], x  - 5 y  - 1604],

                                2       2
    [[82, 48, 15, 2], [3, -1], x  - 20 y  - 2224],

                                2      2
    [[82, 48, 30, 4], [3, -1], x  - 5 y  - 2224],

                                2      2
    [[82, 53, 28, 1], [3, -1], x  - 5 y  - 2804],

                                2      2
    [[83, 1, 31, 10], [6, -1], x  - 8 y  + 799],

                                2      2
    [[83, 1, 55, 27], [4, -1], x  - 3 y  + 2186],

                                2      2
    [[83, 1, 62, 20], [6, -1], x  - 2 y  + 799],

                               2       2
    [[83, 2, 22, 5], [8, -1], x  - 15 y  + 371],

                                2      2
    [[83, 2, 49, 32], [3, -1], x  - 5 y  + 5116],

                                2      2
    [[83, 4, 54, 25], [4, -1], x  - 3 y  + 1859],

                                2       2
    [[83, 5, 12, 1], [14, -1], x  - 48 y  + 23],

                                2       2
    [[83, 5, 24, 2], [14, -1], x  - 12 y  + 23],

                                2       2
    [[83, 5, 25, 1], [20, -1], x  - 11 y  - 14],

                                2      2
    [[83, 5, 48, 4], [14, -1], x  - 3 y  + 23],

                                2      2
    [[83, 5, 61, 17], [6, -1], x  - 2 y  + 553],

                                2       2
    [[83, 7, 17, 2], [10, -1], x  - 24 y  + 47],

                                2      2
    [[83, 7, 34, 4], [10, -1], x  - 6 y  + 47],

                                2      2
    [[83, 7, 37, 1], [18, -1], x  - 5 y  - 44],

                                2      2
    [[83, 7, 47, 29], [3, -1], x  - 5 y  + 4156],

                                2      2
    [[83, 7, 53, 23], [4, -1], x  - 3 y  + 1538],

                                2       2
    [[83, 8, 14, 1], [12, -1], x  - 35 y  - 29],

                               2       2
    [[83, 8, 19, 6], [5, -1], x  - 21 y  + 692],

                                2       2
    [[83, 8, 23, 2], [11, -1], x  - 13 y  - 12],

                               2      2
    [[83, 9, 30, 7], [6, -1], x  - 8 y  + 311],

                                2      2
    [[83, 9, 60, 14], [6, -1], x  - 2 y  + 311],

                                 2      2
    [[83, 10, 52, 21], [4, -1], x  - 3 y  + 1223],

                                 2      2
    [[83, 12, 45, 26], [3, -1], x  - 5 y  + 3236],

                                2      2
    [[83, 13, 37, 5], [7, -1], x  - 5 y  - 44],

                                 2      2
    [[83, 13, 51, 19], [4, -1], x  - 3 y  + 914],

                                 2      2
    [[83, 13, 59, 11], [6, -1], x  - 2 y  + 73],

                                 2      2
    [[83, 16, 50, 17], [4, -1], x  - 3 y  + 611],

                                2       2
    [[83, 17, 21, 1], [8, -1], x  - 15 y  - 274],

                                2      2
    [[83, 17, 29, 4], [6, -1], x  - 8 y  - 161],

                                 2      2
    [[83, 17, 43, 23], [3, -1], x  - 5 y  + 2356],

                                2      2
    [[83, 17, 58, 8], [6, -1], x  - 2 y  - 161],

                                 2      2
    [[83, 19, 49, 15], [4, -1], x  - 3 y  + 314],

                                2      2
    [[83, 21, 57, 5], [6, -1], x  - 2 y  - 391],

                                 2      2
    [[83, 22, 41, 20], [3, -1], x  - 5 y  + 1516],

                                 2      2
    [[83, 22, 48, 13], [4, -1], x  - 3 y  + 23],

                                2      2
    [[83, 25, 28, 1], [6, -1], x  - 8 y  - 617],

                                 2      2
    [[83, 25, 47, 11], [4, -1], x  - 3 y  - 262],

                                2      2
    [[83, 25, 56, 2], [6, -1], x  - 2 y  - 617],

                                 2      2
    [[83, 27, 39, 17], [3, -1], x  - 5 y  + 716],

                                2      2
    [[83, 28, 46, 9], [4, -1], x  - 3 y  - 541],

                                2       2
    [[83, 29, 17, 1], [5, -1], x  - 21 y  - 820],

                                2      2
    [[83, 31, 45, 7], [4, -1], x  - 3 y  - 814],

                                 2      2
    [[83, 32, 37, 14], [3, -1], x  - 5 y  - 44],

                                2      2
    [[83, 34, 44, 5], [4, -1], x  - 3 y  - 1081],

                                 2      2
    [[83, 37, 35, 11], [3, -1], x  - 5 y  - 764],

                                2      2
    [[83, 37, 43, 3], [4, -1], x  - 3 y  - 1342],

                                2      2
    [[83, 40, 42, 1], [4, -1], x  - 3 y  - 1597],

                                2      2
    [[83, 42, 33, 8], [3, -1], x  - 5 y  - 1444],

                                2      2
    [[83, 47, 31, 5], [3, -1], x  - 5 y  - 2084],

                                2      2
    [[83, 52, 29, 2], [3, -1], x  - 5 y  - 2684],

                                2      2
    [[84, 1, 50, 33], [3, -1], x  - 5 y  + 5444],

                                2      2
    [[84, 3, 55, 26], [4, -1], x  - 3 y  + 2019],

                               2      2
    [[84, 4, 31, 9], [6, -1], x  - 8 y  + 632],

                                2      2
    [[84, 4, 62, 18], [6, -1], x  - 2 y  + 632],

                              2        2
    [[84, 6, 8, 5], [3, -1], x  - 180 y  + 4464],

                              2        2
    [[84, 6, 9, 4], [4, -1], x  - 108 y  + 1692],

                               2       2
    [[84, 6, 11, 2], [8, -1], x  - 60 y  + 204],

                                2       2
    [[84, 6, 16, 10], [3, -1], x  - 45 y  + 4464],

                               2       2
    [[84, 6, 18, 8], [4, -1], x  - 27 y  + 1692],

                               2       2
    [[84, 6, 22, 4], [8, -1], x  - 15 y  + 204],

                                2       2
    [[84, 6, 24, 15], [3, -1], x  - 20 y  + 4464],

                                2       2
    [[84, 6, 27, 12], [4, -1], x  - 12 y  + 1692],

                                2      2
    [[84, 6, 48, 30], [3, -1], x  - 5 y  + 4464],

                                2      2
    [[84, 6, 54, 24], [4, -1], x  - 3 y  + 1692],

                                2      2
    [[84, 8, 61, 15], [6, -1], x  - 2 y  + 386], [[84, 9, 38, 7], [7, -1], %7],

                                2      2
    [[84, 9, 53, 22], [4, -1], x  - 3 y  + 1371],

                                 2      2
    [[84, 11, 46, 27], [3, -1], x  - 5 y  + 3524],

                               2        2
    [[84, 12, 5, 1], [6, -1], x  - 288 y  + 144],

                                2       2
    [[84, 12, 10, 2], [6, -1], x  - 72 y  + 144],

                                2       2
    [[84, 12, 13, 5], [4, -1], x  - 48 y  + 1056],

                                2       2
    [[84, 12, 15, 3], [6, -1], x  - 32 y  + 144],

                                 2       2
    [[84, 12, 17, 1], [10, -1], x  - 24 y  - 120],

                                2       2
    [[84, 12, 20, 4], [6, -1], x  - 18 y  + 144],

                                 2       2
    [[84, 12, 26, 10], [4, -1], x  - 12 y  + 1056],

                                2      2
    [[84, 12, 30, 6], [6, -1], x  - 8 y  + 144],

                                 2      2
    [[84, 12, 34, 2], [10, -1], x  - 6 y  - 120],

                                 2      2
    [[84, 12, 52, 20], [4, -1], x  - 3 y  + 1056],

                                 2      2
    [[84, 12, 60, 12], [6, -1], x  - 2 y  + 144],

                                2       2
    [[84, 15, 17, 6], [4, -1], x  - 27 y  + 747],

                                 2      2
    [[84, 15, 51, 18], [4, -1], x  - 3 y  + 747],

                                2       2
    [[84, 16, 11, 6], [3, -1], x  - 80 y  + 2624],

                                 2       2
    [[84, 16, 22, 12], [3, -1], x  - 20 y  + 2624],

                                 2      2
    [[84, 16, 44, 24], [3, -1], x  - 5 y  + 2624],

                                2      2
    [[84, 16, 59, 9], [6, -1], x  - 2 y  - 94],

                                2       2
    [[84, 18, 25, 8], [4, -1], x  - 12 y  + 444],

                                 2      2
    [[84, 18, 50, 16], [4, -1], x  - 3 y  + 444],

                                2      2
    [[84, 20, 29, 3], [6, -1], x  - 8 y  - 328],

                                2      2
    [[84, 20, 58, 6], [6, -1], x  - 2 y  - 328],

                               2         2
    [[84, 21, 2, 1], [3, -1], x  - 2205 y  + 1764],

                               2        2
    [[84, 21, 6, 1], [5, -1], x  - 189 y  - 252],

                               2        2
    [[84, 21, 6, 3], [3, -1], x  - 245 y  + 1764],

                               2        2
    [[84, 21, 7, 2], [4, -1], x  - 147 y  + 147],

                                2       2
    [[84, 21, 14, 7], [3, -1], x  - 45 y  + 1764],

                                2       2
    [[84, 21, 18, 3], [5, -1], x  - 21 y  - 252],

                                 2      2
    [[84, 21, 42, 21], [3, -1], x  - 5 y  + 1764],

                                 2      2
    [[84, 21, 49, 14], [4, -1], x  - 3 y  + 147],

                               2        2
    [[84, 24, 4, 1], [4, -1], x  - 432 y  - 144],

                               2        2
    [[84, 24, 8, 2], [4, -1], x  - 108 y  - 144],

                                2       2
    [[84, 24, 12, 3], [4, -1], x  - 48 y  - 144],

                                2       2
    [[84, 24, 16, 4], [4, -1], x  - 27 y  - 144],

                                2       2
    [[84, 24, 19, 1], [6, -1], x  - 18 y  - 558],

                                2       2
    [[84, 24, 24, 6], [4, -1], x  - 12 y  - 144],

                                 2      2
    [[84, 24, 48, 12], [4, -1], x  - 3 y  - 144],

                                2      2
    [[84, 24, 57, 3], [6, -1], x  - 2 y  - 558],

                                2       2
    [[84, 26, 20, 9], [3, -1], x  - 20 y  + 944],

                                 2      2
    [[84, 26, 40, 18], [3, -1], x  - 5 y  + 944],

                                 2      2
    [[84, 27, 47, 10], [4, -1], x  - 3 y  - 429],

                                2       2
    [[84, 30, 23, 4], [4, -1], x  - 12 y  - 708],

                                2      2
    [[84, 30, 46, 8], [4, -1], x  - 3 y  - 708],

    [[84, 31, 38, 15], [3, -1], %7],

                                2       2
    [[84, 33, 15, 2], [4, -1], x  - 27 y  - 981],

                                2      2
    [[84, 33, 45, 6], [4, -1], x  - 3 y  - 981],

                               2        2
    [[84, 36, 3, 1], [3, -1], x  - 720 y  - 576],

                               2        2
    [[84, 36, 6, 2], [3, -1], x  - 180 y  - 576],

                               2       2
    [[84, 36, 9, 3], [3, -1], x  - 80 y  - 576],

                                2       2
    [[84, 36, 11, 1], [4, -1], x  - 48 y  - 1248],

                                2       2
    [[84, 36, 12, 4], [3, -1], x  - 45 y  - 576],

                                2       2
    [[84, 36, 18, 6], [3, -1], x  - 20 y  - 576],

                                2       2
    [[84, 36, 22, 2], [4, -1], x  - 12 y  - 1248],

                                 2      2
    [[84, 36, 36, 12], [3, -1], x  - 5 y  - 576],

                                2      2
    [[84, 36, 44, 4], [4, -1], x  - 3 y  - 1248],

                                2      2
    [[84, 39, 43, 2], [4, -1], x  - 3 y  - 1509],

                                2      2
    [[84, 41, 34, 9], [3, -1], x  - 5 y  - 1276],

                                2       2
    [[84, 46, 16, 3], [3, -1], x  - 20 y  - 1936],

                                2      2
    [[84, 46, 32, 6], [3, -1], x  - 5 y  - 1936],

                                2       2
    [[84, 51, 10, 1], [3, -1], x  - 45 y  - 2556],

                                2      2
    [[84, 51, 30, 3], [3, -1], x  - 5 y  - 2556],

                                2      2
    [[85, 2, 56, 27], [4, -1], x  - 3 y  + 2183],

                                2      2
    [[85, 3, 63, 19], [6, -1], x  - 2 y  + 713],

                               2        2
    [[85, 5, 7, 1], [10, -1], x  - 150 y  + 125],

                               2       2
    [[85, 5, 11, 5], [4, -1], x  - 75 y  + 1850],

                               2       2
    [[85, 5, 13, 3], [7, -1], x  - 45 y  + 380],

                                2       2
    [[85, 5, 19, 1], [18, -1], x  - 20 y  - 5],

                                2      2
    [[85, 5, 35, 5], [10, -1], x  - 6 y  + 125],

                                2      2
    [[85, 5, 38, 2], [18, -1], x  - 5 y  - 5],

                               2      2
    [[85, 5, 39, 9], [7, -1], x  - 5 y  + 380],

                                2      2
    [[85, 5, 49, 31], [3, -1], x  - 5 y  + 4780],

                                2      2
    [[85, 5, 55, 25], [4, -1], x  - 3 y  + 1850],

                               2      2
    [[85, 7, 31, 8], [6, -1], x  - 8 y  + 463],

                                2      2
    [[85, 7, 49, 3], [14, -1], x  - 3 y  - 22],

                                2      2
    [[85, 7, 62, 16], [6, -1], x  - 2 y  + 463],

                                2      2
    [[85, 8, 32, 1], [16, -1], x  - 7 y  - 57],

                                2      2
    [[85, 8, 54, 23], [4, -1], x  - 3 y  + 1523],

                                2       2
    [[85, 10, 22, 3], [8, -1], x  - 15 y  + 35],

                                 2      2
    [[85, 10, 47, 28], [3, -1], x  - 5 y  + 3820],

                                 2      2
    [[85, 11, 53, 21], [4, -1], x  - 3 y  + 1202],

                                 2      2
    [[85, 11, 61, 13], [6, -1], x  - 2 y  + 217],

                                2       2
    [[85, 13, 19, 5], [5, -1], x  - 21 y  + 356],

                                 2      2
    [[85, 14, 52, 19], [4, -1], x  - 3 y  + 887],

                               2        2
    [[85, 15, 6, 1], [6, -1], x  - 200 y  - 25],

                               2        2
    [[85, 15, 9, 5], [3, -1], x  - 125 y  + 2900],

                                2       2
    [[85, 15, 12, 2], [6, -1], x  - 50 y  - 25],

                                2      2
    [[85, 15, 30, 5], [6, -1], x  - 8 y  - 25],

                                 2      2
    [[85, 15, 45, 25], [3, -1], x  - 5 y  + 2900],

                                 2      2
    [[85, 15, 60, 10], [6, -1], x  - 2 y  - 25],

                               2        2
    [[85, 17, 3, 1], [4, -1], x  - 867 y  + 578],

                                 2      2
    [[85, 17, 51, 17], [4, -1], x  - 3 y  + 578],

                                2      2
    [[85, 19, 59, 7], [6, -1], x  - 2 y  - 263],

                                2       2
    [[85, 20, 10, 3], [4, -1], x  - 75 y  + 275],

                                2      2
    [[85, 20, 37, 2], [7, -1], x  - 5 y  - 380],

                                 2      2
    [[85, 20, 43, 22], [3, -1], x  - 5 y  + 2020],

                                 2      2
    [[85, 20, 50, 15], [4, -1], x  - 3 y  + 275],

                                2      2
    [[85, 23, 29, 2], [6, -1], x  - 8 y  - 497],

                                 2      2
    [[85, 23, 49, 13], [4, -1], x  - 3 y  - 22],

                                2      2
    [[85, 23, 58, 4], [6, -1], x  - 2 y  - 497],

                                 2      2
    [[85, 25, 41, 19], [3, -1], x  - 5 y  + 1180],

                                 2      2
    [[85, 26, 48, 11], [4, -1], x  - 3 y  - 313],

                                2      2
    [[85, 27, 57, 1], [6, -1], x  - 2 y  - 727],

                                2      2
    [[85, 29, 47, 9], [4, -1], x  - 3 y  - 598],

                                 2      2
    [[85, 30, 39, 16], [3, -1], x  - 5 y  + 380],

                                2      2
    [[85, 32, 46, 7], [4, -1], x  - 3 y  - 877],

                               2       2
    [[85, 35, 9, 1], [4, -1], x  - 75 y  - 1150],

                                 2      2
    [[85, 35, 37, 13], [3, -1], x  - 5 y  - 380],

                                2      2
    [[85, 35, 45, 5], [4, -1], x  - 3 y  - 1150],

                                2      2
    [[85, 38, 44, 3], [4, -1], x  - 3 y  - 1417],

                               2        2
    [[85, 40, 7, 2], [3, -1], x  - 125 y  - 1100],

                                 2      2
    [[85, 40, 35, 10], [3, -1], x  - 5 y  - 1100],

                                2      2
    [[85, 41, 43, 1], [4, -1], x  - 3 y  - 1678],

                                2      2
    [[85, 45, 33, 7], [3, -1], x  - 5 y  - 1780],

                                2      2
    [[85, 50, 31, 4], [3, -1], x  - 5 y  - 2420],

                                2      2
    [[85, 55, 29, 1], [3, -1], x  - 5 y  - 3020],

                                2       2
    [[86, 1, 16, 1], [27, -1], x  - 29 y  + 28],

                                2      2
    [[86, 1, 40, 11], [7, -1], x  - 5 y  + 604],

                                2      2
    [[86, 1, 57, 28], [4, -1], x  - 3 y  + 2351],

                              2        2
    [[86, 2, 5, 1], [9, -1], x  - 308 y  + 304],

                               2       2
    [[86, 2, 10, 2], [9, -1], x  - 77 y  + 304],

                                2       2
    [[86, 2, 13, 1], [20, -1], x  - 44 y  + 40],

                               2       2
    [[86, 2, 16, 5], [6, -1], x  - 32 y  + 796],

                                2       2
    [[86, 2, 23, 1], [30, -1], x  - 14 y  + 10],

                                2       2
    [[86, 2, 25, 3], [14, -1], x  - 12 y  + 104],

                                2       2
    [[86, 2, 26, 2], [20, -1], x  - 11 y  + 40],

                                2      2
    [[86, 2, 32, 10], [6, -1], x  - 8 y  + 796],

                                2      2
    [[86, 2, 50, 6], [14, -1], x  - 3 y  + 104],

                                2      2
    [[86, 2, 64, 20], [6, -1], x  - 2 y  + 796],

                                2       2
    [[86, 4, 25, 16], [3, -1], x  - 20 y  + 5104],

                                2       2
    [[86, 4, 28, 13], [4, -1], x  - 12 y  + 2012],

                                2      2
    [[86, 4, 50, 32], [3, -1], x  - 5 y  + 5104],

                                2      2
    [[86, 4, 56, 26], [4, -1], x  - 3 y  + 2012],

                               2        2
    [[86, 5, 8, 1], [11, -1], x  - 117 y  + 92],

                               2       2
    [[86, 5, 20, 7], [5, -1], x  - 21 y  + 1004],

                                2       2
    [[86, 5, 24, 3], [11, -1], x  - 13 y  + 92],

                                2      2
    [[86, 6, 63, 17], [6, -1], x  - 2 y  + 542],

                                2      2
    [[86, 7, 55, 24], [4, -1], x  - 3 y  + 1679],

                                2      2
    [[86, 9, 48, 29], [3, -1], x  - 5 y  + 4124],

                                 2       2
    [[86, 10, 27, 11], [4, -1], x  - 12 y  + 1352],

                                2      2
    [[86, 10, 31, 7], [6, -1], x  - 8 y  + 292],

                                 2      2
    [[86, 10, 35, 3], [10, -1], x  - 6 y  - 46],

                                 2      2
    [[86, 10, 54, 22], [4, -1], x  - 3 y  + 1352],

                                 2      2
    [[86, 10, 62, 14], [6, -1], x  - 2 y  + 292],

                                 2      2
    [[86, 13, 53, 20], [4, -1], x  - 3 y  + 1031],

                                2       2
    [[86, 14, 11, 1], [8, -1], x  - 60 y  - 136],

                                2       2
    [[86, 14, 22, 2], [8, -1], x  - 15 y  - 136],

                                 2       2
    [[86, 14, 23, 13], [3, -1], x  - 20 y  + 3184],

                                 2      2
    [[86, 14, 46, 26], [3, -1], x  - 5 y  + 3184],

                                 2      2
    [[86, 14, 61, 11], [6, -1], x  - 2 y  + 46],

                                2       2
    [[86, 16, 19, 2], [7, -1], x  - 20 y  - 176],

                                2       2
    [[86, 16, 26, 9], [4, -1], x  - 12 y  + 716],

                                2      2
    [[86, 16, 38, 4], [7, -1], x  - 5 y  - 176],

                                 2      2
    [[86, 16, 52, 18], [4, -1], x  - 3 y  + 716],

                                2       2
    [[86, 18, 15, 2], [6, -1], x  - 32 y  - 196],

                                2      2
    [[86, 18, 30, 4], [6, -1], x  - 8 y  - 196],

                                2      2
    [[86, 18, 60, 8], [6, -1], x  - 2 y  - 196],

                                 2      2
    [[86, 19, 44, 23], [3, -1], x  - 5 y  + 2284],

                                 2      2
    [[86, 19, 51, 16], [4, -1], x  - 3 y  + 407],

                                2       2
    [[86, 22, 25, 7], [4, -1], x  - 12 y  + 104],

                                 2      2
    [[86, 22, 50, 14], [4, -1], x  - 3 y  + 104],

                                2      2
    [[86, 22, 59, 5], [6, -1], x  - 2 y  - 434],

                                 2       2
    [[86, 24, 21, 10], [3, -1], x  - 20 y  + 1424],

                                 2      2
    [[86, 24, 42, 20], [3, -1], x  - 5 y  + 1424],

                                 2      2
    [[86, 25, 49, 12], [4, -1], x  - 3 y  - 193],

                               2       2
    [[86, 26, 9, 1], [5, -1], x  - 84 y  - 592],

                                2       2
    [[86, 26, 18, 2], [5, -1], x  - 21 y  - 592],

                                2      2
    [[86, 26, 29, 1], [6, -1], x  - 8 y  - 668],

                                2      2
    [[86, 26, 58, 2], [6, -1], x  - 2 y  - 668],

                                2       2
    [[86, 28, 24, 5], [4, -1], x  - 12 y  - 484],

                                 2      2
    [[86, 28, 48, 10], [4, -1], x  - 3 y  - 484],

                                 2      2
    [[86, 29, 40, 17], [3, -1], x  - 5 y  + 604],

                                2      2
    [[86, 31, 47, 8], [4, -1], x  - 3 y  - 769],

                                2       2
    [[86, 34, 19, 7], [3, -1], x  - 20 y  - 176],

                                2       2
    [[86, 34, 23, 3], [4, -1], x  - 12 y  - 1048],

                                 2      2
    [[86, 34, 38, 14], [3, -1], x  - 5 y  - 176],

                                2      2
    [[86, 34, 46, 6], [4, -1], x  - 3 y  - 1048],

                                2      2
    [[86, 37, 45, 4], [4, -1], x  - 3 y  - 1321],

                                 2      2
    [[86, 39, 36, 11], [3, -1], x  - 5 y  - 916],

                                2       2
    [[86, 40, 22, 1], [4, -1], x  - 12 y  - 1588],

                                2      2
    [[86, 40, 44, 2], [4, -1], x  - 3 y  - 1588],

                                2       2
    [[86, 44, 17, 4], [3, -1], x  - 20 y  - 1616],

                                2      2
    [[86, 44, 34, 8], [3, -1], x  - 5 y  - 1616],

                                2      2
    [[86, 49, 32, 5], [3, -1], x  - 5 y  - 2276],

                                2       2
    [[86, 54, 15, 1], [3, -1], x  - 20 y  - 2896],

                                2      2
    [[86, 54, 30, 2], [3, -1], x  - 5 y  - 2896],

                                2      2
    [[87, 1, 65, 21], [6, -1], x  - 2 y  + 881],

                               2        2
    [[87, 3, 6, 1], [10, -1], x  - 216 y  + 207],

                                2       2
    [[87, 3, 11, 1], [16, -1], x  - 63 y  + 54],

                                2       2
    [[87, 3, 12, 2], [10, -1], x  - 54 y  + 207],

    [[87, 3, 13, 1], [18, -1], %6],

                                2       2
    [[87, 3, 17, 11], [3, -1], x  - 45 y  + 5436],

                                2       2
    [[87, 3, 18, 3], [10, -1], x  - 24 y  + 207],

                                2       2
    [[87, 3, 19, 1], [23, -1], x  - 21 y  + 12],

                               2       2
    [[87, 3, 19, 9], [4, -1], x  - 27 y  + 2178],

                               2       2
    [[87, 3, 23, 5], [8, -1], x  - 15 y  + 366],

                                2      2
    [[87, 3, 33, 3], [16, -1], x  - 7 y  + 54],

                                2      2
    [[87, 3, 36, 6], [10, -1], x  - 6 y  + 207],

                                2      2
    [[87, 3, 39, 3], [18, -1], x  - 5 y  + 36],

                                2      2
    [[87, 3, 51, 33], [3, -1], x  - 5 y  + 5436],

                                2      2
    [[87, 3, 57, 27], [4, -1], x  - 3 y  + 2178],

                               2      2
    [[87, 5, 32, 9], [6, -1], x  - 8 y  + 623],

                                2      2
    [[87, 5, 64, 18], [6, -1], x  - 2 y  + 623],

                                2      2
    [[87, 6, 56, 25], [4, -1], x  - 3 y  + 1839],

                                2      2
    [[87, 8, 49, 30], [3, -1], x  - 5 y  + 4436],

                               2       2
    [[87, 9, 21, 5], [6, -1], x  - 18 y  + 369],

                                2       2
    [[87, 9, 25, 1], [14, -1], x  - 12 y  - 69],

                                2      2
    [[87, 9, 50, 2], [14, -1], x  - 3 y  - 69],

                                2      2
    [[87, 9, 55, 23], [4, -1], x  - 3 y  + 1506],

                                2      2
    [[87, 9, 63, 15], [6, -1], x  - 2 y  + 369], [[87, 12, 13, 2], [7, -1], %6],

                                2       2
    [[87, 12, 18, 7], [4, -1], x  - 27 y  + 1179],

                                2      2
    [[87, 12, 39, 6], [7, -1], x  - 5 y  + 36],

                                 2      2
    [[87, 12, 54, 21], [4, -1], x  - 3 y  + 1179],

                                2      2
    [[87, 13, 31, 6], [6, -1], x  - 8 y  + 119],

                                 2      2
    [[87, 13, 47, 27], [3, -1], x  - 5 y  + 3476],

                                 2      2
    [[87, 13, 62, 12], [6, -1], x  - 2 y  + 119],

                                 2      2
    [[87, 15, 35, 1], [10, -1], x  - 6 y  - 219],

                                 2      2
    [[87, 15, 53, 19], [4, -1], x  - 3 y  + 858],

                                2      2
    [[87, 17, 61, 9], [6, -1], x  - 2 y  - 127],

                                2       2
    [[87, 18, 15, 8], [3, -1], x  - 45 y  + 2556],

                                2       2
    [[87, 18, 19, 4], [5, -1], x  - 21 y  + 12],

                                2       2
    [[87, 18, 22, 1], [8, -1], x  - 15 y  - 309],

                                 2      2
    [[87, 18, 45, 24], [3, -1], x  - 5 y  + 2556],

                                 2      2
    [[87, 18, 52, 17], [4, -1], x  - 3 y  + 543],

                                2       2
    [[87, 21, 10, 1], [6, -1], x  - 72 y  - 369],

                                2       2
    [[87, 21, 17, 5], [4, -1], x  - 27 y  + 234],

                                2       2
    [[87, 21, 20, 2], [6, -1], x  - 18 y  - 369],

                                2      2
    [[87, 21, 30, 3], [6, -1], x  - 8 y  - 369],

                                 2      2
    [[87, 21, 51, 15], [4, -1], x  - 3 y  + 234],

                                2      2
    [[87, 21, 60, 6], [6, -1], x  - 2 y  - 369],

                                 2      2
    [[87, 23, 43, 21], [3, -1], x  - 5 y  + 1676],

                                 2      2
    [[87, 24, 50, 13], [4, -1], x  - 3 y  - 69],

                                2      2
    [[87, 25, 59, 3], [6, -1], x  - 2 y  - 607],

                                 2      2
    [[87, 27, 49, 11], [4, -1], x  - 3 y  - 366],

                                 2      2
    [[87, 28, 41, 18], [3, -1], x  - 5 y  + 836],

                                2       2
    [[87, 30, 16, 3], [4, -1], x  - 27 y  - 657],

                                2      2
    [[87, 30, 48, 9], [4, -1], x  - 3 y  - 657], [[87, 33, 13, 5], [3, -1], %6],

                                 2      2
    [[87, 33, 39, 15], [3, -1], x  - 5 y  + 36],

                                2      2
    [[87, 33, 47, 7], [4, -1], x  - 3 y  - 942],

                                2      2
    [[87, 36, 46, 5], [4, -1], x  - 3 y  - 1221],

                                 2      2
    [[87, 38, 37, 12], [3, -1], x  - 5 y  - 724],

                                2       2
    [[87, 39, 15, 1], [4, -1], x  - 27 y  - 1494],

                                2      2
    [[87, 39, 45, 3], [4, -1], x  - 3 y  - 1494],

                                2      2
    [[87, 42, 44, 1], [4, -1], x  - 3 y  - 1761],

                                2      2
    [[87, 43, 35, 9], [3, -1], x  - 5 y  - 1444],

                                2       2
    [[87, 48, 11, 2], [3, -1], x  - 45 y  - 2124],

                                2      2
    [[87, 48, 33, 6], [3, -1], x  - 5 y  - 2124],

                                2      2
    [[87, 53, 31, 3], [3, -1], x  - 5 y  - 2764],

                                2       2
    [[88, 2, 26, 17], [3, -1], x  - 20 y  + 5776],

                                2       2
    [[88, 2, 29, 14], [4, -1], x  - 12 y  + 2348],

                                2      2
    [[88, 2, 52, 34], [3, -1], x  - 5 y  + 5776],

                                2      2
    [[88, 2, 58, 28], [4, -1], x  - 3 y  + 2348],

                                2       2
    [[88, 3, 15, 2], [12, -1], x  - 35 y  + 131],

                                                                2      2
    [[88, 4, 51, 5], [14, -1], %5], [[88, 4, 65, 19], [6, -1], x  - 2 y  + 706],

                                2      2
    [[88, 5, 57, 26], [4, -1], x  - 3 y  + 2003],

                               2       2
    [[88, 7, 23, 4], [8, -1], x  - 15 y  + 191],

                                2      2
    [[88, 7, 50, 31], [3, -1], x  - 5 y  + 4756],

                              2        2
    [[88, 8, 4, 1], [6, -1], x  - 512 y  + 448],

                              2        2
    [[88, 8, 5, 1], [7, -1], x  - 320 y  + 256],

                              2        2
    [[88, 8, 7, 3], [4, -1], x  - 192 y  + 1664],

                              2        2
    [[88, 8, 8, 2], [6, -1], x  - 128 y  + 448],

                               2       2
    [[88, 8, 9, 1], [10, -1], x  - 96 y  + 32],

                               2       2
    [[88, 8, 10, 2], [7, -1], x  - 80 y  + 256],

                               2       2
    [[88, 8, 14, 6], [4, -1], x  - 48 y  + 1664],

                               2       2
    [[88, 8, 16, 4], [6, -1], x  - 32 y  + 448],

                                2       2
    [[88, 8, 18, 2], [10, -1], x  - 24 y  + 32],

                               2       2
    [[88, 8, 20, 4], [7, -1], x  - 20 y  + 256],

                                2       2
    [[88, 8, 28, 12], [4, -1], x  - 12 y  + 1664],

                               2      2
    [[88, 8, 32, 8], [6, -1], x  - 8 y  + 448],

                                2      2
    [[88, 8, 36, 4], [10, -1], x  - 6 y  + 32],

                               2      2
    [[88, 8, 40, 8], [7, -1], x  - 5 y  + 256],

                                2      2
    [[88, 8, 56, 24], [4, -1], x  - 3 y  + 1664],

                                2      2
    [[88, 8, 64, 16], [6, -1], x  - 2 y  + 448],

                                2       2
    [[88, 10, 10, 3], [5, -1], x  - 84 y  + 656],

                                2       2
    [[88, 10, 20, 6], [5, -1], x  - 21 y  + 656],

                               2        2
    [[88, 11, 5, 2], [4, -1], x  - 363 y  + 1331],

                                2       2
    [[88, 11, 10, 1], [9, -1], x  - 77 y  - 44],

                                 2      2
    [[88, 11, 55, 22], [4, -1], x  - 3 y  + 1331],

                                2       2
    [[88, 12, 12, 7], [3, -1], x  - 80 y  + 3776],

                                 2       2
    [[88, 12, 24, 14], [3, -1], x  - 20 y  + 3776],

                                 2      2
    [[88, 12, 48, 28], [3, -1], x  - 5 y  + 3776],

                                 2      2
    [[88, 12, 63, 13], [6, -1], x  - 2 y  + 194],

                                 2       2
    [[88, 14, 27, 10], [4, -1], x  - 12 y  + 1004],

                                 2      2
    [[88, 14, 54, 20], [4, -1], x  - 3 y  + 1004],

                                2      2
    [[88, 16, 31, 5], [6, -1], x  - 8 y  - 56],

                                 2      2
    [[88, 16, 62, 10], [6, -1], x  - 2 y  - 56],

                                 2      2
    [[88, 17, 46, 25], [3, -1], x  - 5 y  + 2836],

                                 2      2
    [[88, 17, 53, 18], [4, -1], x  - 3 y  + 683],

                                2       2
    [[88, 20, 13, 4], [4, -1], x  - 48 y  + 368],

                                2       2
    [[88, 20, 26, 8], [4, -1], x  - 12 y  + 368],

                                 2      2
    [[88, 20, 52, 16], [4, -1], x  - 3 y  + 368],

                                2      2
    [[88, 20, 61, 7], [6, -1], x  - 2 y  - 302],

                               2         2
    [[88, 22, 2, 1], [3, -1], x  - 2420 y  + 1936],

                               2        2
    [[88, 22, 4, 2], [3, -1], x  - 605 y  + 1936],

                                 2       2
    [[88, 22, 22, 11], [3, -1], x  - 20 y  + 1936],

                                 2      2
    [[88, 22, 44, 22], [3, -1], x  - 5 y  + 1936],

                                2      2
    [[88, 23, 38, 1], [7, -1], x  - 5 y  - 524],

    [[88, 23, 51, 14], [4, -1], %5],

                                2       2
    [[88, 24, 15, 1], [6, -1], x  - 32 y  - 544],

                                2      2
    [[88, 24, 30, 2], [6, -1], x  - 8 y  - 544],

                                2      2
    [[88, 24, 60, 4], [6, -1], x  - 2 y  - 544],

                                2       2
    [[88, 26, 25, 6], [4, -1], x  - 12 y  - 244],

                                 2      2
    [[88, 26, 50, 12], [4, -1], x  - 3 y  - 244],

                                 2      2
    [[88, 27, 42, 19], [3, -1], x  - 5 y  + 1076],

                                2      2
    [[88, 28, 59, 1], [6, -1], x  - 2 y  - 782],

                                 2      2
    [[88, 29, 49, 10], [4, -1], x  - 3 y  - 541],

                                2       2
    [[88, 31, 18, 1], [5, -1], x  - 21 y  - 940],

                               2        2
    [[88, 32, 5, 2], [3, -1], x  - 320 y  + 256],

                               2        2
    [[88, 32, 6, 1], [4, -1], x  - 192 y  - 832],

                                2       2
    [[88, 32, 10, 4], [3, -1], x  - 80 y  + 256],

                                2       2
    [[88, 32, 12, 2], [4, -1], x  - 48 y  - 832],

                                2       2
    [[88, 32, 20, 8], [3, -1], x  - 20 y  + 256],

                                2       2
    [[88, 32, 24, 4], [4, -1], x  - 12 y  - 832],

                                 2      2
    [[88, 32, 40, 16], [3, -1], x  - 5 y  + 256],

                                2      2
    [[88, 32, 48, 8], [4, -1], x  - 3 y  - 832],

                                2      2
    [[88, 35, 47, 6], [4, -1], x  - 3 y  - 1117],

                                 2      2
    [[88, 37, 38, 13], [3, -1], x  - 5 y  - 524],

                                2       2
    [[88, 38, 23, 2], [4, -1], x  - 12 y  - 1396],

                                2      2
    [[88, 38, 46, 4], [4, -1], x  - 3 y  - 1396],

                                2      2
    [[88, 41, 45, 2], [4, -1], x  - 3 y  - 1669],

                                2       2
    [[88, 42, 18, 5], [3, -1], x  - 20 y  - 1264],

                                 2      2
    [[88, 42, 36, 10], [3, -1], x  - 5 y  - 1264],

                                2      2
    [[88, 47, 34, 7], [3, -1], x  - 5 y  - 1964],

                               2       2
    [[88, 52, 8, 1], [3, -1], x  - 80 y  - 2624],

                                2       2
    [[88, 52, 16, 2], [3, -1], x  - 20 y  - 2624],

                                2      2
    [[88, 52, 32, 4], [3, -1], x  - 5 y  - 2624],

                                2      2
    [[88, 57, 30, 1], [3, -1], x  - 5 y  - 3244],

                               2        2
    [[89, 1, 7, 1], [13, -1], x  - 165 y  + 164],

                                2       2
    [[89, 1, 10, 1], [18, -1], x  - 80 y  + 79],

                                2       2
    [[89, 1, 20, 2], [18, -1], x  - 20 y  + 79],

                                2       2
    [[89, 1, 21, 1], [34, -1], x  - 18 y  + 17],

                                2      2
    [[89, 1, 37, 7], [10, -1], x  - 6 y  + 293],

                                2      2
    [[89, 1, 40, 4], [18, -1], x  - 5 y  + 79],

                                2      2
    [[89, 1, 53, 35], [3, -1], x  - 5 y  + 6124],

                                2      2
    [[89, 1, 59, 29], [4, -1], x  - 3 y  + 2522],

                                2      2
    [[89, 1, 63, 3], [34, -1], x  - 2 y  + 17],

                               2       2
    [[89, 2, 21, 8], [5, -1], x  - 21 y  + 1340],

                                2       2
    [[89, 2, 25, 4], [11, -1], x  - 13 y  + 204],

                                2      2
    [[89, 3, 33, 10], [6, -1], x  - 8 y  + 791],

                                2      2
    [[89, 3, 66, 20], [6, -1], x  - 2 y  + 791],

                                2      2
    [[89, 4, 41, 10], [7, -1], x  - 5 y  + 484],

                                2      2
    [[89, 4, 58, 27], [4, -1], x  - 3 y  + 2171],

                                2      2
    [[89, 6, 51, 32], [3, -1], x  - 5 y  + 5084],

                                2      2
    [[89, 7, 57, 25], [4, -1], x  - 3 y  + 1826],

                                2      2
    [[89, 7, 65, 17], [6, -1], x  - 2 y  + 529],

                                2       2
    [[89, 9, 15, 1], [12, -1], x  - 35 y  - 46],

                                 2      2
    [[89, 10, 56, 23], [4, -1], x  - 3 y  + 1487],

                                2       2
    [[89, 11, 23, 3], [8, -1], x  - 15 y  + 14],

                                2      2
    [[89, 11, 32, 7], [6, -1], x  - 8 y  + 271],

                                 2      2
    [[89, 11, 49, 29], [3, -1], x  - 5 y  + 4084],

                                 2      2
    [[89, 11, 51, 1], [14, -1], x  - 3 y  - 118],

                                 2      2
    [[89, 11, 64, 14], [6, -1], x  - 2 y  + 271],

                                 2       2
    [[89, 13, 18, 1], [10, -1], x  - 24 y  - 145],

                                 2      2
    [[89, 13, 36, 2], [10, -1], x  - 6 y  - 145],

                                 2      2
    [[89, 13, 55, 21], [4, -1], x  - 3 y  + 1154],

                                 2      2
    [[89, 15, 63, 11], [6, -1], x  - 2 y  + 17],

                                 2      2
    [[89, 16, 47, 26], [3, -1], x  - 5 y  + 3124],

                                 2      2
    [[89, 16, 54, 19], [4, -1], x  - 3 y  + 827],

                                2       2
    [[89, 19, 13, 1], [7, -1], x  - 45 y  - 316],

                                2      2
    [[89, 19, 31, 4], [6, -1], x  - 8 y  - 233],

                                2      2
    [[89, 19, 39, 3], [7, -1], x  - 5 y  - 316],

                                 2      2
    [[89, 19, 53, 17], [4, -1], x  - 3 y  + 506],

                                2      2
    [[89, 19, 62, 8], [6, -1], x  - 2 y  - 233],

                                 2      2
    [[89, 21, 45, 23], [3, -1], x  - 5 y  + 2204],

                                 2      2
    [[89, 22, 52, 15], [4, -1], x  - 3 y  + 191],

                                2       2
    [[89, 23, 19, 3], [5, -1], x  - 21 y  - 340],

                                2      2
    [[89, 23, 61, 5], [6, -1], x  - 2 y  - 479],

                                 2      2
    [[89, 25, 51, 13], [4, -1], x  - 3 y  - 118],

                                 2      2
    [[89, 26, 43, 20], [3, -1], x  - 5 y  + 1324],

                                2      2
    [[89, 27, 30, 1], [6, -1], x  - 8 y  - 721],

                                2      2
    [[89, 27, 60, 2], [6, -1], x  - 2 y  - 721],

                                 2      2
    [[89, 28, 50, 11], [4, -1], x  - 3 y  - 421],

                                 2      2
    [[89, 31, 41, 17], [3, -1], x  - 5 y  + 484],

                                2      2
    [[89, 31, 49, 9], [4, -1], x  - 3 y  - 718],

                                2      2
    [[89, 34, 48, 7], [4, -1], x  - 3 y  - 1009],

                                 2      2
    [[89, 36, 39, 14], [3, -1], x  - 5 y  - 316],

                                2      2
    [[89, 37, 47, 5], [4, -1], x  - 3 y  - 1294],

                                2      2
    [[89, 40, 46, 3], [4, -1], x  - 3 y  - 1573],

                                 2      2
    [[89, 41, 37, 11], [3, -1], x  - 5 y  - 1076],

                                2      2
    [[89, 43, 45, 1], [4, -1], x  - 3 y  - 1846],

                                2      2
    [[89, 46, 35, 8], [3, -1], x  - 5 y  - 1796],

                                2      2
    [[89, 51, 33, 5], [3, -1], x  - 5 y  - 2476],

                                2      2
    [[89, 56, 31, 2], [3, -1], x  - 5 y  - 3116],

                                2      2
    [[90, 2, 67, 21], [6, -1], x  - 2 y  + 878],

                                2      2
    [[90, 3, 59, 28], [4, -1], x  - 3 y  + 2343],

                                2      2
    [[90, 5, 52, 33], [3, -1], x  - 5 y  + 5420],

                               2       2
    [[90, 6, 11, 3], [6, -1], x  - 72 y  + 612],

                                2       2
    [[90, 6, 13, 1], [14, -1], x  - 48 y  + 12],

                                2       2
    [[90, 6, 17, 1], [16, -1], x  - 28 y  - 8],

                               2       2
    [[90, 6, 22, 6], [6, -1], x  - 18 y  + 612],

                                2       2
    [[90, 6, 26, 2], [14, -1], x  - 12 y  + 12],

                                2       2
    [[90, 6, 29, 13], [4, -1], x  - 12 y  + 1992],

                               2      2
    [[90, 6, 33, 9], [6, -1], x  - 8 y  + 612],

                                2      2
    [[90, 6, 34, 2], [16, -1], x  - 7 y  - 8],

                                2      2
    [[90, 6, 37, 5], [10, -1], x  - 6 y  + 114],

                                2      2
    [[90, 6, 52, 4], [14, -1], x  - 3 y  + 12],

                                2      2
    [[90, 6, 58, 26], [4, -1], x  - 3 y  + 1992],

                                2      2
    [[90, 6, 66, 18], [6, -1], x  - 2 y  + 612],

                               2       2
    [[90, 9, 19, 8], [4, -1], x  - 27 y  + 1647],

                                2      2
    [[90, 9, 57, 24], [4, -1], x  - 3 y  + 1647],

                               2        2
    [[90, 10, 5, 3], [3, -1], x  - 500 y  + 4400],

                                2        2
    [[90, 10, 10, 6], [3, -1], x  - 125 y  + 4400],

                                2       2
    [[90, 10, 13, 3], [6, -1], x  - 50 y  + 350],

                                 2       2
    [[90, 10, 25, 15], [3, -1], x  - 20 y  + 4400],

                                 2      2
    [[90, 10, 50, 30], [3, -1], x  - 5 y  + 4400],

                                 2      2
    [[90, 10, 65, 15], [6, -1], x  - 2 y  + 350],

                                 2       2
    [[90, 12, 28, 11], [4, -1], x  - 12 y  + 1308],

                                 2      2
    [[90, 12, 56, 22], [4, -1], x  - 3 y  + 1308],

                                2       2
    [[90, 14, 16, 3], [6, -1], x  - 32 y  + 92],

                                2      2
    [[90, 14, 32, 6], [6, -1], x  - 8 y  + 92],

                                 2      2
    [[90, 14, 64, 12], [6, -1], x  - 2 y  + 92],

                               2        2
    [[90, 15, 4, 1], [5, -1], x  - 525 y  + 300],

                               2        2
    [[90, 15, 8, 1], [7, -1], x  - 125 y  - 100],

                                2       2
    [[90, 15, 11, 4], [4, -1], x  - 75 y  + 975],

                                2       2
    [[90, 15, 16, 9], [3, -1], x  - 45 y  + 3420],

                                2       2
    [[90, 15, 20, 5], [5, -1], x  - 21 y  + 300],

                                2       2
    [[90, 15, 23, 2], [8, -1], x  - 15 y  - 165],

                                2      2
    [[90, 15, 40, 5], [7, -1], x  - 5 y  - 100],

                                 2      2
    [[90, 15, 48, 27], [3, -1], x  - 5 y  + 3420],

                                 2      2
    [[90, 15, 55, 20], [4, -1], x  - 3 y  + 975],

                               2        2
    [[90, 18, 3, 1], [4, -1], x  - 972 y  + 648],

                               2        2
    [[90, 18, 6, 2], [4, -1], x  - 243 y  + 648],

                               2        2
    [[90, 18, 7, 1], [6, -1], x  - 162 y  - 162],

                               2        2
    [[90, 18, 9, 3], [4, -1], x  - 108 y  + 648],

                                2       2
    [[90, 18, 18, 6], [4, -1], x  - 27 y  + 648],

                                2       2
    [[90, 18, 21, 3], [6, -1], x  - 18 y  - 162],

                                2       2
    [[90, 18, 27, 9], [4, -1], x  - 12 y  + 648],

                                 2      2
    [[90, 18, 54, 18], [4, -1], x  - 3 y  + 648],

                                2      2
    [[90, 18, 63, 9], [6, -1], x  - 2 y  - 162],

                                 2       2
    [[90, 20, 23, 12], [3, -1], x  - 20 y  + 2480],

                                 2      2
    [[90, 20, 46, 24], [3, -1], x  - 5 y  + 2480],

                                 2      2
    [[90, 21, 53, 16], [4, -1], x  - 3 y  + 327],

                                2      2
    [[90, 22, 31, 3], [6, -1], x  - 8 y  - 412],

                                2      2
    [[90, 22, 62, 6], [6, -1], x  - 2 y  - 412],

                                2       2
    [[90, 24, 26, 7], [4, -1], x  - 12 y  + 12],

                                 2      2
    [[90, 24, 52, 14], [4, -1], x  - 3 y  + 12],

                                 2      2
    [[90, 25, 44, 21], [3, -1], x  - 5 y  + 1580],

                                2      2
    [[90, 26, 61, 3], [6, -1], x  - 2 y  - 658],

                                2       2
    [[90, 27, 17, 4], [4, -1], x  - 27 y  - 297],

                                 2      2
    [[90, 27, 51, 12], [4, -1], x  - 3 y  - 297],

                               2        2
    [[90, 30, 5, 1], [4, -1], x  - 300 y  - 600],

                               2        2
    [[90, 30, 7, 3], [3, -1], x  - 180 y  + 720],

                                2       2
    [[90, 30, 10, 2], [4, -1], x  - 75 y  - 600],

                                2       2
    [[90, 30, 14, 6], [3, -1], x  - 45 y  + 720],

                                2       2
    [[90, 30, 21, 9], [3, -1], x  - 20 y  + 720],

                                2       2
    [[90, 30, 25, 5], [4, -1], x  - 12 y  - 600],

                                 2      2
    [[90, 30, 42, 18], [3, -1], x  - 5 y  + 720],

                                 2      2
    [[90, 30, 50, 10], [4, -1], x  - 3 y  - 600],

                                2      2
    [[90, 33, 49, 8], [4, -1], x  - 3 y  - 897],

                               2        2
    [[90, 35, 8, 3], [3, -1], x  - 125 y  - 100],

                                 2      2
    [[90, 35, 40, 15], [3, -1], x  - 5 y  - 100],

                               2        2
    [[90, 36, 8, 1], [4, -1], x  - 108 y  - 1188],

                                2       2
    [[90, 36, 16, 2], [4, -1], x  - 27 y  - 1188],

                                2       2
    [[90, 36, 24, 3], [4, -1], x  - 12 y  - 1188],

                                2      2
    [[90, 36, 48, 6], [4, -1], x  - 3 y  - 1188],

                                2      2
    [[90, 39, 47, 4], [4, -1], x  - 3 y  - 1473],

                                2       2
    [[90, 40, 19, 6], [3, -1], x  - 20 y  - 880],

                                 2      2
    [[90, 40, 38, 12], [3, -1], x  - 5 y  - 880],

                                2       2
    [[90, 42, 23, 1], [4, -1], x  - 12 y  - 1752],

                                2      2
    [[90, 42, 46, 2], [4, -1], x  - 3 y  - 1752],

                               2        2
    [[90, 45, 4, 1], [3, -1], x  - 405 y  - 1620],

                                2       2
    [[90, 45, 12, 3], [3, -1], x  - 45 y  - 1620],

                                2      2
    [[90, 45, 36, 9], [3, -1], x  - 5 y  - 1620],

                                2       2
    [[90, 50, 17, 3], [3, -1], x  - 20 y  - 2320],

                                2      2
    [[90, 50, 34, 6], [3, -1], x  - 5 y  - 2320],

                                2      2
    [[90, 55, 32, 3], [3, -1], x  - 5 y  - 2980],

                                2      2
    [[91, 1, 34, 11], [6, -1], x  - 8 y  + 967],

                                2      2
    [[91, 1, 53, 7], [14, -1], x  - 3 y  + 146],

                                2      2
    [[91, 1, 68, 22], [6, -1], x  - 2 y  + 967],

                                2      2
    [[91, 2, 60, 29], [4, -1], x  - 3 y  + 2519],

                               2       2
    [[91, 4, 24, 5], [8, -1], x  - 15 y  + 359],

                                2      2
    [[91, 4, 53, 34], [3, -1], x  - 5 y  + 5764],

                                2      2
    [[91, 5, 59, 27], [4, -1], x  - 3 y  + 2162],

                                2      2
    [[91, 5, 67, 19], [6, -1], x  - 2 y  + 697],

                              2         2
    [[91, 7, 3, 1], [5, -1], x  - 1029 y  + 980],

                               2       2
    [[91, 7, 21, 7], [5, -1], x  - 21 y  + 980],

                                2      2
    [[91, 8, 58, 25], [4, -1], x  - 3 y  + 1811],

                               2      2
    [[91, 9, 33, 8], [6, -1], x  - 8 y  + 431],

                                2      2
    [[91, 9, 51, 31], [3, -1], x  - 5 y  + 4724],

                                2      2
    [[91, 9, 66, 16], [6, -1], x  - 2 y  + 431],

                                 2      2
    [[91, 11, 37, 3], [10, -1], x  - 6 y  - 67],

                                2      2
    [[91, 11, 41, 7], [7, -1], x  - 5 y  + 124],

                                 2      2
    [[91, 11, 57, 23], [4, -1], x  - 3 y  + 1466],

                               2        2
    [[91, 13, 5, 1], [6, -1], x  - 338 y  + 169],

                                 2       2
    [[91, 13, 25, 1], [11, -1], x  - 13 y  - 156],

                                 2      2
    [[91, 13, 65, 13], [6, -1], x  - 2 y  + 169],

                               2        2
    [[91, 14, 7, 4], [3, -1], x  - 245 y  + 3724],

                               2        2
    [[91, 14, 8, 3], [4, -1], x  - 147 y  + 1127],

                                 2      2
    [[91, 14, 49, 28], [3, -1], x  - 5 y  + 3724],

                                 2      2
    [[91, 14, 56, 21], [4, -1], x  - 3 y  + 1127],

                                2      2
    [[91, 17, 32, 5], [6, -1], x  - 8 y  - 89],

                                 2      2
    [[91, 17, 55, 19], [4, -1], x  - 3 y  + 794],

                                 2      2
    [[91, 17, 64, 10], [6, -1], x  - 2 y  - 89],

                                2       2
    [[91, 19, 23, 1], [8, -1], x  - 15 y  - 346],

                                 2      2
    [[91, 19, 47, 25], [3, -1], x  - 5 y  + 2764],

                                 2      2
    [[91, 20, 54, 17], [4, -1], x  - 3 y  + 467],

                               2       2
    [[91, 21, 9, 1], [6, -1], x  - 98 y  - 343],

                                2      2
    [[91, 21, 63, 7], [6, -1], x  - 2 y  - 343],

                                 2      2
    [[91, 23, 53, 15], [4, -1], x  - 3 y  + 146],

                                 2      2
    [[91, 24, 45, 22], [3, -1], x  - 5 y  + 1844],

                                2      2
    [[91, 25, 31, 2], [6, -1], x  - 8 y  - 593],

                                2      2
    [[91, 25, 62, 4], [6, -1], x  - 2 y  - 593],

                               2        2
    [[91, 26, 4, 1], [4, -1], x  - 507 y  - 169],

                                 2      2
    [[91, 26, 52, 13], [4, -1], x  - 3 y  - 169],

                                2       2
    [[91, 28, 19, 2], [5, -1], x  - 21 y  - 700],

                                 2      2
    [[91, 29, 43, 19], [3, -1], x  - 5 y  + 964],

                                 2      2
    [[91, 29, 51, 11], [4, -1], x  - 3 y  - 478],

                                2      2
    [[91, 29, 61, 1], [6, -1], x  - 2 y  - 839],

                                2      2
    [[91, 32, 50, 9], [4, -1], x  - 3 y  - 781],

                                 2      2
    [[91, 34, 41, 16], [3, -1], x  - 5 y  + 124],

                               2        2
    [[91, 35, 7, 1], [4, -1], x  - 147 y  - 1078],

                                2      2
    [[91, 35, 49, 7], [4, -1], x  - 3 y  - 1078],

                                2      2
    [[91, 38, 48, 5], [4, -1], x  - 3 y  - 1369],

                               2        2
    [[91, 39, 3, 1], [3, -1], x  - 845 y  - 676],

                                 2      2
    [[91, 39, 39, 13], [3, -1], x  - 5 y  - 676],

                                2      2
    [[91, 41, 47, 3], [4, -1], x  - 3 y  - 1654],

                                 2      2
    [[91, 44, 37, 10], [3, -1], x  - 5 y  - 1436],

                                2      2
    [[91, 44, 46, 1], [4, -1], x  - 3 y  - 1933],

                               2        2
    [[91, 49, 5, 1], [3, -1], x  - 245 y  - 2156],

                                2      2
    [[91, 49, 35, 7], [3, -1], x  - 5 y  - 2156],

                                2      2
    [[91, 54, 33, 4], [3, -1], x  - 5 y  - 2836],

                                2      2
    [[91, 59, 31, 1], [3, -1], x  - 5 y  - 3476],

                                2      2
    [[92, 1, 35, 4], [16, -1], x  - 7 y  + 111],

                                2      2
    [[92, 1, 61, 30], [4, -1], x  - 3 y  + 2699],

                                2      2
    [[92, 3, 54, 35], [3, -1], x  - 5 y  + 6116],

                               2       2
    [[92, 4, 15, 7], [4, -1], x  - 48 y  + 2336],

                               2       2
    [[92, 4, 17, 5], [6, -1], x  - 32 y  + 784],

                                2       2
    [[92, 4, 19, 3], [10, -1], x  - 24 y  + 200],

                                2       2
    [[92, 4, 30, 14], [4, -1], x  - 12 y  + 2336],

                                2      2
    [[92, 4, 34, 10], [6, -1], x  - 8 y  + 784],

                                2      2
    [[92, 4, 38, 6], [10, -1], x  - 6 y  + 200],

                                2      2
    [[92, 4, 60, 28], [4, -1], x  - 3 y  + 2336],

                                2      2
    [[92, 4, 65, 1], [34, -1], x  - 2 y  - 14],

                                2      2
    [[92, 4, 68, 20], [6, -1], x  - 2 y  + 784],

                               2       2
    [[92, 7, 14, 3], [7, -1], x  - 45 y  + 356],

                               2      2
    [[92, 7, 42, 9], [7, -1], x  - 5 y  + 356],

                                2      2
    [[92, 7, 59, 26], [4, -1], x  - 3 y  + 1979],

                              2        2
    [[92, 8, 6, 1], [8, -1], x  - 240 y  + 176],

                               2       2
    [[92, 8, 12, 2], [8, -1], x  - 60 y  + 176],

                               2       2
    [[92, 8, 13, 8], [3, -1], x  - 80 y  + 5056],

                               2       2
    [[92, 8, 24, 4], [8, -1], x  - 15 y  + 176],

                                2       2
    [[92, 8, 26, 16], [3, -1], x  - 20 y  + 5056],

                                2      2
    [[92, 8, 41, 1], [18, -1], x  - 5 y  - 59],

                                2      2
    [[92, 8, 52, 32], [3, -1], x  - 5 y  + 5056],

                                2      2
    [[92, 8, 53, 3], [14, -1], x  - 3 y  - 37],

                                2      2
    [[92, 8, 67, 17], [6, -1], x  - 2 y  + 514],

                                 2       2
    [[92, 10, 29, 12], [4, -1], x  - 12 y  + 1628],

                                 2      2
    [[92, 10, 58, 24], [4, -1], x  - 3 y  + 1628],

                                2      2
    [[92, 12, 33, 7], [6, -1], x  - 8 y  + 248],

                                 2      2
    [[92, 12, 66, 14], [6, -1], x  - 2 y  + 248],

                                 2      2
    [[92, 13, 50, 29], [3, -1], x  - 5 y  + 4036],

                                 2      2
    [[92, 13, 57, 22], [4, -1], x  - 3 y  + 1283],

                                2       2
    [[92, 16, 14, 5], [4, -1], x  - 48 y  + 944],

                                 2       2
    [[92, 16, 28, 10], [4, -1], x  - 12 y  + 944],

                                 2      2
    [[92, 16, 37, 1], [10, -1], x  - 6 y  - 250],

                                 2      2
    [[92, 16, 56, 20], [4, -1], x  - 3 y  + 944],

                                 2      2
    [[92, 16, 65, 11], [6, -1], x  - 2 y  - 14],

                                 2       2
    [[92, 18, 24, 13], [3, -1], x  - 20 y  + 3056],

                                 2      2
    [[92, 18, 48, 26], [3, -1], x  - 5 y  + 3056],

                                 2      2
    [[92, 19, 55, 18], [4, -1], x  - 3 y  + 611],

                               2        2
    [[92, 20, 5, 1], [5, -1], x  - 336 y  - 64],

                               2        2
    [[92, 20, 8, 1], [6, -1], x  - 128 y  - 272],

                                2       2
    [[92, 20, 10, 2], [5, -1], x  - 84 y  - 64],

                                2       2
    [[92, 20, 16, 2], [6, -1], x  - 32 y  - 272],

                                2       2
    [[92, 20, 20, 4], [5, -1], x  - 21 y  - 64],

                                2      2
    [[92, 20, 32, 4], [6, -1], x  - 8 y  - 272],

                                2      2
    [[92, 20, 64, 8], [6, -1], x  - 2 y  - 272],

                                2       2
    [[92, 22, 20, 1], [7, -1], x  - 20 y  - 464],

                                2       2
    [[92, 22, 27, 8], [4, -1], x  - 12 y  + 284],

                                2      2
    [[92, 22, 40, 2], [7, -1], x  - 5 y  - 464],

                                 2      2
    [[92, 22, 54, 16], [4, -1], x  - 3 y  + 284],

                               2         2
    [[92, 23, 2, 1], [3, -1], x  - 2645 y  + 2116],

                                 2      2
    [[92, 23, 46, 23], [3, -1], x  - 5 y  + 2116],

                                2      2
    [[92, 24, 63, 5], [6, -1], x  - 2 y  - 526],

                                 2      2
    [[92, 25, 53, 14], [4, -1], x  - 3 y  - 37],

                                2       2
    [[92, 28, 11, 5], [3, -1], x  - 80 y  + 1216],

                                2       2
    [[92, 28, 13, 3], [4, -1], x  - 48 y  - 352],

                                 2       2
    [[92, 28, 22, 10], [3, -1], x  - 20 y  + 1216],

                                2       2
    [[92, 28, 26, 6], [4, -1], x  - 12 y  - 352],

                                2      2
    [[92, 28, 31, 1], [6, -1], x  - 8 y  - 776],

                                 2      2
    [[92, 28, 44, 20], [3, -1], x  - 5 y  + 1216],

                                 2      2
    [[92, 28, 52, 12], [4, -1], x  - 3 y  - 352],

                                2      2
    [[92, 28, 62, 2], [6, -1], x  - 2 y  - 776],

                                 2      2
    [[92, 31, 51, 10], [4, -1], x  - 3 y  - 661],

                                 2      2
    [[92, 33, 42, 17], [3, -1], x  - 5 y  + 356],

                                2       2
    [[92, 34, 25, 4], [4, -1], x  - 12 y  - 964],

                                2      2
    [[92, 34, 50, 8], [4, -1], x  - 3 y  - 964],

                                2      2
    [[92, 37, 49, 6], [4, -1], x  - 3 y  - 1261],

                                2       2
    [[92, 38, 20, 7], [3, -1], x  - 20 y  - 464],

                                 2      2
    [[92, 38, 40, 14], [3, -1], x  - 5 y  - 464],

                                2       2
    [[92, 40, 12, 1], [4, -1], x  - 48 y  - 1552],

                                2       2
    [[92, 40, 24, 2], [4, -1], x  - 12 y  - 1552],

                                2      2
    [[92, 40, 48, 4], [4, -1], x  - 3 y  - 1552],

                                 2      2
    [[92, 43, 38, 11], [3, -1], x  - 5 y  - 1244],

                                2      2
    [[92, 43, 47, 2], [4, -1], x  - 3 y  - 1837],

                               2       2
    [[92, 48, 9, 2], [3, -1], x  - 80 y  - 1984],

                                2       2
    [[92, 48, 18, 4], [3, -1], x  - 20 y  - 1984],

                                2      2
    [[92, 48, 36, 8], [3, -1], x  - 5 y  - 1984],

                                2      2
    [[92, 53, 34, 5], [3, -1], x  - 5 y  - 2684],

                                2       2
    [[92, 58, 16, 1], [3, -1], x  - 20 y  - 3344],

                                2      2
    [[92, 58, 32, 2], [3, -1], x  - 5 y  - 3344],

                                2      2
    [[93, 2, 55, 36], [3, -1], x  - 5 y  + 6476],

                               2        2
    [[93, 3, 9, 1], [14, -1], x  - 108 y  + 99],

                                2       2
    [[93, 3, 17, 1], [22, -1], x  - 30 y  + 21],

                                2       2
    [[93, 3, 18, 2], [14, -1], x  - 27 y  + 99],

                               2       2
    [[93, 3, 23, 7], [6, -1], x  - 18 y  + 873],

                                2       2
    [[93, 3, 27, 3], [14, -1], x  - 12 y  + 99],

                                2      2
    [[93, 3, 43, 11], [7, -1], x  - 5 y  + 596],

                                2      2
    [[93, 3, 54, 6], [14, -1], x  - 3 y  + 99],

                                2      2
    [[93, 3, 61, 29], [4, -1], x  - 3 y  + 2514],

                                2      2
    [[93, 3, 69, 21], [6, -1], x  - 2 y  + 873],

                               2       2
    [[93, 6, 20, 9], [4, -1], x  - 27 y  + 2151],

                                2       2
    [[93, 6, 28, 1], [20, -1], x  - 11 y  - 25],

                                2      2
    [[93, 6, 60, 27], [4, -1], x  - 3 y  + 2151],

                               2      2
    [[93, 7, 34, 9], [6, -1], x  - 8 y  + 599],

                                2      2
    [[93, 7, 53, 33], [3, -1], x  - 5 y  + 5396],

                                2      2
    [[93, 7, 68, 18], [6, -1], x  - 2 y  + 599],

                                2       2
    [[93, 9, 19, 2], [10, -1], x  - 24 y  + 15],

                                2      2
    [[93, 9, 35, 1], [16, -1], x  - 7 y  - 74],

                                2      2
    [[93, 9, 38, 4], [10, -1], x  - 6 y  + 15],

                                2      2
    [[93, 9, 59, 25], [4, -1], x  - 3 y  + 1794],

                                 2      2
    [[93, 11, 67, 15], [6, -1], x  - 2 y  + 329],

                               2        2
    [[93, 12, 7, 2], [5, -1], x  - 189 y  + 612],

                               2        2
    [[93, 12, 8, 1], [8, -1], x  - 135 y  - 9],

                                 2       2
    [[93, 12, 17, 10], [3, -1], x  - 45 y  + 4356],

                                2       2
    [[93, 12, 21, 6], [5, -1], x  - 21 y  + 612],

                                2       2
    [[93, 12, 24, 3], [8, -1], x  - 15 y  - 9],

                                 2      2
    [[93, 12, 51, 30], [3, -1], x  - 5 y  + 4356],

                                 2      2
    [[93, 12, 58, 23], [4, -1], x  - 3 y  + 1443],

                                2       2
    [[93, 15, 11, 2], [6, -1], x  - 72 y  + 63],

                                2       2
    [[93, 15, 19, 7], [4, -1], x  - 27 y  + 1098],

                                2       2
    [[93, 15, 22, 4], [6, -1], x  - 18 y  + 63],

                                2      2
    [[93, 15, 33, 6], [6, -1], x  - 8 y  + 63],

                                 2      2
    [[93, 15, 57, 21], [4, -1], x  - 3 y  + 1098],

                                 2      2
    [[93, 15, 66, 12], [6, -1], x  - 2 y  + 63],

                                 2      2
    [[93, 17, 49, 27], [3, -1], x  - 5 y  + 3356],

    [[93, 18, 41, 4], [7, -1], %4],

                                 2      2
    [[93, 18, 56, 19], [4, -1], x  - 3 y  + 759],

                                2      2
    [[93, 19, 65, 9], [6, -1], x  - 2 y  - 199],

                                 2      2
    [[93, 21, 55, 17], [4, -1], x  - 3 y  + 426],

                                 2      2
    [[93, 22, 47, 24], [3, -1], x  - 5 y  + 2396],

                                2      2
    [[93, 23, 32, 3], [6, -1], x  - 8 y  - 457],

                                2      2
    [[93, 23, 64, 6], [6, -1], x  - 2 y  - 457],

                                2       2
    [[93, 24, 18, 5], [4, -1], x  - 27 y  + 99],

                                 2      2
    [[93, 24, 54, 15], [4, -1], x  - 3 y  + 99],

                                2       2
    [[93, 27, 15, 7], [3, -1], x  - 45 y  + 1476],

                                2       2
    [[93, 27, 21, 1], [6, -1], x  - 18 y  - 711],

                                 2      2
    [[93, 27, 45, 21], [3, -1], x  - 5 y  + 1476],

                                 2      2
    [[93, 27, 53, 13], [4, -1], x  - 3 y  - 222],

                                2      2
    [[93, 27, 63, 3], [6, -1], x  - 2 y  - 711],

                                 2      2
    [[93, 30, 52, 11], [4, -1], x  - 3 y  - 537],

                                 2      2
    [[93, 32, 43, 18], [3, -1], x  - 5 y  + 596],

                                2       2
    [[93, 33, 17, 3], [4, -1], x  - 27 y  - 846],

                                2       2
    [[93, 33, 19, 1], [5, -1], x  - 21 y  - 1068],

                                2      2
    [[93, 33, 51, 9], [4, -1], x  - 3 y  - 846],

                                2      2
    [[93, 36, 50, 7], [4, -1], x  - 3 y  - 1149],

    [[93, 37, 41, 15], [3, -1], %4],

                                2      2
    [[93, 39, 49, 5], [4, -1], x  - 3 y  - 1446],

                                2       2
    [[93, 42, 13, 4], [3, -1], x  - 45 y  - 1044],

                                2       2
    [[93, 42, 16, 1], [4, -1], x  - 27 y  - 1737],

                                 2      2
    [[93, 42, 39, 12], [3, -1], x  - 5 y  - 1044],

                                2      2
    [[93, 42, 48, 3], [4, -1], x  - 3 y  - 1737],

                                2      2
    [[93, 45, 47, 1], [4, -1], x  - 3 y  - 2022],

                                2      2
    [[93, 47, 37, 9], [3, -1], x  - 5 y  - 1804],

                                2      2
    [[93, 52, 35, 6], [3, -1], x  - 5 y  - 2524],

                                2       2
    [[93, 57, 11, 1], [3, -1], x  - 45 y  - 3204],

                                2      2
    [[93, 57, 33, 3], [3, -1], x  - 5 y  - 3204],

                               2       2
    [[94, 1, 25, 6], [8, -1], x  - 15 y  + 539],

                                2      2
    [[94, 1, 56, 37], [3, -1], x  - 5 y  + 6844],

                                2       2
    [[94, 2, 31, 15], [4, -1], x  - 12 y  + 2696],

                                2      2
    [[94, 2, 35, 11], [6, -1], x  - 8 y  + 964],

                                2      2
    [[94, 2, 39, 7], [10, -1], x  - 6 y  + 290],

                                2      2
    [[94, 2, 62, 30], [4, -1], x  - 3 y  + 2696],

                                2      2
    [[94, 2, 70, 22], [6, -1], x  - 2 y  + 964],

                               2        2
    [[94, 4, 8, 1], [12, -1], x  - 140 y  + 124],

                               2       2
    [[94, 4, 11, 4], [5, -1], x  - 84 y  + 1328],

                                2       2
    [[94, 4, 16, 2], [12, -1], x  - 35 y  + 124],

                               2       2
    [[94, 4, 22, 8], [5, -1], x  - 21 y  + 1328],

                                2      2
    [[94, 5, 61, 28], [4, -1], x  - 3 y  + 2327],

    [[94, 6, 21, 1], [18, -1], %3],

                                2       2
    [[94, 6, 27, 17], [3, -1], x  - 20 y  + 5744],

                                2      2
    [[94, 6, 42, 2], [18, -1], x  - 5 y  - 16],

                                2      2
    [[94, 6, 54, 34], [3, -1], x  - 5 y  + 5744],

                                2      2
    [[94, 6, 69, 19], [6, -1], x  - 2 y  + 686],

                                2       2
    [[94, 8, 30, 13], [4, -1], x  - 12 y  + 1964],

                                2      2
    [[94, 8, 60, 26], [4, -1], x  - 3 y  + 1964],

                                 2       2
    [[94, 10, 13, 1], [11, -1], x  - 52 y  - 48],

                                2       2
    [[94, 10, 17, 4], [6, -1], x  - 32 y  + 412],

                                 2       2
    [[94, 10, 26, 2], [11, -1], x  - 13 y  - 48],

                                 2       2
    [[94, 10, 27, 1], [14, -1], x  - 12 y  - 88],

                                2      2
    [[94, 10, 34, 8], [6, -1], x  - 8 y  + 412],

                                 2      2
    [[94, 10, 54, 2], [14, -1], x  - 3 y  - 88],

                                 2      2
    [[94, 10, 68, 16], [6, -1], x  - 2 y  + 412],

                                 2      2
    [[94, 11, 52, 31], [3, -1], x  - 5 y  + 4684],

                                 2      2
    [[94, 11, 59, 24], [4, -1], x  - 3 y  + 1607],

                               2        2
    [[94, 14, 7, 1], [7, -1], x  - 180 y  - 16],

                                2       2
    [[94, 14, 14, 2], [7, -1], x  - 45 y  - 16],

                                 2       2
    [[94, 14, 19, 1], [10, -1], x  - 24 y  - 172],

    [[94, 14, 21, 3], [7, -1], %3],

                                 2       2
    [[94, 14, 29, 11], [4, -1], x  - 12 y  + 1256],

                                 2      2
    [[94, 14, 38, 2], [10, -1], x  - 6 y  - 172],

                                2      2
    [[94, 14, 42, 6], [7, -1], x  - 5 y  - 16],

                                 2      2
    [[94, 14, 58, 22], [4, -1], x  - 3 y  + 1256],

                                 2      2
    [[94, 14, 67, 13], [6, -1], x  - 2 y  + 142],

                                2       2
    [[94, 16, 12, 1], [8, -1], x  - 60 y  - 196],

                                2       2
    [[94, 16, 24, 2], [8, -1], x  - 15 y  - 196],

                                 2       2
    [[94, 16, 25, 14], [3, -1], x  - 20 y  + 3664],

                                 2      2
    [[94, 16, 50, 28], [3, -1], x  - 5 y  + 3664],

                                 2      2
    [[94, 17, 57, 20], [4, -1], x  - 3 y  + 911],

                                2      2
    [[94, 18, 33, 5], [6, -1], x  - 8 y  - 124],

                                 2      2
    [[94, 18, 66, 10], [6, -1], x  - 2 y  - 124],

                                2       2
    [[94, 20, 28, 9], [4, -1], x  - 12 y  + 572],

                                 2      2
    [[94, 20, 56, 18], [4, -1], x  - 3 y  + 572],

                                 2      2
    [[94, 21, 48, 25], [3, -1], x  - 5 y  + 2684],

                                2      2
    [[94, 22, 65, 7], [6, -1], x  - 2 y  - 386],

                                 2      2
    [[94, 23, 55, 16], [4, -1], x  - 3 y  + 239],

                                2       2
    [[94, 25, 20, 3], [5, -1], x  - 21 y  - 436],

                                2       2
    [[94, 26, 16, 1], [6, -1], x  - 32 y  - 644],

                                 2       2
    [[94, 26, 23, 11], [3, -1], x  - 20 y  + 1744],

                                2       2
    [[94, 26, 27, 7], [4, -1], x  - 12 y  - 88],

                                2      2
    [[94, 26, 32, 2], [6, -1], x  - 8 y  - 644],

                                 2      2
    [[94, 26, 46, 22], [3, -1], x  - 5 y  + 1744],

                                 2      2
    [[94, 26, 54, 14], [4, -1], x  - 3 y  - 88],

                                2      2
    [[94, 26, 64, 4], [6, -1], x  - 2 y  - 644],

                                 2      2
    [[94, 29, 53, 12], [4, -1], x  - 3 y  - 409],

                                2      2
    [[94, 30, 63, 1], [6, -1], x  - 2 y  - 898],

                                 2      2
    [[94, 31, 44, 19], [3, -1], x  - 5 y  + 844],

                                2       2
    [[94, 32, 26, 5], [4, -1], x  - 12 y  - 724],

                                 2      2
    [[94, 32, 52, 10], [4, -1], x  - 3 y  - 724],

                                2      2
    [[94, 35, 51, 8], [4, -1], x  - 3 y  - 1033],

                                                                 2      2
    [[94, 36, 21, 8], [3, -1], %3], [[94, 36, 42, 16], [3, -1], x  - 5 y  - 16],

                                2       2
    [[94, 38, 25, 3], [4, -1], x  - 12 y  - 1336],

                                2      2
    [[94, 38, 50, 6], [4, -1], x  - 3 y  - 1336],

                                 2      2
    [[94, 41, 40, 13], [3, -1], x  - 5 y  - 836],

                                2      2
    [[94, 41, 49, 4], [4, -1], x  - 3 y  - 1633],

                                2       2
    [[94, 44, 24, 1], [4, -1], x  - 12 y  - 1924],

                                2      2
    [[94, 44, 48, 2], [4, -1], x  - 3 y  - 1924],

                                2       2
    [[94, 46, 19, 5], [3, -1], x  - 20 y  - 1616],

                                 2      2
    [[94, 46, 38, 10], [3, -1], x  - 5 y  - 1616],

                                2      2
    [[94, 51, 36, 7], [3, -1], x  - 5 y  - 2356],

                                2       2
    [[94, 56, 17, 2], [3, -1], x  - 20 y  - 3056],

                                2      2
    [[94, 56, 34, 4], [3, -1], x  - 5 y  - 3056],

                                2      2
    [[94, 61, 32, 1], [3, -1], x  - 5 y  - 3716],

                                2      2
    [[95, 1, 63, 31], [4, -1], x  - 3 y  + 2882],

                                2      2
    [[95, 1, 71, 23], [6, -1], x  - 2 y  + 1057],

                               2       2
    [[95, 4, 11, 2], [9, -1], x  - 77 y  + 292],

                                2       2
    [[95, 4, 12, 1], [16, -1], x  - 63 y  + 47],

                                2      2
    [[95, 4, 36, 3], [16, -1], x  - 7 y  + 47],

                                2      2
    [[95, 4, 62, 29], [4, -1], x  - 3 y  + 2507],

                              2        2
    [[95, 5, 5, 1], [8, -1], x  - 375 y  + 350],

                              2        2
    [[95, 5, 7, 2], [6, -1], x  - 200 y  + 775],

                                2       2
    [[95, 5, 11, 1], [14, -1], x  - 75 y  + 50],

                               2        2
    [[95, 5, 11, 7], [3, -1], x  - 125 y  + 6100],

                               2       2
    [[95, 5, 14, 4], [6, -1], x  - 50 y  + 775],

                               2       2
    [[95, 5, 25, 5], [8, -1], x  - 15 y  + 350],

                                2      2
    [[95, 5, 35, 10], [6, -1], x  - 8 y  + 775],

                                2      2
    [[95, 5, 55, 5], [14, -1], x  - 3 y  + 50],

                                2      2
    [[95, 5, 55, 35], [3, -1], x  - 5 y  + 6100],

                                2      2
    [[95, 5, 70, 20], [6, -1], x  - 2 y  + 775],

                                2      2
    [[95, 7, 39, 5], [10, -1], x  - 6 y  + 101],

                                2      2
    [[95, 7, 61, 27], [4, -1], x  - 3 y  + 2138],

                                2      2
    [[95, 9, 69, 17], [6, -1], x  - 2 y  + 497],

                                2       2
    [[95, 10, 12, 5], [4, -1], x  - 75 y  + 1775],

                                 2       2
    [[95, 10, 16, 1], [12, -1], x  - 35 y  - 65],

                                2      2
    [[95, 10, 43, 8], [7, -1], x  - 5 y  + 220],

                                 2      2
    [[95, 10, 53, 32], [3, -1], x  - 5 y  + 5020],

                                 2      2
    [[95, 10, 60, 25], [4, -1], x  - 3 y  + 1775],

                                2      2
    [[95, 13, 34, 7], [6, -1], x  - 8 y  + 223],

                                 2      2
    [[95, 13, 59, 23], [4, -1], x  - 3 y  + 1418],

                                 2      2
    [[95, 13, 68, 14], [6, -1], x  - 2 y  + 223],

                                 2      2
    [[95, 15, 51, 29], [3, -1], x  - 5 y  + 3980],

                                 2      2
    [[95, 16, 58, 21], [4, -1], x  - 3 y  + 1067],

                                2       2
    [[95, 17, 21, 5], [5, -1], x  - 21 y  + 236],

                                 2      2
    [[95, 17, 67, 11], [6, -1], x  - 2 y  - 47],

                               2         2
    [[95, 19, 3, 1], [4, -1], x  - 1083 y  + 722],

                                 2      2
    [[95, 19, 57, 19], [4, -1], x  - 3 y  + 722],

                                2       2
    [[95, 20, 24, 1], [8, -1], x  - 15 y  - 385],

                                 2      2
    [[95, 20, 49, 26], [3, -1], x  - 5 y  + 2980],

                                2      2
    [[95, 21, 33, 4], [6, -1], x  - 8 y  - 313],

                                2      2
    [[95, 21, 66, 8], [6, -1], x  - 2 y  - 313],

                                 2      2
    [[95, 22, 56, 17], [4, -1], x  - 3 y  + 383],

                                2       2
    [[95, 25, 11, 3], [4, -1], x  - 75 y  + 50],

                                2       2
    [[95, 25, 13, 1], [6, -1], x  - 50 y  - 575],

                                2      2
    [[95, 25, 41, 1], [7, -1], x  - 5 y  - 620],

                                 2      2
    [[95, 25, 47, 23], [3, -1], x  - 5 y  + 2020],

                                 2      2
    [[95, 25, 55, 15], [4, -1], x  - 3 y  + 50],

                                2      2
    [[95, 25, 65, 5], [6, -1], x  - 2 y  - 575],

                                 2      2
    [[95, 28, 54, 13], [4, -1], x  - 3 y  - 277],

                                2      2
    [[95, 29, 32, 1], [6, -1], x  - 8 y  - 833],

                                2      2
    [[95, 29, 64, 2], [6, -1], x  - 2 y  - 833],

                               2        2
    [[95, 30, 9, 4], [3, -1], x  - 125 y  + 1100],

                                 2      2
    [[95, 30, 45, 20], [3, -1], x  - 5 y  + 1100],

                                 2      2
    [[95, 31, 53, 11], [4, -1], x  - 3 y  - 598],

                                2      2
    [[95, 34, 52, 9], [4, -1], x  - 3 y  - 913],

                                 2      2
    [[95, 35, 43, 17], [3, -1], x  - 5 y  + 220],

                                2      2
    [[95, 37, 51, 7], [4, -1], x  - 3 y  - 1222],

                                2       2
    [[95, 40, 10, 1], [4, -1], x  - 75 y  - 1525],

                                 2      2
    [[95, 40, 41, 14], [3, -1], x  - 5 y  - 620],

                                2      2
    [[95, 40, 50, 5], [4, -1], x  - 3 y  - 1525],

                                2      2
    [[95, 43, 49, 3], [4, -1], x  - 3 y  - 1822],

                                 2      2
    [[95, 45, 39, 11], [3, -1], x  - 5 y  - 1420],

                                2      2
    [[95, 46, 48, 1], [4, -1], x  - 3 y  - 2113],

                                2      2
    [[95, 50, 37, 8], [3, -1], x  - 5 y  - 2180],

                               2        2
    [[95, 55, 7, 1], [3, -1], x  - 125 y  - 2900],

                                2      2
    [[95, 55, 35, 5], [3, -1], x  - 5 y  - 2900],

                                2      2
    [[95, 60, 33, 2], [3, -1], x  - 5 y  - 3580],

                                2       2
    [[96, 3, 21, 10], [4, -1], x  - 27 y  + 2691],

                                2       2
    [[96, 3, 29, 2], [20, -1], x  - 11 y  + 35],

                                2      2
    [[96, 3, 63, 30], [4, -1], x  - 3 y  + 2691],

                               2       2
    [[96, 4, 14, 9], [3, -1], x  - 80 y  + 6464],

                                2       2
    [[96, 4, 28, 18], [3, -1], x  - 20 y  + 6464],

                                2      2
    [[96, 4, 43, 3], [18, -1], x  - 5 y  + 29],

                                2      2
    [[96, 4, 56, 36], [3, -1], x  - 5 y  + 6464],

                                2      2
    [[96, 4, 71, 21], [6, -1], x  - 2 y  + 866],

                               2       2
    [[96, 6, 22, 5], [7, -1], x  - 20 y  + 464],

                                2       2
    [[96, 6, 31, 14], [4, -1], x  - 12 y  + 2316],

                                2      2
    [[96, 6, 44, 10], [7, -1], x  - 5 y  + 464],

                                2      2
    [[96, 6, 62, 28], [4, -1], x  - 3 y  + 2316],

                               2      2
    [[96, 8, 35, 9], [6, -1], x  - 8 y  + 584],

                                2      2
    [[96, 8, 70, 18], [6, -1], x  - 2 y  + 584],

                                2       2
    [[96, 9, 18, 11], [3, -1], x  - 45 y  + 5364],

                               2       2
    [[96, 9, 22, 7], [5, -1], x  - 21 y  + 948],

                               2       2
    [[96, 9, 25, 4], [8, -1], x  - 15 y  + 159],

                                2      2
    [[96, 9, 54, 33], [3, -1], x  - 5 y  + 5364],

                                2      2
    [[96, 9, 61, 26], [4, -1], x  - 3 y  + 1947],

                               2        2
    [[96, 12, 5, 2], [4, -1], x  - 432 y  + 1584],

                                2        2
    [[96, 12, 10, 4], [4, -1], x  - 108 y  + 1584],

                                 2       2
    [[96, 12, 13, 1], [10, -1], x  - 54 y  - 90],

                                2       2
    [[96, 12, 15, 6], [4, -1], x  - 48 y  + 1584],

                                2       2
    [[96, 12, 20, 8], [4, -1], x  - 27 y  + 1584],

                                2       2
    [[96, 12, 23, 5], [6, -1], x  - 18 y  + 306],

                                 2       2
    [[96, 12, 30, 12], [4, -1], x  - 12 y  + 1584],

                                 2      2
    [[96, 12, 39, 3], [10, -1], x  - 6 y  - 90],

                                 2      2
    [[96, 12, 55, 1], [14, -1], x  - 3 y  - 141],

                                 2      2
    [[96, 12, 60, 24], [4, -1], x  - 3 y  + 1584],

                                 2      2
    [[96, 12, 69, 15], [6, -1], x  - 2 y  + 306],

                                 2       2
    [[96, 14, 26, 15], [3, -1], x  - 20 y  + 4304],

                                 2      2
    [[96, 14, 52, 30], [3, -1], x  - 5 y  + 4304],

                                 2      2
    [[96, 15, 59, 22], [4, -1], x  - 3 y  + 1227],

                                2       2
    [[96, 16, 17, 3], [6, -1], x  - 32 y  + 32],

                                2      2
    [[96, 16, 34, 6], [6, -1], x  - 8 y  + 32],

                                 2      2
    [[96, 16, 68, 12], [6, -1], x  - 2 y  + 32],

                                 2       2
    [[96, 18, 29, 10], [4, -1], x  - 12 y  + 876],

                                 2      2
    [[96, 18, 58, 20], [4, -1], x  - 3 y  + 876],

                                 2      2
    [[96, 19, 50, 27], [3, -1], x  - 5 y  + 3284],

                                2      2
    [[96, 20, 67, 9], [6, -1], x  - 2 y  - 238],

                                2       2
    [[96, 21, 14, 1], [7, -1], x  - 45 y  - 396],

                                2       2
    [[96, 21, 19, 6], [4, -1], x  - 27 y  + 531],

                                2      2
    [[96, 21, 42, 3], [7, -1], x  - 5 y  - 396],

                                 2      2
    [[96, 21, 57, 18], [4, -1], x  - 3 y  + 531],

                               2         2
    [[96, 24, 2, 1], [3, -1], x  - 2880 y  + 2304],

                               2        2
    [[96, 24, 4, 2], [3, -1], x  - 720 y  + 2304],

                               2        2
    [[96, 24, 6, 3], [3, -1], x  - 320 y  + 2304],

                               2        2
    [[96, 24, 7, 2], [4, -1], x  - 192 y  + 192],

                               2        2
    [[96, 24, 8, 4], [3, -1], x  - 180 y  + 2304],

                                2       2
    [[96, 24, 11, 1], [6, -1], x  - 72 y  - 504],

                                2       2
    [[96, 24, 12, 6], [3, -1], x  - 80 y  + 2304],

                                2       2
    [[96, 24, 14, 4], [4, -1], x  - 48 y  + 192],

                                2       2
    [[96, 24, 16, 8], [3, -1], x  - 45 y  + 2304],

                                2       2
    [[96, 24, 22, 2], [6, -1], x  - 18 y  - 504],

                                 2       2
    [[96, 24, 24, 12], [3, -1], x  - 20 y  + 2304],

                                2       2
    [[96, 24, 28, 8], [4, -1], x  - 12 y  + 192],

                                2      2
    [[96, 24, 33, 3], [6, -1], x  - 8 y  - 504],

                                 2      2
    [[96, 24, 48, 24], [3, -1], x  - 5 y  + 2304],

                                 2      2
    [[96, 24, 56, 16], [4, -1], x  - 3 y  + 192],

                                2      2
    [[96, 24, 66, 6], [6, -1], x  - 2 y  - 504],

                                 2      2
    [[96, 27, 55, 14], [4, -1], x  - 3 y  - 141],

                                2      2
    [[96, 28, 65, 3], [6, -1], x  - 2 y  - 766],

                                 2      2
    [[96, 29, 46, 21], [3, -1], x  - 5 y  + 1364],

                               2        2
    [[96, 30, 9, 2], [4, -1], x  - 108 y  - 468],

                                2       2
    [[96, 30, 10, 1], [5, -1], x  - 84 y  - 816],

                                2       2
    [[96, 30, 18, 4], [4, -1], x  - 27 y  - 468],

                                2       2
    [[96, 30, 20, 2], [5, -1], x  - 21 y  - 816],

                                2       2
    [[96, 30, 27, 6], [4, -1], x  - 12 y  - 468],

                                 2      2
    [[96, 30, 54, 12], [4, -1], x  - 3 y  - 468],

                                 2      2
    [[96, 33, 53, 10], [4, -1], x  - 3 y  - 789],

                                2       2
    [[96, 34, 22, 9], [3, -1], x  - 20 y  + 464],

                                 2      2
    [[96, 34, 44, 18], [3, -1], x  - 5 y  + 464],

                                2       2
    [[96, 36, 13, 2], [4, -1], x  - 48 y  - 1104],

                                2       2
    [[96, 36, 26, 4], [4, -1], x  - 12 y  - 1104],

                                2      2
    [[96, 36, 52, 8], [4, -1], x  - 3 y  - 1104],

                                2       2
    [[96, 39, 14, 5], [3, -1], x  - 45 y  - 396],

                                2       2
    [[96, 39, 17, 2], [4, -1], x  - 27 y  - 1413],

                                 2      2
    [[96, 39, 42, 15], [3, -1], x  - 5 y  - 396],

                                2      2
    [[96, 39, 51, 6], [4, -1], x  - 3 y  - 1413],

                                2       2
    [[96, 42, 25, 2], [4, -1], x  - 12 y  - 1716],

                                2      2
    [[96, 42, 50, 4], [4, -1], x  - 3 y  - 1716],

                                2       2
    [[96, 44, 10, 3], [3, -1], x  - 80 y  - 1216],

                                2       2
    [[96, 44, 20, 6], [3, -1], x  - 20 y  - 1216],

                                 2      2
    [[96, 44, 40, 12], [3, -1], x  - 5 y  - 1216],

                                2      2
    [[96, 45, 49, 2], [4, -1], x  - 3 y  - 2013],

                                2      2
    [[96, 49, 38, 9], [3, -1], x  - 5 y  - 1996],

                               2        2
    [[96, 54, 6, 1], [3, -1], x  - 180 y  - 2736],

                                2       2
    [[96, 54, 12, 2], [3, -1], x  - 45 y  - 2736],

                                2       2
    [[96, 54, 18, 3], [3, -1], x  - 20 y  - 2736],

                                2      2
    [[96, 54, 36, 6], [3, -1], x  - 5 y  - 2736],

                                2      2
    [[96, 59, 34, 3], [3, -1], x  - 5 y  - 3436],

                                2       2
    [[97, 1, 15, 1], [26, -1], x  - 42 y  + 41],

                               2       2
    [[97, 1, 23, 9], [5, -1], x  - 21 y  + 1700],

                               2       2
    [[97, 2, 15, 4], [7, -1], x  - 45 y  + 716],

                                2      2
    [[97, 2, 45, 12], [7, -1], x  - 5 y  + 716],

                                2      2
    [[97, 2, 56, 1], [52, -1], x  - 3 y  - 1],

                                2      2
    [[97, 2, 64, 31], [4, -1], x  - 3 y  + 2879],

                                2      2
    [[97, 3, 36, 11], [6, -1], x  - 8 y  + 959],

                                2      2
    [[97, 3, 57, 37], [3, -1], x  - 5 y  + 6836],

                                2      2
    [[97, 3, 72, 22], [6, -1], x  - 2 y  + 959],

                                2       2
    [[97, 5, 20, 3], [10, -1], x  - 24 y  + 191],

                                2      2
    [[97, 5, 40, 6], [10, -1], x  - 6 y  + 191],

                                2      2
    [[97, 5, 63, 29], [4, -1], x  - 3 y  + 2498],

                               2        2
    [[97, 7, 9, 1], [11, -1], x  - 117 y  + 68],

                                2       2
    [[97, 7, 14, 1], [14, -1], x  - 48 y  - 1],

                                2       2
    [[97, 7, 27, 3], [11, -1], x  - 13 y  + 68],

                                2       2
    [[97, 7, 28, 2], [14, -1], x  - 12 y  - 1],

                                2      2
    [[97, 7, 56, 4], [14, -1], x  - 3 y  - 1],

                                2      2
    [[97, 7, 71, 19], [6, -1], x  - 2 y  + 673],

                                2      2
    [[97, 8, 55, 34], [3, -1], x  - 5 y  + 5716],

                                2      2
    [[97, 8, 62, 27], [4, -1], x  - 3 y  + 2123],

                                2      2
    [[97, 11, 35, 8], [6, -1], x  - 8 y  + 391],

                                 2      2
    [[97, 11, 61, 25], [4, -1], x  - 3 y  + 1754],

                                 2      2
    [[97, 11, 70, 16], [6, -1], x  - 2 y  + 391],

                                2       2
    [[97, 13, 11, 1], [9, -1], x  - 77 y  - 92],

                                2       2
    [[97, 13, 25, 3], [8, -1], x  - 15 y  - 34],

                                 2      2
    [[97, 13, 53, 31], [3, -1], x  - 5 y  + 4636],

                                 2      2
    [[97, 14, 60, 23], [4, -1], x  - 3 y  + 1391],

                                 2      2
    [[97, 15, 69, 13], [6, -1], x  - 2 y  + 113],

                                 2      2
    [[97, 17, 39, 1], [10, -1], x  - 6 y  - 283],

                                2      2
    [[97, 17, 43, 5], [7, -1], x  - 5 y  - 164],

                                 2      2
    [[97, 17, 59, 21], [4, -1], x  - 3 y  + 1034],

                                 2      2
    [[97, 18, 51, 28], [3, -1], x  - 5 y  + 3596],

                                2      2
    [[97, 19, 34, 5], [6, -1], x  - 8 y  - 161],

                                 2      2
    [[97, 19, 68, 10], [6, -1], x  - 2 y  - 161],

                                 2      2
    [[97, 20, 58, 19], [4, -1], x  - 3 y  + 683],

                                2       2
    [[97, 22, 21, 4], [5, -1], x  - 21 y  - 148],

                                 2      2
    [[97, 23, 49, 25], [3, -1], x  - 5 y  + 2596],

                                 2      2
    [[97, 23, 57, 17], [4, -1], x  - 3 y  + 338],

                                2      2
    [[97, 23, 67, 7], [6, -1], x  - 2 y  - 431],

                                 2      2
    [[97, 26, 56, 15], [4, -1], x  - 3 y  - 1],

                                2      2
    [[97, 27, 33, 2], [6, -1], x  - 8 y  - 697],

                                2      2
    [[97, 27, 66, 4], [6, -1], x  - 2 y  - 697],

                                 2      2
    [[97, 28, 47, 22], [3, -1], x  - 5 y  + 1636],

                                 2      2
    [[97, 29, 55, 13], [4, -1], x  - 3 y  - 334],

                                2      2
    [[97, 31, 65, 1], [6, -1], x  - 2 y  - 959],

                                 2      2
    [[97, 32, 54, 11], [4, -1], x  - 3 y  - 661],

                                 2      2
    [[97, 33, 45, 19], [3, -1], x  - 5 y  + 716],

                                2      2
    [[97, 35, 53, 9], [4, -1], x  - 3 y  - 982],

                                 2      2
    [[97, 38, 43, 16], [3, -1], x  - 5 y  - 164],

                                2      2
    [[97, 38, 52, 7], [4, -1], x  - 3 y  - 1297],

                                2      2
    [[97, 41, 51, 5], [4, -1], x  - 3 y  - 1606],

                                 2      2
    [[97, 43, 41, 13], [3, -1], x  - 5 y  - 1004],

                                2      2
    [[97, 44, 50, 3], [4, -1], x  - 3 y  - 1909],

                                2      2
    [[97, 47, 49, 1], [4, -1], x  - 3 y  - 2206],

                                 2      2
    [[97, 48, 39, 10], [3, -1], x  - 5 y  - 1804],

                                2      2
    [[97, 53, 37, 7], [3, -1], x  - 5 y  - 2564],

                                2      2
    [[97, 58, 35, 4], [3, -1], x  - 5 y  - 3284],

                                2      2
    [[97, 63, 33, 1], [3, -1], x  - 5 y  - 3964],

                                2      2
    [[98, 1, 65, 32], [4, -1], x  - 3 y  + 3071],

                                2       2
    [[98, 2, 11, 1], [18, -1], x  - 80 y  + 76],

                               2       2
    [[98, 2, 13, 3], [8, -1], x  - 60 y  + 536],

                                2       2
    [[98, 2, 22, 2], [18, -1], x  - 20 y  + 76],

                               2       2
    [[98, 2, 26, 6], [8, -1], x  - 15 y  + 536],

                                2       2
    [[98, 2, 29, 19], [3, -1], x  - 20 y  + 7216],

                                2       2
    [[98, 2, 31, 1], [38, -1], x  - 10 y  + 6], [[98, 2, 44, 4], [18, -1], %2],

                                2      2
    [[98, 2, 57, 7], [14, -1], x  - 3 y  + 143],

                                2      2
    [[98, 2, 58, 38], [3, -1], x  - 5 y  + 7216],

                                2      2
    [[98, 2, 73, 23], [6, -1], x  - 2 y  + 1054],

                                2       2
    [[98, 4, 32, 15], [4, -1], x  - 12 y  + 2684],

                                2      2
    [[98, 4, 64, 30], [4, -1], x  - 3 y  + 2684],

                               2       2
    [[98, 6, 18, 5], [6, -1], x  - 32 y  + 764],

                                2      2
    [[98, 6, 36, 10], [6, -1], x  - 8 y  + 764],

                                2      2
    [[98, 6, 72, 20], [6, -1], x  - 2 y  + 764],

                              2        2
    [[98, 7, 8, 5], [3, -1], x  - 245 y  + 6076],

                              2        2
    [[98, 7, 9, 4], [4, -1], x  - 147 y  + 2303],

                                2      2
    [[98, 7, 37, 2], [16, -1], x  - 7 y  - 21],

                                2      2
    [[98, 7, 56, 35], [3, -1], x  - 5 y  + 6076],

                                2      2
    [[98, 7, 63, 28], [4, -1], x  - 3 y  + 2303],

                                 2       2
    [[98, 10, 10, 1], [10, -1], x  - 96 y  - 4],

                                 2       2
    [[98, 10, 20, 2], [10, -1], x  - 24 y  - 4],

                                 2       2
    [[98, 10, 31, 13], [4, -1], x  - 12 y  + 1928],

                                 2      2
    [[98, 10, 40, 4], [10, -1], x  - 6 y  - 4],

                                 2      2
    [[98, 10, 62, 26], [4, -1], x  - 3 y  + 1928],

                                 2      2
    [[98, 10, 71, 17], [6, -1], x  - 2 y  + 478],

                                 2       2
    [[98, 12, 27, 16], [3, -1], x  - 20 y  + 4976],

                                 2      2
    [[98, 12, 54, 32], [3, -1], x  - 5 y  + 4976],

    [[98, 13, 44, 7], [7, -1], %2],

                                 2      2
    [[98, 13, 61, 24], [4, -1], x  - 3 y  + 1559],

                               2        2
    [[98, 14, 5, 1], [6, -1], x  - 392 y  + 196],

                                2       2
    [[98, 14, 10, 2], [6, -1], x  - 98 y  + 196],

                                2       2
    [[98, 14, 11, 3], [5, -1], x  - 84 y  + 560],

                                2       2
    [[98, 14, 22, 6], [5, -1], x  - 21 y  + 560],

                                2      2
    [[98, 14, 35, 7], [6, -1], x  - 8 y  + 196],

                                 2      2
    [[98, 14, 70, 14], [6, -1], x  - 2 y  + 196],

                                 2       2
    [[98, 16, 30, 11], [4, -1], x  - 12 y  + 1196],

                                 2      2
    [[98, 16, 60, 22], [4, -1], x  - 3 y  + 1196],

                                2       2
    [[98, 17, 25, 2], [8, -1], x  - 15 y  - 229],

                                 2      2
    [[98, 17, 52, 29], [3, -1], x  - 5 y  + 3916],

                                 2      2
    [[98, 18, 69, 11], [6, -1], x  - 2 y  - 82],

                                 2      2
    [[98, 19, 59, 20], [4, -1], x  - 3 y  + 839],

                                2       2
    [[98, 22, 17, 2], [6, -1], x  - 32 y  - 356],

                                 2       2
    [[98, 22, 25, 13], [3, -1], x  - 20 y  + 2896],

                                2       2
    [[98, 22, 29, 9], [4, -1], x  - 12 y  + 488],

                                2      2
    [[98, 22, 34, 4], [6, -1], x  - 8 y  - 356],

                                 2      2
    [[98, 22, 50, 26], [3, -1], x  - 5 y  + 2896],

                                 2      2
    [[98, 22, 58, 18], [4, -1], x  - 3 y  + 488],

                                2      2
    [[98, 22, 68, 8], [6, -1], x  - 2 y  - 356],

                                 2      2
    [[98, 25, 57, 16], [4, -1], x  - 3 y  + 143],

                                2      2
    [[98, 26, 67, 5], [6, -1], x  - 2 y  - 626],

                                 2      2
    [[98, 27, 48, 23], [3, -1], x  - 5 y  + 1916],

                               2        2
    [[98, 28, 4, 1], [4, -1], x  - 588 y  - 196],

                               2        2
    [[98, 28, 8, 2], [4, -1], x  - 147 y  - 196],

                                2       2
    [[98, 28, 28, 7], [4, -1], x  - 12 y  - 196],

                                 2      2
    [[98, 28, 56, 14], [4, -1], x  - 3 y  - 196],

                                2      2
    [[98, 30, 33, 1], [6, -1], x  - 8 y  - 892],

                                2      2
    [[98, 30, 66, 2], [6, -1], x  - 2 y  - 892],

                                 2      2
    [[98, 31, 55, 12], [4, -1], x  - 3 y  - 529],

                                 2       2
    [[98, 32, 23, 10], [3, -1], x  - 20 y  + 976],

                                 2      2
    [[98, 32, 46, 20], [3, -1], x  - 5 y  + 976],

                                2       2
    [[98, 34, 27, 5], [4, -1], x  - 12 y  - 856],

                                 2      2
    [[98, 34, 54, 10], [4, -1], x  - 3 y  - 856],

                                2       2
    [[98, 35, 20, 1], [5, -1], x  - 21 y  - 1204],

    [[98, 37, 44, 17], [3, -1], %2],

                                2      2
    [[98, 37, 53, 8], [4, -1], x  - 3 y  - 1177],

                                2       2
    [[98, 40, 26, 3], [4, -1], x  - 12 y  - 1492],

                                2      2
    [[98, 40, 52, 6], [4, -1], x  - 3 y  - 1492],

                               2        2
    [[98, 42, 3, 1], [3, -1], x  - 980 y  - 784],

                               2        2
    [[98, 42, 6, 2], [3, -1], x  - 245 y  - 784],

                                2       2
    [[98, 42, 21, 7], [3, -1], x  - 20 y  - 784],

                                 2      2
    [[98, 42, 42, 14], [3, -1], x  - 5 y  - 784],

                                2      2
    [[98, 43, 51, 4], [4, -1], x  - 3 y  - 1801],

                                2       2
    [[98, 46, 25, 1], [4, -1], x  - 12 y  - 2104],

                                2      2
    [[98, 46, 50, 2], [4, -1], x  - 3 y  - 2104],

                                 2      2
    [[98, 47, 40, 11], [3, -1], x  - 5 y  - 1604],

                                2       2
    [[98, 52, 19, 4], [3, -1], x  - 20 y  - 2384],

                                2      2
    [[98, 52, 38, 8], [3, -1], x  - 5 y  - 2384],

                                2      2
    [[98, 57, 36, 5], [3, -1], x  - 5 y  - 3124],

                                2       2
    [[98, 62, 17, 1], [3, -1], x  - 20 y  - 3824],

                                2      2
    [[98, 62, 34, 2], [3, -1], x  - 5 y  - 3824],

                                2      2
    [[99, 1, 37, 12], [6, -1], x  - 8 y  + 1151],

                                2      2
    [[99, 1, 59, 39], [3, -1], x  - 5 y  + 7604],

                                2      2
    [[99, 1, 74, 24], [6, -1], x  - 2 y  + 1151],

                                2      2
    [[99, 3, 35, 1], [34, -1], x  - 8 y  - 1],

                                2      2
    [[99, 3, 41, 7], [10, -1], x  - 6 y  + 285],

                                2      2
    [[99, 3, 65, 31], [4, -1], x  - 3 y  + 2874],

                                2      2
    [[99, 3, 70, 2], [34, -1], x  - 2 y  - 1],

                                2      2
    [[99, 5, 73, 21], [6, -1], x  - 2 y  + 857],

                                2       2
    [[99, 6, 19, 12], [3, -1], x  - 45 y  + 6444],

                               2       2
    [[99, 6, 23, 8], [5, -1], x  - 21 y  + 1308],

                               2       2
    [[99, 6, 26, 5], [8, -1], x  - 15 y  + 339],

                                2      2
    [[99, 6, 57, 36], [3, -1], x  - 5 y  + 6444],

                                2      2
    [[99, 6, 64, 29], [4, -1], x  - 3 y  + 2487],

                              2        2
    [[99, 9, 4, 1], [6, -1], x  - 648 y  + 567],

                              2        2
    [[99, 9, 5, 1], [7, -1], x  - 405 y  + 324],

                              2        2
    [[99, 9, 7, 3], [4, -1], x  - 243 y  + 2106],

                              2        2
    [[99, 9, 8, 2], [6, -1], x  - 162 y  + 567],

                               2       2
    [[99, 9, 12, 3], [6, -1], x  - 72 y  + 567],

                               2       2
    [[99, 9, 15, 3], [7, -1], x  - 45 y  + 324],

                                2       2
    [[99, 9, 19, 1], [14, -1], x  - 27 y  - 54],

                               2       2
    [[99, 9, 21, 9], [4, -1], x  - 27 y  + 2106],

                               2       2
    [[99, 9, 24, 6], [6, -1], x  - 18 y  + 567],

                               2      2
    [[99, 9, 36, 9], [6, -1], x  - 8 y  + 567],

                               2      2
    [[99, 9, 45, 9], [7, -1], x  - 5 y  + 324],

                                2      2
    [[99, 9, 57, 3], [14, -1], x  - 3 y  - 54],

                                2      2
    [[99, 9, 63, 27], [4, -1], x  - 3 y  + 2106],

                                2      2
    [[99, 9, 72, 18], [6, -1], x  - 2 y  + 567],

                               2        2
    [[99, 11, 5, 3], [3, -1], x  - 605 y  + 5324],

                                 2      2
    [[99, 11, 55, 33], [3, -1], x  - 5 y  + 5324],

                                 2      2
    [[99, 12, 62, 25], [4, -1], x  - 3 y  + 1731],

                                 2      2
    [[99, 13, 71, 15], [6, -1], x  - 2 y  + 281],

                                 2       2
    [[99, 15, 20, 1], [10, -1], x  - 24 y  - 201],

                                 2      2
    [[99, 15, 40, 2], [10, -1], x  - 6 y  - 201],

                                 2      2
    [[99, 15, 61, 23], [4, -1], x  - 3 y  + 1362],

                                 2      2
    [[99, 16, 53, 30], [3, -1], x  - 5 y  + 4244],

                                2      2
    [[99, 17, 35, 6], [6, -1], x  - 8 y  - 1],

                                 2      2
    [[99, 17, 70, 12], [6, -1], x  - 2 y  - 1],

                                2       2
    [[99, 18, 20, 7], [4, -1], x  - 27 y  + 999],

                                 2      2
    [[99, 18, 60, 21], [4, -1], x  - 3 y  + 999],

                                2       2
    [[99, 21, 17, 9], [3, -1], x  - 45 y  + 3204],

                                2       2
    [[99, 21, 23, 3], [6, -1], x  - 18 y  - 279],

                                2       2
    [[99, 21, 25, 1], [8, -1], x  - 15 y  - 426],

                                 2      2
    [[99, 21, 51, 27], [3, -1], x  - 5 y  + 3204],

                                 2      2
    [[99, 21, 59, 19], [4, -1], x  - 3 y  + 642],

                                2      2
    [[99, 21, 69, 9], [6, -1], x  - 2 y  - 279],

                                2      2
    [[99, 24, 43, 2], [7, -1], x  - 5 y  - 556],

                                 2      2
    [[99, 24, 58, 17], [4, -1], x  - 3 y  + 291],

                                2      2
    [[99, 25, 34, 3], [6, -1], x  - 8 y  - 553],

                                2      2
    [[99, 25, 68, 6], [6, -1], x  - 2 y  - 553],

                                 2      2
    [[99, 26, 49, 24], [3, -1], x  - 5 y  + 2204],

                               2        2
    [[99, 27, 7, 1], [5, -1], x  - 189 y  - 540],

                                2       2
    [[99, 27, 19, 5], [4, -1], x  - 27 y  - 54],

                                2       2
    [[99, 27, 21, 3], [5, -1], x  - 21 y  - 540],

                                 2      2
    [[99, 27, 57, 15], [4, -1], x  - 3 y  - 54],

                                2      2
    [[99, 29, 67, 3], [6, -1], x  - 2 y  - 823],

                                 2      2
    [[99, 30, 56, 13], [4, -1], x  - 3 y  - 393],

                                 2      2
    [[99, 31, 47, 21], [3, -1], x  - 5 y  + 1244],

                               2        2
    [[99, 33, 5, 1], [4, -1], x  - 363 y  - 726],

                                 2      2
    [[99, 33, 55, 11], [4, -1], x  - 3 y  - 726],

                               2        2
    [[99, 36, 5, 2], [3, -1], x  - 405 y  + 324],

                               2        2
    [[99, 36, 6, 1], [4, -1], x  - 243 y  - 1053],

                                2       2
    [[99, 36, 15, 6], [3, -1], x  - 45 y  + 324],

                                2       2
    [[99, 36, 18, 3], [4, -1], x  - 27 y  - 1053],

                                 2      2
    [[99, 36, 45, 18], [3, -1], x  - 5 y  + 324],

                                2      2
    [[99, 36, 54, 9], [4, -1], x  - 3 y  - 1053],

                                2      2
    [[99, 39, 53, 7], [4, -1], x  - 3 y  - 1374],

                                 2      2
    [[99, 41, 43, 15], [3, -1], x  - 5 y  - 556],

                                2      2
    [[99, 42, 52, 5], [4, -1], x  - 3 y  - 1689],

                                2       2
    [[99, 45, 17, 1], [4, -1], x  - 27 y  - 1998],

                                2      2
    [[99, 45, 51, 3], [4, -1], x  - 3 y  - 1998],

                                 2      2
    [[99, 46, 41, 12], [3, -1], x  - 5 y  - 1396],

                                2      2
    [[99, 48, 50, 1], [4, -1], x  - 3 y  - 2301],

                                2       2
    [[99, 51, 13, 3], [3, -1], x  - 45 y  - 2196],

                                2      2
    [[99, 51, 39, 9], [3, -1], x  - 5 y  - 2196],

                                2      2
    [[99, 56, 37, 6], [3, -1], x  - 5 y  - 2956],

                                2      2
    [[99, 61, 35, 3], [3, -1], x  - 5 y  - 3676],

                                 2       2
    [[100, 2, 19, 2], [16, -1], x  - 28 y  + 108],

                                 2       2
    [[100, 2, 33, 16], [4, -1], x  - 12 y  + 3068],

                                 2      2
    [[100, 2, 38, 4], [16, -1], x  - 7 y  + 108],

                                 2      2
    [[100, 2, 66, 32], [4, -1], x  - 3 y  + 3068],

                                2        2
    [[100, 4, 7, 1], [11, -1], x  - 208 y  + 192],

                                 2       2
    [[100, 4, 14, 2], [11, -1], x  - 52 y  + 192],

                                 2       2
    [[100, 4, 28, 4], [11, -1], x  - 13 y  + 192],

                                 2       2
    [[100, 4, 29, 3], [14, -1], x  - 12 y  + 92],

                                 2      2
    [[100, 4, 37, 11], [6, -1], x  - 8 y  + 952],

                                 2      2
    [[100, 4, 58, 6], [14, -1], x  - 3 y  + 92],

                                 2      2
    [[100, 4, 74, 22], [6, -1], x  - 2 y  + 952],

                                2       2
    [[100, 5, 13, 6], [4, -1], x  - 75 y  + 2675],

                                 2       2
    [[100, 5, 17, 2], [12, -1], x  - 35 y  + 115],

                                 2      2
    [[100, 5, 46, 11], [7, -1], x  - 5 y  + 580],

                                 2      2
    [[100, 5, 58, 37], [3, -1], x  - 5 y  + 6820],

                                 2      2
    [[100, 5, 65, 30], [4, -1], x  - 3 y  + 2675],

                                2       2
    [[100, 8, 16, 7], [4, -1], x  - 48 y  + 2288],

                                 2       2
    [[100, 8, 32, 14], [4, -1], x  - 12 y  + 2288],

                                 2      2
    [[100, 8, 41, 5], [10, -1], x  - 6 y  + 86],

                                 2      2
    [[100, 8, 64, 28], [4, -1], x  - 3 y  + 2288],

                                 2      2
    [[100, 8, 73, 19], [6, -1], x  - 2 y  + 658],

                                 2       2
    [[100, 10, 13, 2], [8, -1], x  - 60 y  + 140],

                                 2       2
    [[100, 10, 26, 4], [8, -1], x  - 15 y  + 140],

                                  2       2
    [[100, 10, 28, 17], [3, -1], x  - 20 y  + 5680],

                                  2      2
    [[100, 10, 56, 34], [3, -1], x  - 5 y  + 5680],

                                  2      2
    [[100, 11, 63, 26], [4, -1], x  - 3 y  + 1907],

                                2        2
    [[100, 12, 9, 2], [6, -1], x  - 128 y  + 368],

                                 2       2
    [[100, 12, 18, 4], [6, -1], x  - 32 y  + 368],

                                 2      2
    [[100, 12, 36, 8], [6, -1], x  - 8 y  + 368],

                                  2      2
    [[100, 12, 72, 16], [6, -1], x  - 2 y  + 368],

                                  2       2
    [[100, 14, 31, 12], [4, -1], x  - 12 y  + 1532],

                                  2      2
    [[100, 14, 62, 24], [4, -1], x  - 3 y  + 1532],

                                  2      2
    [[100, 15, 54, 31], [3, -1], x  - 5 y  + 4580],

                                  2      2
    [[100, 16, 71, 13], [6, -1], x  - 2 y  + 82],

                                  2      2
    [[100, 17, 61, 22], [4, -1], x  - 3 y  + 1163],

                                 2       2
    [[100, 19, 22, 5], [5, -1], x  - 21 y  + 164],

                                2         2
    [[100, 20, 3, 1], [4, -1], x  - 1200 y  + 800],

                                2        2
    [[100, 20, 6, 2], [4, -1], x  - 300 y  + 800],

                                2        2
    [[100, 20, 7, 1], [6, -1], x  - 200 y  - 200],

                                 2       2
    [[100, 20, 11, 1], [7, -1], x  - 80 y  - 320],

                                 2       2
    [[100, 20, 12, 4], [4, -1], x  - 75 y  + 800],

                                 2       2
    [[100, 20, 13, 7], [3, -1], x  - 80 y  + 3520],

                                 2       2
    [[100, 20, 14, 2], [6, -1], x  - 50 y  - 200],

                                 2       2
    [[100, 20, 15, 5], [4, -1], x  - 48 y  + 800],

                                 2       2
    [[100, 20, 22, 2], [7, -1], x  - 20 y  - 320],

                                  2       2
    [[100, 20, 26, 14], [3, -1], x  - 20 y  + 3520],

                                  2       2
    [[100, 20, 30, 10], [4, -1], x  - 12 y  + 800],

                                 2      2
    [[100, 20, 35, 5], [6, -1], x  - 8 y  - 200],

                                 2      2
    [[100, 20, 44, 4], [7, -1], x  - 5 y  - 320],

                                  2      2
    [[100, 20, 52, 28], [3, -1], x  - 5 y  + 3520],

                                  2      2
    [[100, 20, 60, 20], [4, -1], x  - 3 y  + 800],

                                  2      2
    [[100, 20, 70, 10], [6, -1], x  - 2 y  - 200],

                                  2      2
    [[100, 23, 59, 18], [4, -1], x  - 3 y  + 443],

                                 2      2
    [[100, 24, 69, 7], [6, -1], x  - 2 y  - 478],

                                2         2
    [[100, 25, 2, 1], [3, -1], x  - 3125 y  + 2500],

                                 2        2
    [[100, 25, 10, 5], [3, -1], x  - 125 y  + 2500],

                                  2      2
    [[100, 25, 50, 25], [3, -1], x  - 5 y  + 2500],

                                 2       2
    [[100, 26, 29, 8], [4, -1], x  - 12 y  + 92],

                                  2      2
    [[100, 26, 58, 16], [4, -1], x  - 3 y  + 92],

                                 2       2
    [[100, 28, 17, 1], [6, -1], x  - 32 y  - 752],

                                 2      2
    [[100, 28, 34, 2], [6, -1], x  - 8 y  - 752],

                                 2      2
    [[100, 28, 68, 4], [6, -1], x  - 2 y  - 752],

                                  2      2
    [[100, 29, 57, 14], [4, -1], x  - 3 y  - 253],

                                  2       2
    [[100, 30, 24, 11], [3, -1], x  - 20 y  + 1520],

                                  2      2
    [[100, 30, 48, 22], [3, -1], x  - 5 y  + 1520],

                                 2       2
    [[100, 32, 14, 3], [4, -1], x  - 48 y  - 592],

                                 2       2
    [[100, 32, 28, 6], [4, -1], x  - 12 y  - 592],

                                  2      2
    [[100, 32, 56, 12], [4, -1], x  - 3 y  - 592],

                                 2      2
    [[100, 32, 67, 1], [6, -1], x  - 2 y  - 1022],

                                 2       2
    [[100, 35, 11, 2], [4, -1], x  - 75 y  - 925],

                                  2      2
    [[100, 35, 46, 19], [3, -1], x  - 5 y  + 580],

                                  2      2
    [[100, 35, 55, 10], [4, -1], x  - 3 y  - 925],

                                 2       2
    [[100, 38, 27, 4], [4, -1], x  - 12 y  - 1252],

                                 2      2
    [[100, 38, 54, 8], [4, -1], x  - 3 y  - 1252],

                                 2       2
    [[100, 40, 11, 4], [3, -1], x  - 80 y  - 320],

                                 2       2
    [[100, 40, 22, 8], [3, -1], x  - 20 y  - 320],

                                  2      2
    [[100, 40, 44, 16], [3, -1], x  - 5 y  - 320],

                                 2      2
    [[100, 41, 53, 6], [4, -1], x  - 3 y  - 1573],

                                 2       2
    [[100, 44, 13, 1], [4, -1], x  - 48 y  - 1888],

                                 2       2
    [[100, 44, 26, 2], [4, -1], x  - 12 y  - 1888],

                                 2      2
    [[100, 44, 52, 4], [4, -1], x  - 3 y  - 1888],

                                  2      2
    [[100, 45, 42, 13], [3, -1], x  - 5 y  - 1180],

                                 2      2
    [[100, 47, 51, 2], [4, -1], x  - 3 y  - 2197],

                                2        2
    [[100, 50, 4, 1], [3, -1], x  - 500 y  - 2000],

                                2        2
    [[100, 50, 8, 2], [3, -1], x  - 125 y  - 2000],

                                 2       2
    [[100, 50, 20, 5], [3, -1], x  - 20 y  - 2000],

                                  2      2
    [[100, 50, 40, 10], [3, -1], x  - 5 y  - 2000],

                                 2      2
    [[100, 55, 38, 7], [3, -1], x  - 5 y  - 2780],

                                2       2
    [[100, 60, 9, 1], [3, -1], x  - 80 y  - 3520],

                                 2       2
    [[100, 60, 18, 2], [3, -1], x  - 20 y  - 3520],

                                 2      2
    [[100, 60, 36, 4], [3, -1], x  - 5 y  - 3520],

                                 2      2
    [[100, 65, 34, 1], [3, -1], x  - 5 y  - 4220],

                                 2       2
    [[101, 1, 21, 4], [10, -1], x  - 24 y  + 383],

                                 2      2
    [[101, 1, 42, 8], [10, -1], x  - 6 y  + 383],

                                 2      2
    [[101, 1, 47, 13], [7, -1], x  - 5 y  + 844],

                                 2      2
    [[101, 1, 67, 33], [4, -1], x  - 3 y  + 3266],

                                 2       2
    [[101, 3, 27, 1], [30, -1], x  - 14 y  + 5],

                                 2      2
    [[101, 3, 75, 23], [6, -1], x  - 2 y  + 1049],

                                 2      2
    [[101, 4, 59, 38], [3, -1], x  - 5 y  + 7204],

                                 2      2
    [[101, 4, 66, 31], [4, -1], x  - 3 y  + 2867],

                                 2      2
    [[101, 7, 37, 10], [6, -1], x  - 8 y  + 751],

                                 2      2
    [[101, 7, 65, 29], [4, -1], x  - 3 y  + 2474],

                                 2      2
    [[101, 7, 74, 20], [6, -1], x  - 2 y  + 751],

                                 2      2
    [[101, 9, 45, 1], [18, -1], x  - 5 y  - 76],

                                 2      2
    [[101, 9, 57, 35], [3, -1], x  - 5 y  + 6044],

                                  2      2
    [[101, 10, 38, 1], [16, -1], x  - 7 y  - 93],

                                  2      2
    [[101, 10, 64, 27], [4, -1], x  - 3 y  + 2087],

                                  2       2
    [[101, 11, 17, 1], [12, -1], x  - 35 y  - 86],

                                 2       2
    [[101, 11, 23, 7], [5, -1], x  - 21 y  + 908],

                                  2       2
    [[101, 11, 29, 1], [14, -1], x  - 12 y  - 109],

                                  2      2
    [[101, 11, 58, 2], [14, -1], x  - 3 y  - 109],

                                  2      2
    [[101, 11, 73, 17], [6, -1], x  - 2 y  + 457],

                                  2      2
    [[101, 13, 41, 3], [10, -1], x  - 6 y  - 115],

                                  2      2
    [[101, 13, 63, 25], [4, -1], x  - 3 y  + 1706],

                                 2       2
    [[101, 14, 26, 3], [8, -1], x  - 15 y  - 61],

                                  2      2
    [[101, 14, 55, 32], [3, -1], x  - 5 y  + 4924],

                                 2      2
    [[101, 15, 36, 7], [6, -1], x  - 8 y  + 167],

                                  2      2
    [[101, 15, 72, 14], [6, -1], x  - 2 y  + 167],

                                 2       2
    [[101, 16, 15, 2], [7, -1], x  - 45 y  - 76],

                                 2      2
    [[101, 16, 45, 6], [7, -1], x  - 5 y  - 76],

                                  2      2
    [[101, 16, 62, 23], [4, -1], x  - 3 y  + 1331],

                                  2      2
    [[101, 19, 53, 29], [3, -1], x  - 5 y  + 3844],

                                  2      2
    [[101, 19, 61, 21], [4, -1], x  - 3 y  + 962],

                                  2      2
    [[101, 19, 71, 11], [6, -1], x  - 2 y  - 119],

                                  2      2
    [[101, 22, 60, 19], [4, -1], x  - 3 y  + 599],

                                 2      2
    [[101, 23, 35, 4], [6, -1], x  - 8 y  - 401],

                                 2      2
    [[101, 23, 70, 8], [6, -1], x  - 2 y  - 401],

                                  2      2
    [[101, 24, 51, 26], [3, -1], x  - 5 y  + 2804],

                                  2      2
    [[101, 25, 59, 17], [4, -1], x  - 3 y  + 242],

                                 2      2
    [[101, 27, 69, 5], [6, -1], x  - 2 y  - 679],

                                  2      2
    [[101, 28, 58, 15], [4, -1], x  - 3 y  - 109],

                                  2      2
    [[101, 29, 49, 23], [3, -1], x  - 5 y  + 1804],

                                 2      2
    [[101, 31, 34, 1], [6, -1], x  - 8 y  - 953],

                                  2      2
    [[101, 31, 57, 13], [4, -1], x  - 3 y  - 454],

                                 2      2
    [[101, 31, 68, 2], [6, -1], x  - 2 y  - 953],

                                 2       2
    [[101, 32, 21, 2], [5, -1], x  - 21 y  - 940],

                                  2      2
    [[101, 34, 47, 20], [3, -1], x  - 5 y  + 844],

                                  2      2
    [[101, 34, 56, 11], [4, -1], x  - 3 y  - 793],

                                 2      2
    [[101, 37, 55, 9], [4, -1], x  - 3 y  - 1126],

                                  2      2
    [[101, 39, 45, 17], [3, -1], x  - 5 y  - 76],

                                 2      2
    [[101, 40, 54, 7], [4, -1], x  - 3 y  - 1453],

                                 2      2
    [[101, 43, 53, 5], [4, -1], x  - 3 y  - 1774],

                                  2      2
    [[101, 44, 43, 14], [3, -1], x  - 5 y  - 956],

                                 2      2
    [[101, 46, 52, 3], [4, -1], x  - 3 y  - 2089],

                                  2      2
    [[101, 49, 41, 11], [3, -1], x  - 5 y  - 1796],

                                 2      2
    [[101, 49, 51, 1], [4, -1], x  - 3 y  - 2398],

                                 2      2
    [[101, 54, 39, 8], [3, -1], x  - 5 y  - 2596],

                                 2      2
    [[101, 59, 37, 5], [3, -1], x  - 5 y  - 3356],

                                 2      2
    [[101, 64, 35, 2], [3, -1], x  - 5 y  - 4076],

                                2       2
    [[102, 2, 19, 6], [6, -1], x  - 32 y  + 1148],

                                 2      2
    [[102, 2, 38, 12], [6, -1], x  - 8 y  + 1148],

                                 2      2
    [[102, 2, 76, 24], [6, -1], x  - 2 y  + 1148],

                                2        2
    [[102, 3, 8, 1], [13, -1], x  - 165 y  + 156],

                               2        2
    [[102, 3, 8, 3], [5, -1], x  - 189 y  + 1692],

                               2        2
    [[102, 3, 9, 2], [8, -1], x  - 135 y  + 531],

                                 2       2
    [[102, 3, 20, 13], [3, -1], x  - 45 y  + 7596],

                                2       2
    [[102, 3, 24, 9], [5, -1], x  - 21 y  + 1692],

                                2       2
    [[102, 3, 27, 6], [8, -1], x  - 15 y  + 531],

                                 2      2
    [[102, 3, 60, 39], [3, -1], x  - 5 y  + 7596],

                                 2      2
    [[102, 3, 67, 32], [4, -1], x  - 3 y  + 3063],

                                2        2
    [[102, 6, 7, 1], [10, -1], x  - 216 y  + 180],

                                2        2
    [[102, 6, 11, 5], [4, -1], x  - 108 y  + 2664],

                                 2       2
    [[102, 6, 14, 2], [10, -1], x  - 54 y  + 180],

                                 2       2
    [[102, 6, 21, 3], [10, -1], x  - 24 y  + 180],

                                 2       2
    [[102, 6, 22, 10], [4, -1], x  - 27 y  + 2664],

                                2       2
    [[102, 6, 25, 7], [6, -1], x  - 18 y  + 846],

                                 2       2
    [[102, 6, 33, 15], [4, -1], x  - 12 y  + 2664],

                                 2      2
    [[102, 6, 42, 6], [10, -1], x  - 6 y  + 180],

                                 2      2
    [[102, 6, 59, 5], [14, -1], x  - 3 y  + 39],

                                 2      2
    [[102, 6, 66, 30], [4, -1], x  - 3 y  + 2664],

                                 2      2
    [[102, 6, 75, 21], [6, -1], x  - 2 y  + 846],

                                 2       2
    [[102, 8, 29, 18], [3, -1], x  - 20 y  + 6416],

                                 2      2
    [[102, 8, 58, 36], [3, -1], x  - 5 y  + 6416],

                                 2      2
    [[102, 9, 65, 28], [4, -1], x  - 3 y  + 2271],

                                 2      2
    [[102, 10, 37, 9], [6, -1], x  - 8 y  + 548],

                                  2      2
    [[102, 10, 74, 18], [6, -1], x  - 2 y  + 548],

                                 2       2
    [[102, 12, 23, 4], [7, -1], x  - 20 y  + 176],

                                  2       2
    [[102, 12, 32, 13], [4, -1], x  - 12 y  + 1884],

                                 2      2
    [[102, 12, 46, 8], [7, -1], x  - 5 y  + 176],

                                  2      2
    [[102, 12, 64, 26], [4, -1], x  - 3 y  + 1884],

                                  2      2
    [[102, 13, 56, 33], [3, -1], x  - 5 y  + 5276],

                                  2      2
    [[102, 14, 73, 15], [6, -1], x  - 2 y  + 254],

                                 2       2
    [[102, 15, 21, 8], [4, -1], x  - 27 y  + 1503],

                                  2       2
    [[102, 15, 28, 1], [11, -1], x  - 13 y  - 212],

                                  2      2
    [[102, 15, 63, 24], [4, -1], x  - 3 y  + 1503],

                                2        2
    [[102, 18, 6, 1], [6, -1], x  - 288 y  - 36],

                                2        2
    [[102, 18, 9, 5], [3, -1], x  - 180 y  + 4176],

                                 2       2
    [[102, 18, 12, 2], [6, -1], x  - 72 y  - 36],

                                 2       2
    [[102, 18, 13, 1], [8, -1], x  - 60 y  - 264],

                                 2       2
    [[102, 18, 18, 3], [6, -1], x  - 32 y  - 36],

                                  2       2
    [[102, 18, 18, 10], [3, -1], x  - 45 y  + 4176],

                                 2       2
    [[102, 18, 24, 4], [6, -1], x  - 18 y  - 36],

                                 2       2
    [[102, 18, 26, 2], [8, -1], x  - 15 y  - 264],

                                  2       2
    [[102, 18, 27, 15], [3, -1], x  - 20 y  + 4176],

                                  2       2
    [[102, 18, 31, 11], [4, -1], x  - 12 y  + 1128],

                                 2      2
    [[102, 18, 36, 6], [6, -1], x  - 8 y  - 36],

                                  2      2
    [[102, 18, 41, 1], [10, -1], x  - 6 y  - 318],

                                  2      2
    [[102, 18, 54, 30], [3, -1], x  - 5 y  + 4176],

                                  2      2
    [[102, 18, 62, 22], [4, -1], x  - 3 y  + 1128],

                                  2      2
    [[102, 18, 72, 12], [6, -1], x  - 2 y  - 36],

                                  2      2
    [[102, 21, 61, 20], [4, -1], x  - 3 y  + 759],

                                 2      2
    [[102, 22, 71, 9], [6, -1], x  - 2 y  - 322],

                                  2      2
    [[102, 23, 52, 27], [3, -1], x  - 5 y  + 3116],

                                 2        2
    [[102, 24, 10, 3], [4, -1], x  - 108 y  + 396],

                                 2       2
    [[102, 24, 11, 2], [5, -1], x  - 84 y  - 240],

                                 2       2
    [[102, 24, 20, 6], [4, -1], x  - 27 y  + 396],

                                 2       2
    [[102, 24, 22, 4], [5, -1], x  - 21 y  - 240],

                                 2       2
    [[102, 24, 30, 9], [4, -1], x  - 12 y  + 396],

                                  2      2
    [[102, 24, 60, 18], [4, -1], x  - 3 y  + 396],

                                 2      2
    [[102, 26, 35, 3], [6, -1], x  - 8 y  - 604],

                                 2      2
    [[102, 26, 70, 6], [6, -1], x  - 2 y  - 604],

                                 2      2
    [[102, 27, 44, 1], [7, -1], x  - 5 y  - 724],

                                  2      2
    [[102, 27, 59, 16], [4, -1], x  - 3 y  + 39],

                                  2       2
    [[102, 28, 25, 12], [3, -1], x  - 20 y  + 2096],

                                  2      2
    [[102, 28, 50, 24], [3, -1], x  - 5 y  + 2096],

                                 2       2
    [[102, 30, 23, 1], [6, -1], x  - 18 y  - 882],

                                 2       2
    [[102, 30, 29, 7], [4, -1], x  - 12 y  - 312],

                                  2      2
    [[102, 30, 58, 14], [4, -1], x  - 3 y  - 312],

                                 2      2
    [[102, 30, 69, 3], [6, -1], x  - 2 y  - 882],

                                 2       2
    [[102, 33, 16, 7], [3, -1], x  - 45 y  + 1116],

                                 2       2
    [[102, 33, 19, 4], [4, -1], x  - 27 y  - 657],

                                  2      2
    [[102, 33, 48, 21], [3, -1], x  - 5 y  + 1116],

                                  2      2
    [[102, 33, 57, 12], [4, -1], x  - 3 y  - 657],

                                 2       2
    [[102, 36, 28, 5], [4, -1], x  - 12 y  - 996],

                                  2      2
    [[102, 36, 56, 10], [4, -1], x  - 3 y  - 996],

                                 2       2
    [[102, 38, 23, 9], [3, -1], x  - 20 y  + 176],

                                  2      2
    [[102, 38, 46, 18], [3, -1], x  - 5 y  + 176],

                                 2      2
    [[102, 39, 55, 8], [4, -1], x  - 3 y  - 1329],

                                2        2
    [[102, 42, 9, 1], [4, -1], x  - 108 y  - 1656],

                                 2       2
    [[102, 42, 18, 2], [4, -1], x  - 27 y  - 1656],

                                 2       2
    [[102, 42, 27, 3], [4, -1], x  - 12 y  - 1656],

                                 2      2
    [[102, 42, 54, 6], [4, -1], x  - 3 y  - 1656],

                                  2      2
    [[102, 43, 44, 15], [3, -1], x  - 5 y  - 724],

                                 2      2
    [[102, 45, 53, 4], [4, -1], x  - 3 y  - 1977],

                                2        2
    [[102, 48, 7, 2], [3, -1], x  - 180 y  - 1584],

                                 2       2
    [[102, 48, 14, 4], [3, -1], x  - 45 y  - 1584],

                                 2       2
    [[102, 48, 21, 6], [3, -1], x  - 20 y  - 1584],

                                 2       2
    [[102, 48, 26, 1], [4, -1], x  - 12 y  - 2292],

                                  2      2
    [[102, 48, 42, 12], [3, -1], x  - 5 y  - 1584],

                                 2      2
    [[102, 48, 52, 2], [4, -1], x  - 3 y  - 2292],

                                 2      2
    [[102, 53, 40, 9], [3, -1], x  - 5 y  - 2404],

                                 2       2
    [[102, 58, 19, 3], [3, -1], x  - 20 y  - 3184],

                                 2      2
    [[102, 58, 38, 6], [3, -1], x  - 5 y  - 3184],

                                 2       2
    [[102, 63, 12, 1], [3, -1], x  - 45 y  - 3924],

                                 2      2
    [[102, 63, 36, 3], [3, -1], x  - 5 y  - 3924],

                                 2       2
    [[103, 1, 15, 2], [14, -1], x  - 48 y  + 191],

                                 2       2
    [[103, 1, 29, 5], [11, -1], x  - 13 y  + 324],

                                 2       2
    [[103, 1, 30, 4], [14, -1], x  - 12 y  + 191],

                                 2      2
    [[103, 1, 60, 8], [14, -1], x  - 3 y  + 191],

                                 2      2
    [[103, 1, 77, 25], [6, -1], x  - 2 y  + 1249],

                                 2      2
    [[103, 2, 61, 40], [3, -1], x  - 5 y  + 7996],

                                 2      2
    [[103, 2, 68, 33], [4, -1], x  - 3 y  + 3263],

                                 2       2
    [[103, 5, 13, 1], [16, -1], x  - 63 y  + 38],

                                 2      2
    [[103, 5, 38, 11], [6, -1], x  - 8 y  + 943],

                                 2      2
    [[103, 5, 39, 3], [16, -1], x  - 7 y  + 38],

                                 2      2
    [[103, 5, 67, 31], [4, -1], x  - 3 y  + 2858],

                                 2      2
    [[103, 5, 76, 22], [6, -1], x  - 2 y  + 943],

                                 2       2
    [[103, 7, 23, 1], [18, -1], x  - 20 y  - 29],

                                2       2
    [[103, 7, 27, 5], [8, -1], x  - 15 y  + 326],

                                 2       2
    [[103, 7, 31, 1], [20, -1], x  - 11 y  - 38],

                                 2      2
    [[103, 7, 46, 2], [18, -1], x  - 5 y  - 29],

                                 2      2
    [[103, 7, 59, 37], [3, -1], x  - 5 y  + 6796],

                                 2      2
    [[103, 8, 47, 10], [7, -1], x  - 5 y  + 436],

                                 2      2
    [[103, 8, 66, 29], [4, -1], x  - 3 y  + 2459],

                                 2      2
    [[103, 9, 75, 19], [6, -1], x  - 2 y  + 641],

                                  2       2
    [[103, 11, 21, 2], [10, -1], x  - 24 y  - 25],

                                  2      2
    [[103, 11, 42, 4], [10, -1], x  - 6 y  - 25],

                                  2      2
    [[103, 11, 65, 27], [4, -1], x  - 3 y  + 2066],

                                  2      2
    [[103, 12, 57, 34], [3, -1], x  - 5 y  + 5636],

                                 2      2
    [[103, 13, 37, 8], [6, -1], x  - 8 y  + 343],

                                  2      2
    [[103, 13, 59, 1], [14, -1], x  - 3 y  - 166],

                                  2      2
    [[103, 13, 74, 16], [6, -1], x  - 2 y  + 343],

                                  2      2
    [[103, 14, 64, 25], [4, -1], x  - 3 y  + 1679],

                                 2       2
    [[103, 16, 23, 6], [5, -1], x  - 21 y  + 500],

                                  2      2
    [[103, 17, 55, 31], [3, -1], x  - 5 y  + 4516],

                                  2      2
    [[103, 17, 63, 23], [4, -1], x  - 3 y  + 1298],

                                  2      2
    [[103, 17, 73, 13], [6, -1], x  - 2 y  + 49],

                                  2      2
    [[103, 20, 62, 21], [4, -1], x  - 3 y  + 923],

                                 2      2
    [[103, 21, 36, 5], [6, -1], x  - 8 y  - 241],

                                  2      2
    [[103, 21, 72, 10], [6, -1], x  - 2 y  - 241],

                                 2       2
    [[103, 22, 26, 1], [8, -1], x  - 15 y  - 469],

                                  2      2
    [[103, 22, 53, 28], [3, -1], x  - 5 y  + 3436],

                                 2       2
    [[103, 23, 15, 1], [7, -1], x  - 45 y  - 484],

                                 2      2
    [[103, 23, 45, 3], [7, -1], x  - 5 y  - 484],

                                  2      2
    [[103, 23, 61, 19], [4, -1], x  - 3 y  + 554],

                                 2      2
    [[103, 25, 71, 7], [6, -1], x  - 2 y  - 527],

                                  2      2
    [[103, 26, 60, 17], [4, -1], x  - 3 y  + 191],

                                  2      2
    [[103, 27, 51, 25], [3, -1], x  - 5 y  + 2396],

                                 2      2
    [[103, 29, 35, 2], [6, -1], x  - 8 y  - 809],

                                  2      2
    [[103, 29, 59, 15], [4, -1], x  - 3 y  - 166],

                                 2      2
    [[103, 29, 70, 4], [6, -1], x  - 2 y  - 809],

                                  2      2
    [[103, 32, 49, 22], [3, -1], x  - 5 y  + 1396],

                                  2      2
    [[103, 32, 58, 13], [4, -1], x  - 3 y  - 517],

                                 2      2
    [[103, 33, 69, 1], [6, -1], x  - 2 y  - 1087],

                                  2      2
    [[103, 35, 57, 11], [4, -1], x  - 3 y  - 862],

                                 2       2
    [[103, 37, 21, 1], [5, -1], x  - 21 y  - 1348],

                                  2      2
    [[103, 37, 47, 19], [3, -1], x  - 5 y  + 436],

                                 2      2
    [[103, 38, 56, 9], [4, -1], x  - 3 y  - 1201],

                                 2      2
    [[103, 41, 55, 7], [4, -1], x  - 3 y  - 1534],

                                  2      2
    [[103, 42, 45, 16], [3, -1], x  - 5 y  - 484],

                                 2      2
    [[103, 44, 54, 5], [4, -1], x  - 3 y  - 1861],

                                  2      2
    [[103, 47, 43, 13], [3, -1], x  - 5 y  - 1364],

                                 2      2
    [[103, 47, 53, 3], [4, -1], x  - 3 y  - 2182],

                                 2      2
    [[103, 50, 52, 1], [4, -1], x  - 3 y  - 2497],

                                  2      2
    [[103, 52, 41, 10], [3, -1], x  - 5 y  - 2204],

                                 2      2
    [[103, 57, 39, 7], [3, -1], x  - 5 y  - 3004],

                                 2      2
    [[103, 62, 37, 4], [3, -1], x  - 5 y  - 3764],

                                 2      2
    [[103, 67, 35, 1], [3, -1], x  - 5 y  - 4484],

                                 2      2
    [[104, 1, 62, 41], [3, -1], x  - 5 y  + 8404],

                                 2      2
    [[104, 1, 69, 34], [4, -1], x  - 3 y  + 3467],

                               2        2
    [[104, 4, 4, 1], [7, -1], x  - 720 y  + 704],

                               2        2
    [[104, 4, 8, 2], [7, -1], x  - 180 y  + 704],

                                2       2
    [[104, 4, 12, 3], [7, -1], x  - 80 y  + 704],

                                2       2
    [[104, 4, 16, 4], [7, -1], x  - 45 y  + 704],

                                2       2
    [[104, 4, 17, 8], [4, -1], x  - 48 y  + 3056],

                                 2       2
    [[104, 4, 19, 1], [22, -1], x  - 30 y  + 14],

                                2       2
    [[104, 4, 24, 6], [7, -1], x  - 20 y  + 704],

                                 2       2
    [[104, 4, 34, 16], [4, -1], x  - 12 y  + 3056],

                                 2      2
    [[104, 4, 43, 7], [10, -1], x  - 6 y  + 278],

                                 2      2
    [[104, 4, 48, 12], [7, -1], x  - 5 y  + 704],

                                 2      2
    [[104, 4, 68, 32], [4, -1], x  - 3 y  + 3056],

                                 2      2
    [[104, 4, 77, 23], [6, -1], x  - 2 y  + 1042],

                               2        2
    [[104, 6, 6, 1], [9, -1], x  - 308 y  + 272],

                                2       2
    [[104, 6, 12, 2], [9, -1], x  - 77 y  + 272],

                                 2       2
    [[104, 6, 30, 19], [3, -1], x  - 20 y  + 7184],

                                 2      2
    [[104, 6, 60, 38], [3, -1], x  - 5 y  + 7184],

                                 2      2
    [[104, 7, 67, 30], [4, -1], x  - 3 y  + 2651],

                               2         2
    [[104, 8, 3, 1], [5, -1], x  - 1344 y  + 1280],

                               2        2
    [[104, 8, 6, 2], [5, -1], x  - 336 y  + 1280],

                                2       2
    [[104, 8, 12, 4], [5, -1], x  - 84 y  + 1280],

                                 2       2
    [[104, 8, 15, 1], [14, -1], x  - 48 y  - 16],

                                2       2
    [[104, 8, 19, 5], [6, -1], x  - 32 y  + 736],

                                2       2
    [[104, 8, 24, 8], [5, -1], x  - 21 y  + 1280],

                                 2       2
    [[104, 8, 30, 2], [14, -1], x  - 12 y  - 16],

                                 2      2
    [[104, 8, 38, 10], [6, -1], x  - 8 y  + 736],

                                 2      2
    [[104, 8, 60, 4], [14, -1], x  - 3 y  - 16],

                                 2      2
    [[104, 8, 76, 20], [6, -1], x  - 2 y  + 736],

                                  2       2
    [[104, 10, 33, 14], [4, -1], x  - 12 y  + 2252],

                                  2      2
    [[104, 10, 66, 28], [4, -1], x  - 3 y  + 2252],

                                 2       2
    [[104, 11, 27, 4], [8, -1], x  - 15 y  + 119],

                                  2      2
    [[104, 11, 58, 35], [3, -1], x  - 5 y  + 6004],

                                  2      2
    [[104, 12, 75, 17], [6, -1], x  - 2 y  + 434],

                                2        2
    [[104, 13, 5, 2], [4, -1], x  - 507 y  + 1859],

                                  2      2
    [[104, 13, 65, 26], [4, -1], x  - 3 y  + 1859],

                                2        2
    [[104, 16, 7, 4], [3, -1], x  - 320 y  + 4864],

                                2        2
    [[104, 16, 8, 3], [4, -1], x  - 192 y  + 1472],

                                 2       2
    [[104, 16, 14, 8], [3, -1], x  - 80 y  + 4864],

                                 2       2
    [[104, 16, 16, 6], [4, -1], x  - 48 y  + 1472],

                                  2       2
    [[104, 16, 21, 1], [10, -1], x  - 24 y  - 232],

                                  2       2
    [[104, 16, 28, 16], [3, -1], x  - 20 y  + 4864],

                                  2       2
    [[104, 16, 32, 12], [4, -1], x  - 12 y  + 1472],

                                 2      2
    [[104, 16, 37, 7], [6, -1], x  - 8 y  + 136],

                                  2      2
    [[104, 16, 42, 2], [10, -1], x  - 6 y  - 232],

                                  2      2
    [[104, 16, 56, 32], [3, -1], x  - 5 y  + 4864],

                                  2      2
    [[104, 16, 64, 24], [4, -1], x  - 3 y  + 1472],

                                  2      2
    [[104, 16, 74, 14], [6, -1], x  - 2 y  + 136],

                                 2      2
    [[104, 19, 46, 5], [7, -1], x  - 5 y  - 236],

                                  2      2
    [[104, 19, 63, 22], [4, -1], x  - 3 y  + 1091],

                                  2      2
    [[104, 20, 73, 11], [6, -1], x  - 2 y  - 158],

                                  2      2
    [[104, 21, 54, 29], [3, -1], x  - 5 y  + 3764],

                                  2       2
    [[104, 22, 31, 10], [4, -1], x  - 12 y  + 716],

                                  2      2
    [[104, 22, 62, 20], [4, -1], x  - 3 y  + 716],

                                2        2
    [[104, 24, 9, 1], [6, -1], x  - 128 y  - 448],

                                 2       2
    [[104, 24, 18, 2], [6, -1], x  - 32 y  - 448],

                                 2      2
    [[104, 24, 36, 4], [6, -1], x  - 8 y  - 448],

                                 2      2
    [[104, 24, 72, 8], [6, -1], x  - 2 y  - 448],

                                  2      2
    [[104, 25, 61, 18], [4, -1], x  - 3 y  + 347],

                                2         2
    [[104, 26, 2, 1], [3, -1], x  - 3380 y  + 2704],

                                2        2
    [[104, 26, 4, 2], [3, -1], x  - 845 y  + 2704],

                                  2       2
    [[104, 26, 26, 13], [3, -1], x  - 20 y  + 2704],

                                  2      2
    [[104, 26, 52, 26], [3, -1], x  - 5 y  + 2704],

                                 2       2
    [[104, 28, 15, 4], [4, -1], x  - 48 y  - 16],

                                 2       2
    [[104, 28, 30, 8], [4, -1], x  - 12 y  - 16],

                                  2      2
    [[104, 28, 60, 16], [4, -1], x  - 3 y  - 16],

                                 2      2
    [[104, 28, 71, 5], [6, -1], x  - 2 y  - 734],

                                 2       2
    [[104, 29, 22, 3], [5, -1], x  - 21 y  - 652],

                                  2      2
    [[104, 31, 50, 23], [3, -1], x  - 5 y  + 1684],

                                  2      2
    [[104, 31, 59, 14], [4, -1], x  - 3 y  - 373],

                                 2      2
    [[104, 32, 35, 1], [6, -1], x  - 8 y  - 1016],

                                 2      2
    [[104, 32, 70, 2], [6, -1], x  - 2 y  - 1016],

                                 2       2
    [[104, 34, 29, 6], [4, -1], x  - 12 y  - 724],

                                  2      2
    [[104, 34, 58, 12], [4, -1], x  - 3 y  - 724],

                                 2       2
    [[104, 36, 12, 5], [3, -1], x  - 80 y  + 704],

                                  2       2
    [[104, 36, 24, 10], [3, -1], x  - 20 y  + 704],

                                  2      2
    [[104, 36, 48, 20], [3, -1], x  - 5 y  + 704],

                                  2      2
    [[104, 37, 57, 10], [4, -1], x  - 3 y  - 1069],

                                2        2
    [[104, 40, 7, 1], [4, -1], x  - 192 y  - 1408],

                                 2       2
    [[104, 40, 14, 2], [4, -1], x  - 48 y  - 1408],

                                 2       2
    [[104, 40, 28, 4], [4, -1], x  - 12 y  - 1408],

                                 2      2
    [[104, 40, 56, 8], [4, -1], x  - 3 y  - 1408],

                                  2      2
    [[104, 41, 46, 17], [3, -1], x  - 5 y  - 236],

                                 2      2
    [[104, 43, 55, 6], [4, -1], x  - 3 y  - 1741],

                                 2       2
    [[104, 46, 22, 7], [3, -1], x  - 20 y  - 1136],

                                 2       2
    [[104, 46, 27, 2], [4, -1], x  - 12 y  - 2068],

                                  2      2
    [[104, 46, 44, 14], [3, -1], x  - 5 y  - 1136],

                                 2      2
    [[104, 46, 54, 4], [4, -1], x  - 3 y  - 2068],

                                 2      2
    [[104, 49, 53, 2], [4, -1], x  - 3 y  - 2389],

                                  2      2
    [[104, 51, 42, 11], [3, -1], x  - 5 y  - 1996],

                                2        2
    [[104, 56, 5, 1], [3, -1], x  - 320 y  - 2816],

                                 2       2
    [[104, 56, 10, 2], [3, -1], x  - 80 y  - 2816],

                                 2       2
    [[104, 56, 20, 4], [3, -1], x  - 20 y  - 2816],

                                 2      2
    [[104, 56, 40, 8], [3, -1], x  - 5 y  - 2816],

                                 2      2
    [[104, 61, 38, 5], [3, -1], x  - 5 y  - 3596],

                                 2       2
    [[104, 66, 18, 1], [3, -1], x  - 20 y  - 4336],

                                 2      2
    [[104, 66, 36, 2], [3, -1], x  - 5 y  - 4336],

                                2       2
    [[105, 3, 13, 4], [6, -1], x  - 72 y  + 1143],

                                 2       2
    [[105, 3, 23, 11], [4, -1], x  - 27 y  + 3258],

                                2       2
    [[105, 3, 26, 8], [6, -1], x  - 18 y  + 1143],

                                 2      2
    [[105, 3, 39, 12], [6, -1], x  - 8 y  + 1143],

                                 2      2
    [[105, 3, 61, 7], [14, -1], x  - 3 y  + 138],

                                 2      2
    [[105, 3, 69, 33], [4, -1], x  - 3 y  + 3258],

                                 2      2
    [[105, 3, 78, 24], [6, -1], x  - 2 y  + 1143],

                                 2      2
    [[105, 5, 47, 3], [18, -1], x  - 5 y  + 20],

                                 2      2
    [[105, 5, 61, 39], [3, -1], x  - 5 y  + 7580],

                                 2      2
    [[105, 6, 68, 31], [4, -1], x  - 3 y  + 2847],

                                2       2
    [[105, 7, 11, 3], [6, -1], x  - 98 y  + 833],

                                 2      2
    [[105, 7, 77, 21], [6, -1], x  - 2 y  + 833],

                                 2      2
    [[105, 9, 43, 5], [10, -1], x  - 6 y  + 69],

                                 2      2
    [[105, 9, 67, 29], [4, -1], x  - 3 y  + 2442],

                                  2      2
    [[105, 10, 59, 36], [3, -1], x  - 5 y  + 6380],

                                 2      2
    [[105, 11, 38, 9], [6, -1], x  - 8 y  + 527],

                                  2      2
    [[105, 11, 76, 18], [6, -1], x  - 2 y  + 527],

                                 2       2
    [[105, 12, 22, 9], [4, -1], x  - 27 y  + 2043],

                                  2       2
    [[105, 12, 29, 2], [11, -1], x  - 13 y  - 92],

                                  2      2
    [[105, 12, 66, 27], [4, -1], x  - 3 y  + 2043],

                                2        2
    [[105, 15, 5, 1], [6, -1], x  - 450 y  + 225],

                                2        2
    [[105, 15, 9, 1], [8, -1], x  - 135 y  - 90],

                                 2       2
    [[105, 15, 13, 5], [4, -1], x  - 75 y  + 1650],

                                 2       2
    [[105, 15, 15, 3], [6, -1], x  - 50 y  + 225],

                                  2       2
    [[105, 15, 19, 11], [3, -1], x  - 45 y  + 5220],

                                 2       2
    [[105, 15, 25, 5], [6, -1], x  - 18 y  + 225],

                                 2       2
    [[105, 15, 27, 3], [8, -1], x  - 15 y  - 90],

                                 2      2
    [[105, 15, 47, 7], [7, -1], x  - 5 y  + 20],

                                  2      2
    [[105, 15, 57, 33], [3, -1], x  - 5 y  + 5220],

                                  2      2
    [[105, 15, 65, 25], [4, -1], x  - 3 y  + 1650],

                                  2      2
    [[105, 15, 75, 15], [6, -1], x  - 2 y  + 225],

                                  2      2
    [[105, 18, 64, 23], [4, -1], x  - 3 y  + 1263],

                                 2      2
    [[105, 19, 37, 6], [6, -1], x  - 8 y  - 73],

                                  2      2
    [[105, 19, 74, 12], [6, -1], x  - 2 y  - 73],

                                 2        2
    [[105, 20, 11, 6], [3, -1], x  - 125 y  + 4100],

                                  2      2
    [[105, 20, 55, 30], [3, -1], x  - 5 y  + 4100],

                                2         2
    [[105, 21, 3, 1], [4, -1], x  - 1323 y  + 882],

                                2        2
    [[105, 21, 9, 3], [4, -1], x  - 147 y  + 882],

                                 2       2
    [[105, 21, 21, 7], [4, -1], x  - 27 y  + 882],

                                 2       2
    [[105, 21, 23, 5], [5, -1], x  - 21 y  + 84],

                                  2      2
    [[105, 21, 63, 21], [4, -1], x  - 3 y  + 882],

                                 2      2
    [[105, 23, 73, 9], [6, -1], x  - 2 y  - 367],

                                  2      2
    [[105, 24, 62, 19], [4, -1], x  - 3 y  + 507],

                                  2      2
    [[105, 25, 53, 27], [3, -1], x  - 5 y  + 3020],

                                 2       2
    [[105, 27, 12, 1], [6, -1], x  - 72 y  - 657],

                                 2       2
    [[105, 27, 24, 2], [6, -1], x  - 18 y  - 657],

                                 2      2
    [[105, 27, 36, 3], [6, -1], x  - 8 y  - 657],

                                  2      2
    [[105, 27, 61, 17], [4, -1], x  - 3 y  + 138],

                                 2      2
    [[105, 27, 72, 6], [6, -1], x  - 2 y  - 657],

                                2        2
    [[105, 30, 4, 1], [4, -1], x  - 675 y  - 225],

                                 2       2
    [[105, 30, 12, 3], [4, -1], x  - 75 y  - 225],

                                 2       2
    [[105, 30, 17, 8], [3, -1], x  - 45 y  + 1980],

                                 2       2
    [[105, 30, 20, 5], [4, -1], x  - 27 y  - 225],

                                  2      2
    [[105, 30, 51, 24], [3, -1], x  - 5 y  + 1980],

                                  2      2
    [[105, 30, 60, 15], [4, -1], x  - 3 y  - 225],

                                 2      2
    [[105, 31, 71, 3], [6, -1], x  - 2 y  - 943],

                                  2      2
    [[105, 33, 59, 13], [4, -1], x  - 3 y  - 582],

                                2        2
    [[105, 35, 7, 3], [3, -1], x  - 245 y  + 980],

                                  2      2
    [[105, 35, 49, 21], [3, -1], x  - 5 y  + 980],

                                  2      2
    [[105, 36, 58, 11], [4, -1], x  - 3 y  - 933],

                                 2       2
    [[105, 39, 19, 3], [4, -1], x  - 27 y  - 1278],

                                 2      2
    [[105, 39, 57, 9], [4, -1], x  - 3 y  - 1278],

                                  2      2
    [[105, 40, 47, 18], [3, -1], x  - 5 y  + 20],

                                2        2
    [[105, 42, 8, 1], [4, -1], x  - 147 y  - 1617],

                                 2      2
    [[105, 42, 56, 7], [4, -1], x  - 3 y  - 1617],

                                2         2
    [[105, 45, 3, 1], [3, -1], x  - 1125 y  - 900],

                                2        2
    [[105, 45, 9, 3], [3, -1], x  - 125 y  - 900],

                                 2       2
    [[105, 45, 11, 1], [4, -1], x  - 75 y  - 1950],

                                 2       2
    [[105, 45, 15, 5], [3, -1], x  - 45 y  - 900],

                                  2      2
    [[105, 45, 45, 15], [3, -1], x  - 5 y  - 900],

                                 2      2
    [[105, 45, 55, 5], [4, -1], x  - 3 y  - 1950],

                                 2       2
    [[105, 48, 18, 1], [4, -1], x  - 27 y  - 2277],

                                 2      2
    [[105, 48, 54, 3], [4, -1], x  - 3 y  - 2277],

                                  2      2
    [[105, 50, 43, 12], [3, -1], x  - 5 y  - 1780],

                                 2      2
    [[105, 51, 53, 1], [4, -1], x  - 3 y  - 2598],

                                 2      2
    [[105, 55, 41, 9], [3, -1], x  - 5 y  - 2620],

                                 2       2
    [[105, 60, 13, 2], [3, -1], x  - 45 y  - 3420],

                                 2      2
    [[105, 60, 39, 6], [3, -1], x  - 5 y  - 3420],

                                 2      2
    [[105, 65, 37, 3], [3, -1], x  - 5 y  - 4180],

                                 2       2
    [[106, 2, 11, 2], [10, -1], x  - 96 y  + 380],

                                 2       2
    [[106, 2, 22, 4], [10, -1], x  - 24 y  + 380],

                                 2       2
    [[106, 2, 25, 1], [34, -1], x  - 18 y  + 14],

                                 2       2
    [[106, 2, 35, 17], [4, -1], x  - 12 y  + 3464],

                                 2      2
    [[106, 2, 44, 8], [10, -1], x  - 6 y  + 380],

                                 2      2
    [[106, 2, 70, 34], [4, -1], x  - 3 y  + 3464],

                                 2      2
    [[106, 2, 75, 3], [34, -1], x  - 2 y  + 14],

                                 2      2
    [[106, 2, 79, 25], [6, -1], x  - 2 y  + 1246],

                                2       2
    [[106, 4, 14, 3], [8, -1], x  - 60 y  + 524],

                                 2       2
    [[106, 4, 16, 1], [20, -1], x  - 44 y  + 28],

                                2       2
    [[106, 4, 28, 6], [8, -1], x  - 15 y  + 524],

                                 2       2
    [[106, 4, 31, 20], [3, -1], x  - 20 y  + 7984],

                                 2       2
    [[106, 4, 32, 2], [20, -1], x  - 11 y  + 28],

                                 2      2
    [[106, 4, 62, 40], [3, -1], x  - 5 y  + 7984],

                                 2      2
    [[106, 5, 69, 32], [4, -1], x  - 3 y  + 3047],

                                2        2
    [[106, 6, 9, 1], [12, -1], x  - 140 y  + 104],

                                 2       2
    [[106, 6, 18, 2], [12, -1], x  - 35 y  + 104],

                                 2      2
    [[106, 6, 39, 11], [6, -1], x  - 8 y  + 932],

                                 2      2
    [[106, 6, 78, 22], [6, -1], x  - 2 y  + 932],

                                 2       2
    [[106, 8, 20, 1], [16, -1], x  - 28 y  - 36],

                                 2       2
    [[106, 8, 34, 15], [4, -1], x  - 12 y  + 2636],

                                 2      2
    [[106, 8, 40, 2], [16, -1], x  - 7 y  - 36],

                                 2      2
    [[106, 8, 68, 30], [4, -1], x  - 3 y  + 2636],

                                 2      2
    [[106, 9, 60, 37], [3, -1], x  - 5 y  + 6764],

                                  2      2
    [[106, 10, 61, 3], [14, -1], x  - 3 y  - 73],

                                  2      2
    [[106, 10, 77, 19], [6, -1], x  - 2 y  + 622],

                                 2       2
    [[106, 11, 16, 3], [7, -1], x  - 45 y  + 284],

                                 2      2
    [[106, 11, 48, 9], [7, -1], x  - 5 y  + 284],

                                  2      2
    [[106, 11, 67, 28], [4, -1], x  - 3 y  + 2231],

                                 2       2
    [[106, 13, 24, 7], [5, -1], x  - 21 y  + 860],

                                 2       2
    [[106, 14, 19, 4], [6, -1], x  - 32 y  + 316],

                                  2       2
    [[106, 14, 29, 17], [3, -1], x  - 20 y  + 5584],

                                  2       2
    [[106, 14, 33, 13], [4, -1], x  - 12 y  + 1832],

                                 2      2
    [[106, 14, 38, 8], [6, -1], x  - 8 y  + 316],

                                  2      2
    [[106, 14, 43, 3], [10, -1], x  - 6 y  - 142],

                                  2      2
    [[106, 14, 58, 34], [3, -1], x  - 5 y  + 5584],

                                  2      2
    [[106, 14, 66, 26], [4, -1], x  - 3 y  + 1832],

                                  2      2
    [[106, 14, 76, 16], [6, -1], x  - 2 y  + 316],

                                 2       2
    [[106, 15, 12, 1], [9, -1], x  - 77 y  - 148],

                                  2      2
    [[106, 17, 65, 24], [4, -1], x  - 3 y  + 1439],

                                  2      2
    [[106, 18, 75, 13], [6, -1], x  - 2 y  + 14],

                                 2       2
    [[106, 19, 27, 2], [8, -1], x  - 15 y  - 301],

                                  2      2
    [[106, 19, 56, 31], [3, -1], x  - 5 y  + 4444],

                                  2       2
    [[106, 20, 32, 11], [4, -1], x  - 12 y  + 1052],

                                  2      2
    [[106, 20, 64, 22], [4, -1], x  - 3 y  + 1052],

                                 2      2
    [[106, 22, 37, 5], [6, -1], x  - 8 y  - 284],

                                  2      2
    [[106, 22, 74, 10], [6, -1], x  - 2 y  - 284],

                                  2      2
    [[106, 23, 63, 20], [4, -1], x  - 3 y  + 671],

                                  2       2
    [[106, 24, 27, 14], [3, -1], x  - 20 y  + 3344],

                                  2      2
    [[106, 24, 54, 28], [3, -1], x  - 5 y  + 3344],

                                 2       2
    [[106, 26, 23, 1], [7, -1], x  - 20 y  - 656],

                                 2       2
    [[106, 26, 31, 9], [4, -1], x  - 12 y  + 296],

                                 2      2
    [[106, 26, 46, 2], [7, -1], x  - 5 y  - 656],

                                  2      2
    [[106, 26, 62, 18], [4, -1], x  - 3 y  + 296],

                                 2      2
    [[106, 26, 73, 7], [6, -1], x  - 2 y  - 578],

                                  2      2
    [[106, 29, 52, 25], [3, -1], x  - 5 y  + 2284],

                                  2      2
    [[106, 29, 61, 16], [4, -1], x  - 3 y  - 73],

                                 2       2
    [[106, 30, 18, 1], [6, -1], x  - 32 y  - 868],

                                 2      2
    [[106, 30, 36, 2], [6, -1], x  - 8 y  - 868],

                                 2      2
    [[106, 30, 72, 4], [6, -1], x  - 2 y  - 868],

                                 2       2
    [[106, 32, 30, 7], [4, -1], x  - 12 y  - 436],

                                  2      2
    [[106, 32, 60, 14], [4, -1], x  - 3 y  - 436],

                                 2       2
    [[106, 34, 11, 1], [5, -1], x  - 84 y  - 1072],

                                 2       2
    [[106, 34, 22, 2], [5, -1], x  - 21 y  - 1072],

                                  2       2
    [[106, 34, 25, 11], [3, -1], x  - 20 y  + 1264],

                                  2      2
    [[106, 34, 50, 22], [3, -1], x  - 5 y  + 1264],

                                 2      2
    [[106, 34, 71, 1], [6, -1], x  - 2 y  - 1154],

                                  2      2
    [[106, 35, 59, 12], [4, -1], x  - 3 y  - 793],

                                 2       2
    [[106, 38, 29, 5], [4, -1], x  - 12 y  - 1144],

                                  2      2
    [[106, 38, 58, 10], [4, -1], x  - 3 y  - 1144],

                                  2      2
    [[106, 39, 48, 19], [3, -1], x  - 5 y  + 284],

                                 2      2
    [[106, 41, 57, 8], [4, -1], x  - 3 y  - 1489],

                                 2       2
    [[106, 44, 23, 8], [3, -1], x  - 20 y  - 656],

                                 2       2
    [[106, 44, 28, 3], [4, -1], x  - 12 y  - 1828],

                                  2      2
    [[106, 44, 46, 16], [3, -1], x  - 5 y  - 656],

                                 2      2
    [[106, 44, 56, 6], [4, -1], x  - 3 y  - 1828],

                                 2      2
    [[106, 47, 55, 4], [4, -1], x  - 3 y  - 2161],

                                  2      2
    [[106, 49, 44, 13], [3, -1], x  - 5 y  - 1556],

                                 2       2
    [[106, 50, 27, 1], [4, -1], x  - 12 y  - 2488],

                                 2      2
    [[106, 50, 54, 2], [4, -1], x  - 3 y  - 2488],

                                 2       2
    [[106, 54, 21, 5], [3, -1], x  - 20 y  - 2416],

                                  2      2
    [[106, 54, 42, 10], [3, -1], x  - 5 y  - 2416],

                                 2      2
    [[106, 59, 40, 7], [3, -1], x  - 5 y  - 3236],

                                 2       2
    [[106, 64, 19, 2], [3, -1], x  - 20 y  - 4016],

                                 2      2
    [[106, 64, 38, 4], [3, -1], x  - 5 y  - 4016],

                                 2      2
    [[106, 69, 36, 1], [3, -1], x  - 5 y  - 4756],

                                 2      2
    [[107, 1, 40, 13], [6, -1], x  - 8 y  + 1351],

                                 2      2
    [[107, 1, 71, 35], [4, -1], x  - 3 y  + 3674],

                                 2      2
    [[107, 1, 80, 26], [6, -1], x  - 2 y  + 1351],

                                 2       2
    [[107, 3, 12, 1], [18, -1], x  - 80 y  + 71],

                                 2       2
    [[107, 3, 24, 2], [18, -1], x  - 20 y  + 71],

                                 2      2
    [[107, 3, 48, 4], [18, -1], x  - 5 y  + 71],

                                 2      2
    [[107, 3, 63, 41], [3, -1], x  - 5 y  + 8396],

                                 2      2
    [[107, 4, 70, 33], [4, -1], x  - 3 y  + 3251],

                                2       2
    [[107, 5, 25, 9], [5, -1], x  - 21 y  + 1676],

                                 2       2
    [[107, 5, 31, 3], [14, -1], x  - 12 y  + 83],

                                 2      2
    [[107, 5, 62, 6], [14, -1], x  - 3 y  + 83],

                                 2      2
    [[107, 5, 79, 23], [6, -1], x  - 2 y  + 1033],

                                 2       2
    [[107, 7, 22, 3], [10, -1], x  - 24 y  + 167],

                                 2      2
    [[107, 7, 44, 6], [10, -1], x  - 6 y  + 167],

                                 2      2
    [[107, 7, 49, 11], [7, -1], x  - 5 y  + 556],

                                 2      2
    [[107, 7, 69, 31], [4, -1], x  - 3 y  + 2834],

                                2       2
    [[107, 8, 28, 5], [8, -1], x  - 15 y  + 311],

                                 2      2
    [[107, 8, 61, 38], [3, -1], x  - 5 y  + 7156],

                                 2      2
    [[107, 9, 39, 10], [6, -1], x  - 8 y  + 719],

                                 2      2
    [[107, 9, 78, 20], [6, -1], x  - 2 y  + 719],

                                  2      2
    [[107, 10, 68, 29], [4, -1], x  - 3 y  + 2423],

                                  2       2
    [[107, 12, 18, 1], [12, -1], x  - 35 y  - 109],

                                  2      2
    [[107, 13, 59, 35], [3, -1], x  - 5 y  + 5956],

                                  2      2
    [[107, 13, 67, 27], [4, -1], x  - 3 y  + 2018],

                                  2      2
    [[107, 13, 77, 17], [6, -1], x  - 2 y  + 409],

                                  2      2
    [[107, 16, 66, 25], [4, -1], x  - 3 y  + 1619],

                                 2      2
    [[107, 17, 38, 7], [6, -1], x  - 8 y  + 103],

                                  2      2
    [[107, 17, 76, 14], [6, -1], x  - 2 y  + 103],

                                  2      2
    [[107, 18, 57, 32], [3, -1], x  - 5 y  + 4796],

                                  2      2
    [[107, 19, 43, 1], [10, -1], x  - 6 y  - 355],

                                  2      2
    [[107, 19, 65, 23], [4, -1], x  - 3 y  + 1226],

                                  2      2
    [[107, 21, 75, 11], [6, -1], x  - 2 y  - 199],

                                 2      2
    [[107, 22, 47, 4], [7, -1], x  - 5 y  - 404],

                                  2      2
    [[107, 22, 64, 21], [4, -1], x  - 3 y  + 839],

                                 2       2
    [[107, 23, 27, 1], [8, -1], x  - 15 y  - 514],

                                  2      2
    [[107, 23, 55, 29], [3, -1], x  - 5 y  + 3676],

                                 2      2
    [[107, 25, 37, 4], [6, -1], x  - 8 y  - 497],

                                  2      2
    [[107, 25, 63, 19], [4, -1], x  - 3 y  + 458],

                                 2      2
    [[107, 25, 74, 8], [6, -1], x  - 2 y  - 497],

                                 2       2
    [[107, 26, 23, 4], [5, -1], x  - 21 y  - 340],

                                  2      2
    [[107, 28, 53, 26], [3, -1], x  - 5 y  + 2596],

                                  2      2
    [[107, 28, 62, 17], [4, -1], x  - 3 y  + 83],

                                 2      2
    [[107, 29, 73, 5], [6, -1], x  - 2 y  - 791],

                                  2      2
    [[107, 31, 61, 15], [4, -1], x  - 3 y  - 286],

                                 2      2
    [[107, 33, 36, 1], [6, -1], x  - 8 y  - 1081],

                                  2      2
    [[107, 33, 51, 23], [3, -1], x  - 5 y  + 1556],

                                 2      2
    [[107, 33, 72, 2], [6, -1], x  - 2 y  - 1081],

                                  2      2
    [[107, 34, 60, 13], [4, -1], x  - 3 y  - 649],

                                  2      2
    [[107, 37, 59, 11], [4, -1], x  - 3 y  - 1006],

                                  2      2
    [[107, 38, 49, 20], [3, -1], x  - 5 y  + 556],

                                 2      2
    [[107, 40, 58, 9], [4, -1], x  - 3 y  - 1357],

                                  2      2
    [[107, 43, 47, 17], [3, -1], x  - 5 y  - 404],

                                 2      2
    [[107, 43, 57, 7], [4, -1], x  - 3 y  - 1702],

                                 2      2
    [[107, 46, 56, 5], [4, -1], x  - 3 y  - 2041],

                                  2      2
    [[107, 48, 45, 14], [3, -1], x  - 5 y  - 1324],

                                 2      2
    [[107, 49, 55, 3], [4, -1], x  - 3 y  - 2374],

                                 2      2
    [[107, 52, 54, 1], [4, -1], x  - 3 y  - 2701],

                                  2      2
    [[107, 53, 43, 11], [3, -1], x  - 5 y  - 2204],

                                 2      2
    [[107, 58, 41, 8], [3, -1], x  - 5 y  - 3044],

                                 2      2
    [[107, 63, 39, 5], [3, -1], x  - 5 y  - 3844],

                                 2      2
    [[107, 68, 37, 2], [3, -1], x  - 5 y  - 4604],

                                 2       2
    [[108, 2, 32, 21], [3, -1], x  - 20 y  + 8816],

                                 2      2
    [[108, 2, 64, 42], [3, -1], x  - 5 y  + 8816],

                                 2      2
    [[108, 3, 41, 4], [16, -1], x  - 7 y  + 103],

                                 2      2
    [[108, 3, 50, 13], [7, -1], x  - 5 y  + 836],

                                 2      2
    [[108, 3, 71, 34], [4, -1], x  - 3 y  + 3459],

                                2        2
    [[108, 4, 10, 3], [6, -1], x  - 128 y  + 1136],

                                2       2
    [[108, 4, 20, 6], [6, -1], x  - 32 y  + 1136],

                                 2      2
    [[108, 4, 40, 12], [6, -1], x  - 8 y  + 1136],

                                 2      2
    [[108, 4, 80, 24], [6, -1], x  - 2 y  + 1136],

                                 2       2
    [[108, 6, 35, 16], [4, -1], x  - 12 y  + 3036],

                                 2      2
    [[108, 6, 70, 32], [4, -1], x  - 3 y  + 3036],

                                 2      2
    [[108, 7, 62, 39], [3, -1], x  - 5 y  + 7556],

                                 2      2
    [[108, 8, 79, 21], [6, -1], x  - 2 y  + 818],

                                 2        2
    [[108, 9, 10, 1], [11, -1], x  - 117 y  + 36],

                                 2       2
    [[108, 9, 23, 10], [4, -1], x  - 27 y  + 2619],

                                 2       2
    [[108, 9, 30, 3], [11, -1], x  - 13 y  + 36],

                                 2      2
    [[108, 9, 69, 30], [4, -1], x  - 3 y  + 2619],

                                2        2
    [[108, 12, 5, 3], [3, -1], x  - 720 y  + 6336],

                                2        2
    [[108, 12, 7, 1], [8, -1], x  - 240 y  + 96],

                                 2        2
    [[108, 12, 10, 6], [3, -1], x  - 180 y  + 6336],

                                  2       2
    [[108, 12, 11, 1], [10, -1], x  - 96 y  - 48],

                                 2       2
    [[108, 12, 13, 3], [6, -1], x  - 72 y  + 504],

                                 2       2
    [[108, 12, 14, 2], [8, -1], x  - 60 y  + 96],

                                 2       2
    [[108, 12, 15, 9], [3, -1], x  - 80 y  + 6336],

                                 2       2
    [[108, 12, 17, 7], [4, -1], x  - 48 y  + 2208],

                                  2       2
    [[108, 12, 20, 12], [3, -1], x  - 45 y  + 6336],

                                  2       2
    [[108, 12, 22, 2], [10, -1], x  - 24 y  - 48],

                                 2       2
    [[108, 12, 26, 6], [6, -1], x  - 18 y  + 504],

                                 2       2
    [[108, 12, 28, 4], [8, -1], x  - 15 y  + 96],

                                  2       2
    [[108, 12, 30, 18], [3, -1], x  - 20 y  + 6336],

                                  2       2
    [[108, 12, 31, 1], [14, -1], x  - 12 y  - 132],

                                  2       2
    [[108, 12, 34, 14], [4, -1], x  - 12 y  + 2208],

                                 2      2
    [[108, 12, 39, 9], [6, -1], x  - 8 y  + 504],

                                  2      2
    [[108, 12, 44, 4], [10, -1], x  - 6 y  - 48],

                                  2      2
    [[108, 12, 60, 36], [3, -1], x  - 5 y  + 6336],

                                  2      2
    [[108, 12, 62, 2], [14, -1], x  - 3 y  - 132],

                                  2      2
    [[108, 12, 68, 28], [4, -1], x  - 3 y  + 2208],

                                  2      2
    [[108, 12, 78, 18], [6, -1], x  - 2 y  + 504],

                                  2      2
    [[108, 15, 67, 26], [4, -1], x  - 3 y  + 1803],

                                  2      2
    [[108, 16, 77, 15], [6, -1], x  - 2 y  + 194],

                                  2      2
    [[108, 17, 58, 33], [3, -1], x  - 5 y  + 5156],

                                2        2
    [[108, 18, 4, 1], [5, -1], x  - 756 y  + 432],

                                2        2
    [[108, 18, 8, 1], [7, -1], x  - 180 y  - 144],

                                2        2
    [[108, 18, 8, 2], [5, -1], x  - 189 y  + 432],

                                 2        2
    [[108, 18, 11, 4], [4, -1], x  - 108 y  + 1404],

                                 2       2
    [[108, 18, 12, 3], [5, -1], x  - 84 y  + 432],

                                 2       2
    [[108, 18, 16, 2], [7, -1], x  - 45 y  - 144],

                                 2       2
    [[108, 18, 22, 8], [4, -1], x  - 27 y  + 1404],

                                 2       2
    [[108, 18, 24, 3], [7, -1], x  - 20 y  - 144],

                                 2       2
    [[108, 18, 24, 6], [5, -1], x  - 21 y  + 432],

                                  2       2
    [[108, 18, 33, 12], [4, -1], x  - 12 y  + 1404],

                                 2      2
    [[108, 18, 48, 6], [7, -1], x  - 5 y  - 144],

                                  2      2
    [[108, 18, 66, 24], [4, -1], x  - 3 y  + 1404],

                                 2       2
    [[108, 20, 19, 3], [6, -1], x  - 32 y  - 112],

                                 2      2
    [[108, 20, 38, 6], [6, -1], x  - 8 y  - 112],

                                  2      2
    [[108, 20, 76, 12], [6, -1], x  - 2 y  - 112],

                                  2      2
    [[108, 21, 65, 22], [4, -1], x  - 3 y  + 1011],

                                  2       2
    [[108, 22, 28, 15], [3, -1], x  - 20 y  + 4016],

                                  2      2
    [[108, 22, 56, 30], [3, -1], x  - 5 y  + 4016],

                                 2       2
    [[108, 24, 16, 5], [4, -1], x  - 48 y  + 624],

                                 2       2
    [[108, 24, 25, 3], [6, -1], x  - 18 y  - 414],

                                  2       2
    [[108, 24, 32, 10], [4, -1], x  - 12 y  + 624],

                                  2      2
    [[108, 24, 64, 20], [4, -1], x  - 3 y  + 624],

                                 2      2
    [[108, 24, 75, 9], [6, -1], x  - 2 y  - 414],

                                2         2
    [[108, 27, 2, 1], [3, -1], x  - 3645 y  + 2916],

                                2        2
    [[108, 27, 6, 3], [3, -1], x  - 405 y  + 2916],

                                2        2
    [[108, 27, 7, 2], [4, -1], x  - 243 y  + 243],

                                 2       2
    [[108, 27, 18, 9], [3, -1], x  - 45 y  + 2916],

                                 2       2
    [[108, 27, 21, 6], [4, -1], x  - 27 y  + 243],

                                  2      2
    [[108, 27, 54, 27], [3, -1], x  - 5 y  + 2916],

                                  2      2
    [[108, 27, 63, 18], [4, -1], x  - 3 y  + 243],

                                 2      2
    [[108, 28, 37, 3], [6, -1], x  - 8 y  - 712],

                                 2      2
    [[108, 28, 74, 6], [6, -1], x  - 2 y  - 712],

                                 2       2
    [[108, 30, 31, 8], [4, -1], x  - 12 y  - 132],

                                  2      2
    [[108, 30, 62, 16], [4, -1], x  - 3 y  - 132],

                                 2       2
    [[108, 32, 13, 6], [3, -1], x  - 80 y  + 1856],

                                  2       2
    [[108, 32, 26, 12], [3, -1], x  - 20 y  + 1856],

                                  2      2
    [[108, 32, 52, 24], [3, -1], x  - 5 y  + 1856],

                                 2      2
    [[108, 32, 73, 3], [6, -1], x  - 2 y  - 1006],

                                  2      2
    [[108, 33, 61, 14], [4, -1], x  - 3 y  - 501],

                                2        2
    [[108, 36, 5, 1], [4, -1], x  - 432 y  - 864],

                                 2        2
    [[108, 36, 10, 2], [4, -1], x  - 108 y  - 864],

                                 2       2
    [[108, 36, 15, 3], [4, -1], x  - 48 y  - 864],

                                 2       2
    [[108, 36, 20, 4], [4, -1], x  - 27 y  - 864],

                                 2       2
    [[108, 36, 30, 6], [4, -1], x  - 12 y  - 864],

                                  2      2
    [[108, 36, 60, 12], [4, -1], x  - 3 y  - 864],

                                  2      2
    [[108, 37, 50, 21], [3, -1], x  - 5 y  + 836],

                                 2       2
    [[108, 39, 22, 1], [5, -1], x  - 21 y  - 1500],

                                  2      2
    [[108, 39, 59, 10], [4, -1], x  - 3 y  - 1221],

                                2        2
    [[108, 42, 8, 3], [3, -1], x  - 180 y  - 144],

                                 2       2
    [[108, 42, 16, 6], [3, -1], x  - 45 y  - 144],

                                 2       2
    [[108, 42, 24, 9], [3, -1], x  - 20 y  - 144],

                                 2       2
    [[108, 42, 29, 4], [4, -1], x  - 12 y  - 1572],

                                  2      2
    [[108, 42, 48, 18], [3, -1], x  - 5 y  - 144],

                                 2      2
    [[108, 42, 58, 8], [4, -1], x  - 3 y  - 1572],

                                 2       2
    [[108, 45, 19, 2], [4, -1], x  - 27 y  - 1917],

                                 2      2
    [[108, 45, 57, 6], [4, -1], x  - 3 y  - 1917],

                                  2      2
    [[108, 47, 46, 15], [3, -1], x  - 5 y  - 1084],

                                 2       2
    [[108, 48, 14, 1], [4, -1], x  - 48 y  - 2256],

                                 2       2
    [[108, 48, 28, 2], [4, -1], x  - 12 y  - 2256],

                                 2      2
    [[108, 48, 56, 4], [4, -1], x  - 3 y  - 2256],

                                 2      2
    [[108, 51, 55, 2], [4, -1], x  - 3 y  - 2589],

                                 2       2
    [[108, 52, 11, 3], [3, -1], x  - 80 y  - 1984],

                                 2       2
    [[108, 52, 22, 6], [3, -1], x  - 20 y  - 1984],

                                  2      2
    [[108, 52, 44, 12], [3, -1], x  - 5 y  - 1984],

                                 2       2
    [[108, 57, 14, 3], [3, -1], x  - 45 y  - 2844],

                                 2      2
    [[108, 57, 42, 9], [3, -1], x  - 5 y  - 2844],

                                 2       2
    [[108, 62, 20, 3], [3, -1], x  - 20 y  - 3664],

                                 2      2
    [[108, 62, 40, 6], [3, -1], x  - 5 y  - 3664],

                                 2      2
    [[108, 67, 38, 3], [3, -1], x  - 5 y  - 4444],

                                 2       2
    [[109, 1, 11, 1], [20, -1], x  - 99 y  + 98],

                                2       2
    [[109, 1, 29, 7], [8, -1], x  - 15 y  + 734],

                                 2       2
    [[109, 1, 33, 3], [20, -1], x  - 11 y  + 98],

                                 2      2
    [[109, 1, 49, 5], [18, -1], x  - 5 y  + 124],

                                 2      2
    [[109, 1, 65, 43], [3, -1], x  - 5 y  + 9244],

                                 2      2
    [[109, 2, 72, 35], [4, -1], x  - 3 y  + 3671],

                                 2      2
    [[109, 3, 81, 25], [6, -1], x  - 2 y  + 1241],

                                 2      2
    [[109, 5, 45, 7], [10, -1], x  - 6 y  + 269],

                                 2      2
    [[109, 5, 71, 33], [4, -1], x  - 3 y  + 3242],

                                 2      2
    [[109, 5, 77, 1], [34, -1], x  - 2 y  - 23],

                                 2      2
    [[109, 6, 63, 40], [3, -1], x  - 5 y  + 7964],

                                 2      2
    [[109, 7, 40, 11], [6, -1], x  - 8 y  + 919],

                                 2      2
    [[109, 7, 63, 5], [14, -1], x  - 3 y  + 26],

                                 2      2
    [[109, 7, 80, 22], [6, -1], x  - 2 y  + 919],

                                 2      2
    [[109, 8, 70, 31], [4, -1], x  - 3 y  + 2819],

                                 2       2
    [[109, 10, 25, 8], [5, -1], x  - 21 y  + 1244],

                                  2      2
    [[109, 11, 41, 1], [16, -1], x  - 7 y  - 114],

                                  2      2
    [[109, 11, 61, 37], [3, -1], x  - 5 y  + 6724],

                                  2      2
    [[109, 11, 69, 29], [4, -1], x  - 3 y  + 2402],

                                  2      2
    [[109, 11, 79, 19], [6, -1], x  - 2 y  + 601],

                                 2      2
    [[109, 14, 49, 8], [7, -1], x  - 5 y  + 124],

                                  2      2
    [[109, 14, 68, 27], [4, -1], x  - 3 y  + 1991],

                                 2      2
    [[109, 15, 39, 8], [6, -1], x  - 8 y  + 287],

                                  2      2
    [[109, 15, 78, 16], [6, -1], x  - 2 y  + 287],

                                 2       2
    [[109, 16, 28, 3], [8, -1], x  - 15 y  - 121],

                                  2      2
    [[109, 16, 59, 34], [3, -1], x  - 5 y  + 5524],

                                  2       2
    [[109, 17, 22, 1], [10, -1], x  - 24 y  - 265],

                                  2      2
    [[109, 17, 44, 2], [10, -1], x  - 6 y  - 265],

                                  2      2
    [[109, 17, 67, 25], [4, -1], x  - 3 y  + 1586],

                                  2      2
    [[109, 19, 77, 13], [6, -1], x  - 2 y  - 23],

                                  2      2
    [[109, 20, 66, 23], [4, -1], x  - 3 y  + 1187],

                                  2      2
    [[109, 21, 57, 31], [3, -1], x  - 5 y  + 4364],

                                 2      2
    [[109, 23, 38, 5], [6, -1], x  - 8 y  - 329],

                                  2      2
    [[109, 23, 65, 21], [4, -1], x  - 3 y  + 794],

                                  2      2
    [[109, 23, 76, 10], [6, -1], x  - 2 y  - 329],

                                  2      2
    [[109, 26, 55, 28], [3, -1], x  - 5 y  + 3244],

                                  2      2
    [[109, 26, 64, 19], [4, -1], x  - 3 y  + 407],

                                 2      2
    [[109, 27, 75, 7], [6, -1], x  - 2 y  - 631],

                                 2      2
    [[109, 29, 47, 1], [7, -1], x  - 5 y  - 836],

                                  2      2
    [[109, 29, 63, 17], [4, -1], x  - 3 y  + 26],

                                 2       2
    [[109, 31, 23, 3], [5, -1], x  - 21 y  - 772],

                                 2      2
    [[109, 31, 37, 2], [6, -1], x  - 8 y  - 929],

                                  2      2
    [[109, 31, 53, 25], [3, -1], x  - 5 y  + 2164],

                                 2      2
    [[109, 31, 74, 4], [6, -1], x  - 2 y  - 929],

                                  2      2
    [[109, 32, 62, 15], [4, -1], x  - 3 y  - 349],

                                  2      2
    [[109, 35, 61, 13], [4, -1], x  - 3 y  - 718],

                                 2      2
    [[109, 35, 73, 1], [6, -1], x  - 2 y  - 1223],

                                  2      2
    [[109, 36, 51, 22], [3, -1], x  - 5 y  + 1124],

                                  2      2
    [[109, 38, 60, 11], [4, -1], x  - 3 y  - 1081],

                                  2      2
    [[109, 41, 49, 19], [3, -1], x  - 5 y  + 124],

                                 2      2
    [[109, 41, 59, 9], [4, -1], x  - 3 y  - 1438],

                                 2      2
    [[109, 44, 58, 7], [4, -1], x  - 3 y  - 1789],

                                  2      2
    [[109, 46, 47, 16], [3, -1], x  - 5 y  - 836],

                                 2      2
    [[109, 47, 57, 5], [4, -1], x  - 3 y  - 2134],

                                 2      2
    [[109, 50, 56, 3], [4, -1], x  - 3 y  - 2473],

                                  2      2
    [[109, 51, 45, 13], [3, -1], x  - 5 y  - 1756],

                                 2      2
    [[109, 53, 55, 1], [4, -1], x  - 3 y  - 2806],

                                  2      2
    [[109, 56, 43, 10], [3, -1], x  - 5 y  - 2636],

                                 2      2
    [[109, 61, 41, 7], [3, -1], x  - 5 y  - 3476],

                                 2      2
    [[109, 66, 39, 4], [3, -1], x  - 5 y  - 4276],

                                 2      2
    [[109, 71, 37, 1], [3, -1], x  - 5 y  - 5036],

                                 2      2
    [[110, 1, 73, 36], [4, -1], x  - 3 y  + 3887],

                                2        2
    [[110, 2, 8, 1], [14, -1], x  - 192 y  + 188],

                                2       2
    [[110, 2, 13, 5], [5, -1], x  - 84 y  + 2096],

                                 2       2
    [[110, 2, 16, 2], [14, -1], x  - 48 y  + 188],

                                 2       2
    [[110, 2, 17, 1], [26, -1], x  - 42 y  + 38],

                                 2       2
    [[110, 2, 26, 10], [5, -1], x  - 21 y  + 2096],

                                 2       2
    [[110, 2, 32, 4], [14, -1], x  - 12 y  + 188],

                                 2      2
    [[110, 2, 41, 13], [6, -1], x  - 8 y  + 1348],

                                 2      2
    [[110, 2, 64, 8], [14, -1], x  - 3 y  + 188],

                                 2      2
    [[110, 2, 82, 26], [6, -1], x  - 2 y  + 1348],

                                 2       2
    [[110, 4, 36, 17], [4, -1], x  - 12 y  + 3452],

                                 2      2
    [[110, 4, 72, 34], [4, -1], x  - 3 y  + 3452],

                                 2       2
    [[110, 5, 24, 1], [23, -1], x  - 21 y  - 4],

                                2       2
    [[110, 5, 29, 6], [8, -1], x  - 15 y  + 515],

                                 2      2
    [[110, 5, 64, 41], [3, -1], x  - 5 y  + 8380],

                                 2      2
    [[110, 6, 81, 23], [6, -1], x  - 2 y  + 1022],

                                 2      2
    [[110, 7, 71, 32], [4, -1], x  - 3 y  + 3023],

                                2        2
    [[110, 10, 4, 1], [6, -1], x  - 800 y  + 700],

                                2        2
    [[110, 10, 5, 1], [7, -1], x  - 500 y  + 400],

                                2        2
    [[110, 10, 7, 3], [4, -1], x  - 300 y  + 2600],

                                2        2
    [[110, 10, 8, 2], [6, -1], x  - 200 y  + 700],

                                 2        2
    [[110, 10, 9, 1], [10, -1], x  - 150 y  + 50],

                                 2        2
    [[110, 10, 10, 2], [7, -1], x  - 125 y  + 400],

                                 2       2
    [[110, 10, 14, 6], [4, -1], x  - 75 y  + 2600],

                                 2       2
    [[110, 10, 16, 4], [6, -1], x  - 50 y  + 700],

                                 2       2
    [[110, 10, 20, 5], [6, -1], x  - 32 y  + 700],

                                 2       2
    [[110, 10, 25, 5], [7, -1], x  - 20 y  + 400],

                                  2       2
    [[110, 10, 31, 19], [3, -1], x  - 20 y  + 7120],

                                  2       2
    [[110, 10, 35, 15], [4, -1], x  - 12 y  + 2600],

                                  2      2
    [[110, 10, 40, 10], [6, -1], x  - 8 y  + 700],

                                  2      2
    [[110, 10, 45, 5], [10, -1], x  - 6 y  + 50],

                                  2      2
    [[110, 10, 49, 1], [18, -1], x  - 5 y  - 95],

                                  2      2
    [[110, 10, 50, 10], [7, -1], x  - 5 y  + 400],

                                  2      2
    [[110, 10, 62, 38], [3, -1], x  - 5 y  + 7120],

                                  2      2
    [[110, 10, 70, 30], [4, -1], x  - 3 y  + 2600],

                                  2      2
    [[110, 10, 80, 20], [6, -1], x  - 2 y  + 700],

                                  2      2
    [[110, 13, 69, 28], [4, -1], x  - 3 y  + 2183],

                                  2      2
    [[110, 14, 63, 1], [14, -1], x  - 3 y  - 193],

                                  2      2
    [[110, 14, 79, 17], [6, -1], x  - 2 y  + 382],

                                 2        2
    [[110, 15, 12, 7], [3, -1], x  - 125 y  + 5900],

                                  2      2
    [[110, 15, 60, 35], [3, -1], x  - 5 y  + 5900],

                                  2       2
    [[110, 16, 34, 13], [4, -1], x  - 12 y  + 1772],

                                  2      2
    [[110, 16, 68, 26], [4, -1], x  - 3 y  + 1772],

                                 2      2
    [[110, 18, 39, 7], [6, -1], x  - 8 y  + 68],

                                  2      2
    [[110, 18, 78, 14], [6, -1], x  - 2 y  + 68],

                                  2      2
    [[110, 19, 67, 24], [4, -1], x  - 3 y  + 1367],

                                 2       2
    [[110, 20, 14, 1], [8, -1], x  - 60 y  - 340],

                                 2       2
    [[110, 20, 28, 2], [8, -1], x  - 15 y  - 340],

                                  2       2
    [[110, 20, 29, 16], [3, -1], x  - 20 y  + 4720],

                                  2      2
    [[110, 20, 58, 32], [3, -1], x  - 5 y  + 4720],

                                2         2
    [[110, 22, 3, 1], [4, -1], x  - 1452 y  + 968],

                                2        2
    [[110, 22, 6, 2], [4, -1], x  - 363 y  + 968],

                                2        2
    [[110, 22, 7, 1], [6, -1], x  - 242 y  - 242],

                                  2       2
    [[110, 22, 33, 11], [4, -1], x  - 12 y  + 968],

                                  2      2
    [[110, 22, 66, 22], [4, -1], x  - 3 y  + 968],

                                  2      2
    [[110, 22, 77, 11], [6, -1], x  - 2 y  - 242],

                                 2       2
    [[110, 23, 24, 5], [5, -1], x  - 21 y  - 4],

                                 2       2
    [[110, 25, 13, 4], [4, -1], x  - 75 y  + 575],

                                 2       2
    [[110, 25, 16, 1], [7, -1], x  - 45 y  - 580],

                                 2      2
    [[110, 25, 48, 3], [7, -1], x  - 5 y  - 580],

                                  2      2
    [[110, 25, 56, 29], [3, -1], x  - 5 y  + 3580],

                                  2      2
    [[110, 25, 65, 20], [4, -1], x  - 3 y  + 575],

                                 2       2
    [[110, 26, 19, 2], [6, -1], x  - 32 y  - 548],

                                 2      2
    [[110, 26, 38, 4], [6, -1], x  - 8 y  - 548],

                                 2      2
    [[110, 26, 76, 8], [6, -1], x  - 2 y  - 548],

                                 2       2
    [[110, 28, 32, 9], [4, -1], x  - 12 y  + 188],

                                  2      2
    [[110, 28, 64, 18], [4, -1], x  - 3 y  + 188],

                                 2       2
    [[110, 30, 15, 1], [6, -1], x  - 50 y  - 850],

                                  2       2
    [[110, 30, 27, 13], [3, -1], x  - 20 y  + 2480],

                                  2      2
    [[110, 30, 54, 26], [3, -1], x  - 5 y  + 2480],

                                 2      2
    [[110, 30, 75, 5], [6, -1], x  - 2 y  - 850],

                                  2      2
    [[110, 31, 63, 16], [4, -1], x  - 3 y  - 193],

                                 2       2
    [[110, 34, 31, 7], [4, -1], x  - 12 y  - 568],

                                 2      2
    [[110, 34, 37, 1], [6, -1], x  - 8 y  - 1148],

                                  2      2
    [[110, 34, 62, 14], [4, -1], x  - 3 y  - 568],

                                 2      2
    [[110, 34, 74, 2], [6, -1], x  - 2 y  - 1148],

                                  2      2
    [[110, 35, 52, 23], [3, -1], x  - 5 y  + 1420],

                                  2      2
    [[110, 37, 61, 12], [4, -1], x  - 3 y  - 937],

                                2        2
    [[110, 40, 5, 2], [3, -1], x  - 500 y  + 400],

                                2        2
    [[110, 40, 6, 1], [4, -1], x  - 300 y  - 1300],

                                 2        2
    [[110, 40, 10, 4], [3, -1], x  - 125 y  + 400],

                                 2       2
    [[110, 40, 12, 2], [4, -1], x  - 75 y  - 1300],

                                  2       2
    [[110, 40, 25, 10], [3, -1], x  - 20 y  + 400],

                                 2       2
    [[110, 40, 30, 5], [4, -1], x  - 12 y  - 1300],

                                  2      2
    [[110, 40, 50, 20], [3, -1], x  - 5 y  + 400],

                                  2      2
    [[110, 40, 60, 10], [4, -1], x  - 3 y  - 1300],

                                 2      2
    [[110, 43, 59, 8], [4, -1], x  - 3 y  - 1657],

                                  2      2
    [[110, 45, 48, 17], [3, -1], x  - 5 y  - 580],

                                 2       2
    [[110, 46, 29, 3], [4, -1], x  - 12 y  - 2008],

                                 2      2
    [[110, 46, 58, 6], [4, -1], x  - 3 y  - 2008],

                                 2      2
    [[110, 49, 57, 4], [4, -1], x  - 3 y  - 2353],

                                 2       2
    [[110, 50, 23, 7], [3, -1], x  - 20 y  - 1520],

                                  2      2
    [[110, 50, 46, 14], [3, -1], x  - 5 y  - 1520],

                                 2       2
    [[110, 52, 28, 1], [4, -1], x  - 12 y  - 2692],

                                 2      2
    [[110, 52, 56, 2], [4, -1], x  - 3 y  - 2692],

                                2        2
    [[110, 55, 4, 1], [3, -1], x  - 605 y  - 2420],

                                  2      2
    [[110, 55, 44, 11], [3, -1], x  - 5 y  - 2420],

                                 2       2
    [[110, 60, 21, 4], [3, -1], x  - 20 y  - 3280],

                                 2      2
    [[110, 60, 42, 8], [3, -1], x  - 5 y  - 3280],

                                2        2
    [[110, 65, 8, 1], [3, -1], x  - 125 y  - 4100],

                                 2      2
    [[110, 65, 40, 5], [3, -1], x  - 5 y  - 4100],

                                 2       2
    [[110, 70, 19, 1], [3, -1], x  - 20 y  - 4880],

                                 2      2
    [[110, 70, 38, 2], [3, -1], x  - 5 y  - 4880],

                                 2       2
    [[111, 1, 19, 3], [12, -1], x  - 35 y  + 314],

                                 2      2
    [[111, 1, 83, 27], [6, -1], x  - 2 y  + 1457],

                                 2       2
    [[111, 3, 23, 4], [10, -1], x  - 24 y  + 375],

                                 2      2
    [[111, 3, 46, 8], [10, -1], x  - 6 y  + 375],

                                 2      2
    [[111, 3, 73, 35], [4, -1], x  - 3 y  + 3666],

                                 2      2
    [[111, 4, 65, 42], [3, -1], x  - 5 y  + 8804],

                                 2      2
    [[111, 5, 41, 12], [6, -1], x  - 8 y  + 1127],

                                 2      2
    [[111, 5, 82, 24], [6, -1], x  - 2 y  + 1127],

                                 2       2
    [[111, 6, 14, 1], [16, -1], x  - 63 y  + 27],

                                2       2
    [[111, 6, 17, 4], [7, -1], x  - 45 y  + 684],

                                 2       2
    [[111, 6, 24, 11], [4, -1], x  - 27 y  + 3231],

                                 2       2
    [[111, 6, 31, 4], [11, -1], x  - 13 y  + 172],

                                 2      2
    [[111, 6, 42, 3], [16, -1], x  - 7 y  + 27],

                                 2      2
    [[111, 6, 51, 12], [7, -1], x  - 5 y  + 684],

                                 2      2
    [[111, 6, 72, 33], [4, -1], x  - 3 y  + 3231],

                                 2       2
    [[111, 9, 16, 1], [14, -1], x  - 48 y  - 33],

                                 2       2
    [[111, 9, 21, 13], [3, -1], x  - 45 y  + 7524],

                                2       2
    [[111, 9, 27, 7], [6, -1], x  - 18 y  + 801],

                                2       2
    [[111, 9, 29, 5], [8, -1], x  - 15 y  + 294],

                                 2       2
    [[111, 9, 32, 2], [14, -1], x  - 12 y  - 33],

                                 2      2
    [[111, 9, 63, 39], [3, -1], x  - 5 y  + 7524],

                                 2      2
    [[111, 9, 64, 4], [14, -1], x  - 3 y  - 33],

                                 2      2
    [[111, 9, 71, 31], [4, -1], x  - 3 y  + 2802],

                                 2      2
    [[111, 9, 81, 21], [6, -1], x  - 2 y  + 801],

                                  2      2
    [[111, 12, 70, 29], [4, -1], x  - 3 y  + 2379],

                                 2      2
    [[111, 13, 40, 9], [6, -1], x  - 8 y  + 479],

                                  2      2
    [[111, 13, 80, 18], [6, -1], x  - 2 y  + 479],

                                  2      2
    [[111, 14, 61, 36], [3, -1], x  - 5 y  + 6284],

                                  2       2
    [[111, 15, 15, 1], [10, -1], x  - 54 y  - 171],

                                 2       2
    [[111, 15, 23, 9], [4, -1], x  - 27 y  + 1962],

                                 2       2
    [[111, 15, 25, 7], [5, -1], x  - 21 y  + 804],

                                  2      2
    [[111, 15, 45, 3], [10, -1], x  - 6 y  - 171],

                                  2      2
    [[111, 15, 69, 27], [4, -1], x  - 3 y  + 1962],

                                  2      2
    [[111, 17, 79, 15], [6, -1], x  - 2 y  + 161],

                                  2      2
    [[111, 18, 68, 25], [4, -1], x  - 3 y  + 1551],

                                  2      2
    [[111, 19, 59, 33], [3, -1], x  - 5 y  + 5084],

                                 2       2
    [[111, 21, 13, 2], [6, -1], x  - 72 y  - 153],

                                 2       2
    [[111, 21, 26, 4], [6, -1], x  - 18 y  - 153],

                                 2      2
    [[111, 21, 39, 6], [6, -1], x  - 8 y  - 153],

                                 2      2
    [[111, 21, 49, 5], [7, -1], x  - 5 y  - 316],

                                  2      2
    [[111, 21, 67, 23], [4, -1], x  - 3 y  + 1146],

                                  2      2
    [[111, 21, 78, 12], [6, -1], x  - 2 y  - 153],

                                  2       2
    [[111, 24, 19, 10], [3, -1], x  - 45 y  + 3924],

                                 2       2
    [[111, 24, 22, 7], [4, -1], x  - 27 y  + 747],

                                 2       2
    [[111, 24, 28, 1], [8, -1], x  - 15 y  - 561],

                                  2      2
    [[111, 24, 57, 30], [3, -1], x  - 5 y  + 3924],

                                  2      2
    [[111, 24, 66, 21], [4, -1], x  - 3 y  + 747],

                                 2      2
    [[111, 25, 77, 9], [6, -1], x  - 2 y  - 463],

                                  2      2
    [[111, 27, 65, 19], [4, -1], x  - 3 y  + 354],

                                 2      2
    [[111, 29, 38, 3], [6, -1], x  - 8 y  - 769],

                                  2      2
    [[111, 29, 55, 27], [3, -1], x  - 5 y  + 2804],

                                 2      2
    [[111, 29, 76, 6], [6, -1], x  - 2 y  - 769],

                                  2      2
    [[111, 30, 64, 17], [4, -1], x  - 3 y  - 33],

                                 2       2
    [[111, 33, 21, 5], [4, -1], x  - 27 y  - 414],

                                 2       2
    [[111, 33, 25, 1], [6, -1], x  - 18 y  - 1071],

                                  2      2
    [[111, 33, 63, 15], [4, -1], x  - 3 y  - 414],

                                 2      2
    [[111, 33, 75, 3], [6, -1], x  - 2 y  - 1071],

                                  2      2
    [[111, 34, 53, 24], [3, -1], x  - 5 y  + 1724],

                                 2       2
    [[111, 36, 23, 2], [5, -1], x  - 21 y  - 1212],

                                  2      2
    [[111, 36, 62, 13], [4, -1], x  - 3 y  - 789],

                                 2       2
    [[111, 39, 17, 7], [3, -1], x  - 45 y  + 684],

                                  2      2
    [[111, 39, 51, 21], [3, -1], x  - 5 y  + 684],

                                  2      2
    [[111, 39, 61, 11], [4, -1], x  - 3 y  - 1158],

                                 2       2
    [[111, 42, 20, 3], [4, -1], x  - 27 y  - 1521],

                                 2      2
    [[111, 42, 60, 9], [4, -1], x  - 3 y  - 1521],

                                  2      2
    [[111, 44, 49, 18], [3, -1], x  - 5 y  - 316],

                                 2      2
    [[111, 45, 59, 7], [4, -1], x  - 3 y  - 1878],

                                 2      2
    [[111, 48, 58, 5], [4, -1], x  - 3 y  - 2229],

                                  2      2
    [[111, 49, 47, 15], [3, -1], x  - 5 y  - 1276],

                                 2       2
    [[111, 51, 19, 1], [4, -1], x  - 27 y  - 2574],

                                 2      2
    [[111, 51, 57, 3], [4, -1], x  - 3 y  - 2574],

                                 2       2
    [[111, 54, 15, 4], [3, -1], x  - 45 y  - 2196],

                                  2      2
    [[111, 54, 45, 12], [3, -1], x  - 5 y  - 2196],

                                 2      2
    [[111, 54, 56, 1], [4, -1], x  - 3 y  - 2913],

                                 2      2
    [[111, 59, 43, 9], [3, -1], x  - 5 y  - 3076],

                                 2      2
    [[111, 64, 41, 6], [3, -1], x  - 5 y  - 3916],

                                 2       2
    [[111, 69, 13, 1], [3, -1], x  - 45 y  - 4716],

                                 2      2
    [[111, 69, 39, 3], [3, -1], x  - 5 y  - 4716],

                                2       2
    [[112, 2, 26, 7], [7, -1], x  - 20 y  + 976],

                                 2       2
    [[112, 2, 37, 18], [4, -1], x  - 12 y  + 3884],

                                 2      2
    [[112, 2, 52, 14], [7, -1], x  - 5 y  + 976],

                                 2      2
    [[112, 2, 74, 36], [4, -1], x  - 3 y  + 3884],

                                 2      2
    [[112, 3, 66, 43], [3, -1], x  - 5 y  + 9236],

                                 2      2
    [[112, 4, 65, 7], [14, -1], x  - 3 y  + 131],

                                 2      2
    [[112, 4, 83, 25], [6, -1], x  - 2 y  + 1234],

                                 2      2
    [[112, 5, 73, 34], [4, -1], x  - 3 y  + 3443],

                                 2       2
    [[112, 7, 19, 2], [12, -1], x  - 35 y  + 91],

                                2       2
    [[112, 7, 26, 9], [5, -1], x  - 21 y  + 1652],

                               2        2
    [[112, 8, 8, 5], [3, -1], x  - 320 y  + 7936],

                               2        2
    [[112, 8, 9, 4], [4, -1], x  - 192 y  + 3008],

                                 2       2
    [[112, 8, 16, 10], [3, -1], x  - 80 y  + 7936],

                                2       2
    [[112, 8, 18, 8], [4, -1], x  - 48 y  + 3008],

                                 2       2
    [[112, 8, 23, 3], [10, -1], x  - 24 y  + 152],

                                 2       2
    [[112, 8, 25, 1], [18, -1], x  - 20 y  - 44],

                                 2       2
    [[112, 8, 32, 20], [3, -1], x  - 20 y  + 7936],

                                 2       2
    [[112, 8, 36, 16], [4, -1], x  - 12 y  + 3008],

                                 2      2
    [[112, 8, 41, 11], [6, -1], x  - 8 y  + 904],

                                 2      2
    [[112, 8, 46, 6], [10, -1], x  - 6 y  + 152],

                                 2      2
    [[112, 8, 50, 2], [18, -1], x  - 5 y  - 44],

                                 2      2
    [[112, 8, 64, 40], [3, -1], x  - 5 y  + 7936],

                                 2      2
    [[112, 8, 72, 32], [4, -1], x  - 3 y  + 3008],

                                 2      2
    [[112, 8, 82, 22], [6, -1], x  - 2 y  + 904],

                                  2      2
    [[112, 11, 71, 30], [4, -1], x  - 3 y  + 2579],

                                  2      2
    [[112, 12, 81, 19], [6, -1], x  - 2 y  + 578],

                                 2       2
    [[112, 13, 29, 4], [8, -1], x  - 15 y  + 71],

                                  2      2
    [[112, 13, 62, 37], [3, -1], x  - 5 y  + 6676],

                                2        2
    [[112, 14, 5, 2], [4, -1], x  - 588 y  + 2156],

                                 2        2
    [[112, 14, 10, 4], [4, -1], x  - 147 y  + 2156],

                                  2       2
    [[112, 14, 35, 14], [4, -1], x  - 12 y  + 2156],

                                  2      2
    [[112, 14, 70, 28], [4, -1], x  - 3 y  + 2156],

                                2        2
    [[112, 16, 5, 1], [6, -1], x  - 512 y  + 256],

                                 2        2
    [[112, 16, 10, 2], [6, -1], x  - 128 y  + 256],

                                 2       2
    [[112, 16, 20, 4], [6, -1], x  - 32 y  + 256],

                                 2      2
    [[112, 16, 40, 8], [6, -1], x  - 8 y  + 256],

                                  2      2
    [[112, 16, 80, 16], [6, -1], x  - 2 y  + 256],

                                 2      2
    [[112, 17, 50, 7], [7, -1], x  - 5 y  - 44],

                                  2      2
    [[112, 17, 69, 26], [4, -1], x  - 3 y  + 1739],

                                  2       2
    [[112, 18, 30, 17], [3, -1], x  - 20 y  + 5456],

                                  2      2
    [[112, 18, 60, 34], [3, -1], x  - 5 y  + 5456],

                                 2       2
    [[112, 20, 17, 6], [4, -1], x  - 48 y  + 1328],

                                  2       2
    [[112, 20, 34, 12], [4, -1], x  - 12 y  + 1328],

                                  2      2
    [[112, 20, 45, 1], [10, -1], x  - 6 y  - 394],

                                  2      2
    [[112, 20, 68, 24], [4, -1], x  - 3 y  + 1328],

                                  2      2
    [[112, 20, 79, 13], [6, -1], x  - 2 y  - 62],

                                  2      2
    [[112, 23, 58, 31], [3, -1], x  - 5 y  + 4276],

                                  2      2
    [[112, 23, 67, 22], [4, -1], x  - 3 y  + 923],

                                 2      2
    [[112, 24, 39, 5], [6, -1], x  - 8 y  - 376],

                                  2      2
    [[112, 24, 78, 10], [6, -1], x  - 2 y  - 376],

                                  2       2
    [[112, 26, 33, 10], [4, -1], x  - 12 y  + 524],

                                  2      2
    [[112, 26, 66, 20], [4, -1], x  - 3 y  + 524],

                                2         2
    [[112, 28, 2, 1], [3, -1], x  - 3920 y  + 3136],

                                2        2
    [[112, 28, 4, 2], [3, -1], x  - 980 y  + 3136],

                                2        2
    [[112, 28, 6, 1], [5, -1], x  - 336 y  - 448],

                                2        2
    [[112, 28, 8, 4], [3, -1], x  - 245 y  + 3136],

                                 2       2
    [[112, 28, 11, 1], [6, -1], x  - 98 y  - 686],

                                 2       2
    [[112, 28, 12, 2], [5, -1], x  - 84 y  - 448],

                                 2       2
    [[112, 28, 14, 7], [3, -1], x  - 80 y  + 3136],

                                 2       2
    [[112, 28, 24, 4], [5, -1], x  - 21 y  - 448],

                                  2       2
    [[112, 28, 28, 14], [3, -1], x  - 20 y  + 3136],

                                  2      2
    [[112, 28, 56, 28], [3, -1], x  - 5 y  + 3136],

                                 2      2
    [[112, 28, 77, 7], [6, -1], x  - 2 y  - 686],

                                  2      2
    [[112, 29, 65, 18], [4, -1], x  - 3 y  + 131],

                                2        2
    [[112, 32, 4, 1], [4, -1], x  - 768 y  - 256],

                                2        2
    [[112, 32, 8, 2], [4, -1], x  - 192 y  - 256],

                                 2       2
    [[112, 32, 16, 4], [4, -1], x  - 48 y  - 256],

                                 2       2
    [[112, 32, 19, 1], [6, -1], x  - 32 y  - 992],

                                 2       2
    [[112, 32, 32, 8], [4, -1], x  - 12 y  - 256],

                                 2      2
    [[112, 32, 38, 2], [6, -1], x  - 8 y  - 992],

                                  2      2
    [[112, 32, 64, 16], [4, -1], x  - 3 y  - 256],

                                 2      2
    [[112, 32, 76, 4], [6, -1], x  - 2 y  - 992],

                                  2      2
    [[112, 33, 54, 25], [3, -1], x  - 5 y  + 2036],

                                2        2
    [[112, 35, 9, 2], [4, -1], x  - 147 y  - 637],

                                  2      2
    [[112, 35, 63, 14], [4, -1], x  - 3 y  - 637],

                                 2      2
    [[112, 36, 75, 1], [6, -1], x  - 2 y  - 1294],

                                  2       2
    [[112, 38, 26, 11], [3, -1], x  - 20 y  + 976],

                                 2       2
    [[112, 38, 31, 6], [4, -1], x  - 12 y  - 1012],

                                  2      2
    [[112, 38, 52, 22], [3, -1], x  - 5 y  + 976],

                                  2      2
    [[112, 38, 62, 12], [4, -1], x  - 3 y  - 1012],

                                  2      2
    [[112, 41, 61, 10], [4, -1], x  - 3 y  - 1381],

                                  2      2
    [[112, 43, 50, 19], [3, -1], x  - 5 y  - 44],

                                 2       2
    [[112, 44, 15, 2], [4, -1], x  - 48 y  - 1744],

                                 2       2
    [[112, 44, 30, 4], [4, -1], x  - 12 y  - 1744],

                                 2      2
    [[112, 44, 60, 8], [4, -1], x  - 3 y  - 1744],

                                 2      2
    [[112, 47, 59, 6], [4, -1], x  - 3 y  - 2101],

                                2         2
    [[112, 48, 3, 1], [3, -1], x  - 1280 y  - 1024],

                                2        2
    [[112, 48, 6, 2], [3, -1], x  - 320 y  - 1024],

                                 2       2
    [[112, 48, 12, 4], [3, -1], x  - 80 y  - 1024],

                                 2       2
    [[112, 48, 24, 8], [3, -1], x  - 20 y  - 1024],

                                  2      2
    [[112, 48, 48, 16], [3, -1], x  - 5 y  - 1024],

                                 2       2
    [[112, 50, 29, 2], [4, -1], x  - 12 y  - 2452],

                                 2      2
    [[112, 50, 58, 4], [4, -1], x  - 3 y  - 2452],

                                  2      2
    [[112, 53, 46, 13], [3, -1], x  - 5 y  - 1964],

                                 2      2
    [[112, 53, 57, 2], [4, -1], x  - 3 y  - 2797],

                                 2       2
    [[112, 58, 22, 5], [3, -1], x  - 20 y  - 2864],

                                  2      2
    [[112, 58, 44, 10], [3, -1], x  - 5 y  - 2864],

                                2        2
    [[112, 63, 6, 1], [3, -1], x  - 245 y  - 3724],

                                 2      2
    [[112, 63, 42, 7], [3, -1], x  - 5 y  - 3724],

                                 2       2
    [[112, 68, 10, 1], [3, -1], x  - 80 y  - 4544],

                                 2       2
    [[112, 68, 20, 2], [3, -1], x  - 20 y  - 4544],

                                 2      2
    [[112, 68, 40, 4], [3, -1], x  - 5 y  - 4544],

                                 2      2
    [[112, 73, 38, 1], [3, -1], x  - 5 y  - 5324],

                                 2       2
    [[113, 1, 20, 1], [34, -1], x  - 32 y  + 31],

                                 2      2
    [[113, 1, 40, 2], [34, -1], x  - 8 y  + 31],

                                 2      2
    [[113, 1, 43, 5], [16, -1], x  - 7 y  + 174],

                                 2      2
    [[113, 1, 47, 9], [10, -1], x  - 6 y  + 485],

                                 2      2
    [[113, 1, 75, 37], [4, -1], x  - 3 y  + 4106],

                                 2      2
    [[113, 1, 80, 4], [34, -1], x  - 2 y  + 31],

                                2       2
    [[113, 2, 30, 7], [8, -1], x  - 15 y  + 731],

                                 2      2
    [[113, 2, 67, 44], [3, -1], x  - 5 y  + 9676],

                                 2       2
    [[113, 3, 21, 1], [27, -1], x  - 29 y  + 20],

                                 2      2
    [[113, 3, 42, 13], [6, -1], x  - 8 y  + 1343],

                                 2      2
    [[113, 3, 84, 26], [6, -1], x  - 2 y  + 1343],

                                 2      2
    [[113, 4, 74, 35], [4, -1], x  - 3 y  + 3659],

                                 2      2
    [[113, 7, 65, 41], [3, -1], x  - 5 y  + 8356],

                                 2      2
    [[113, 7, 73, 33], [4, -1], x  - 3 y  + 3218],

                                 2      2
    [[113, 7, 83, 23], [6, -1], x  - 2 y  + 1009],

                                2       2
    [[113, 8, 13, 2], [9, -1], x  - 77 y  + 244],

                                 2       2
    [[113, 8, 34, 1], [20, -1], x  - 11 y  - 53],

                                  2      2
    [[113, 10, 72, 31], [4, -1], x  - 3 y  + 2783],

                                  2      2
    [[113, 11, 41, 10], [6, -1], x  - 8 y  + 679],

                                  2      2
    [[113, 11, 65, 3], [14, -1], x  - 3 y  - 94],

                                  2      2
    [[113, 11, 82, 20], [6, -1], x  - 2 y  + 679],

                                  2      2
    [[113, 12, 63, 38], [3, -1], x  - 5 y  + 7076],

                                 2       2
    [[113, 13, 17, 3], [7, -1], x  - 45 y  + 236],

                                  2       2
    [[113, 13, 19, 1], [12, -1], x  - 35 y  - 134],

                                  2       2
    [[113, 13, 23, 2], [10, -1], x  - 24 y  - 73],

                                  2      2
    [[113, 13, 46, 4], [10, -1], x  - 6 y  - 73],

                                 2      2
    [[113, 13, 51, 9], [7, -1], x  - 5 y  + 236],

                                  2      2
    [[113, 13, 71, 29], [4, -1], x  - 3 y  + 2354],

                                  2      2
    [[113, 15, 81, 17], [6, -1], x  - 2 y  + 353],

                                  2      2
    [[113, 16, 70, 27], [4, -1], x  - 3 y  + 1931],

                                 2       2
    [[113, 17, 29, 3], [8, -1], x  - 15 y  - 154],

                                  2       2
    [[113, 17, 31, 1], [11, -1], x  - 13 y  - 276],

                                  2      2
    [[113, 17, 61, 35], [3, -1], x  - 5 y  + 5836],

                                 2      2
    [[113, 19, 40, 7], [6, -1], x  - 8 y  + 31],

                                  2      2
    [[113, 19, 69, 25], [4, -1], x  - 3 y  + 1514],

                                  2      2
    [[113, 19, 80, 14], [6, -1], x  - 2 y  + 31],

                                 2       2
    [[113, 20, 25, 6], [5, -1], x  - 21 y  + 356],

                                  2      2
    [[113, 22, 59, 32], [3, -1], x  - 5 y  + 4636],

                                  2      2
    [[113, 22, 68, 23], [4, -1], x  - 3 y  + 1103],

                                  2      2
    [[113, 23, 79, 11], [6, -1], x  - 2 y  - 287],

                                  2      2
    [[113, 25, 67, 21], [4, -1], x  - 3 y  + 698],

                                 2      2
    [[113, 27, 39, 4], [6, -1], x  - 8 y  - 601],

                                  2      2
    [[113, 27, 57, 29], [3, -1], x  - 5 y  + 3476],

                                 2      2
    [[113, 27, 78, 8], [6, -1], x  - 2 y  - 601],

                                 2      2
    [[113, 28, 49, 2], [7, -1], x  - 5 y  - 764],

                                  2      2
    [[113, 28, 66, 19], [4, -1], x  - 3 y  + 299],

                                  2      2
    [[113, 31, 65, 17], [4, -1], x  - 3 y  - 94],

                                 2      2
    [[113, 31, 77, 5], [6, -1], x  - 2 y  - 911],

                                  2      2
    [[113, 32, 55, 26], [3, -1], x  - 5 y  + 2356],

                                  2      2
    [[113, 34, 64, 15], [4, -1], x  - 3 y  - 481],

                                 2      2
    [[113, 35, 38, 1], [6, -1], x  - 8 y  - 1217],

                                 2      2
    [[113, 35, 76, 2], [6, -1], x  - 2 y  - 1217],

                                  2      2
    [[113, 37, 53, 23], [3, -1], x  - 5 y  + 1276],

                                  2      2
    [[113, 37, 63, 13], [4, -1], x  - 3 y  - 862],

                                  2      2
    [[113, 40, 62, 11], [4, -1], x  - 3 y  - 1237],

                                 2       2
    [[113, 41, 23, 1], [5, -1], x  - 21 y  - 1660],

                                  2      2
    [[113, 42, 51, 20], [3, -1], x  - 5 y  + 236],

                                 2      2
    [[113, 43, 61, 9], [4, -1], x  - 3 y  - 1606],

                                 2      2
    [[113, 46, 60, 7], [4, -1], x  - 3 y  - 1969],

                                  2      2
    [[113, 47, 49, 17], [3, -1], x  - 5 y  - 764],

                                 2      2
    [[113, 49, 59, 5], [4, -1], x  - 3 y  - 2326],

                                  2      2
    [[113, 52, 47, 14], [3, -1], x  - 5 y  - 1724],

                                 2      2
    [[113, 52, 58, 3], [4, -1], x  - 3 y  - 2677],

                                 2      2
    [[113, 55, 57, 1], [4, -1], x  - 3 y  - 3022],

                                  2      2
    [[113, 57, 45, 11], [3, -1], x  - 5 y  - 2644],

                                 2      2
    [[113, 62, 43, 8], [3, -1], x  - 5 y  - 3524],

                                 2      2
    [[113, 67, 41, 5], [3, -1], x  - 5 y  - 4364],

                                 2      2
    [[113, 72, 39, 2], [3, -1], x  - 5 y  - 5164],

                                 2      2
    [[114, 1, 68, 45], [3, -1], x  - 5 y  + 10124],

                                 2      2
    [[114, 2, 85, 27], [6, -1], x  - 2 y  + 1454],

                                 2       2
    [[114, 3, 25, 12], [4, -1], x  - 27 y  + 3879],

                                 2       2
    [[114, 3, 32, 5], [11, -1], x  - 13 y  + 316],

                                 2      2
    [[114, 3, 75, 36], [4, -1], x  - 3 y  + 3879],

                               2        2
    [[114, 6, 5, 1], [8, -1], x  - 540 y  + 504],

                               2        2
    [[114, 6, 7, 2], [6, -1], x  - 288 y  + 1116],

                                2        2
    [[114, 6, 10, 2], [8, -1], x  - 135 y  + 504],

                                 2        2
    [[114, 6, 11, 1], [14, -1], x  - 108 y  + 72],

                                2        2
    [[114, 6, 11, 7], [3, -1], x  - 180 y  + 8784],

                                2       2
    [[114, 6, 14, 4], [6, -1], x  - 72 y  + 1116],

                                2       2
    [[114, 6, 15, 3], [8, -1], x  - 60 y  + 504],

                                 2       2
    [[114, 6, 17, 1], [18, -1], x  - 45 y  + 9],

                                2       2
    [[114, 6, 21, 6], [6, -1], x  - 32 y  + 1116],

                                 2       2
    [[114, 6, 22, 2], [14, -1], x  - 27 y  + 72],

                                 2       2
    [[114, 6, 22, 14], [3, -1], x  - 45 y  + 8784],

                                2       2
    [[114, 6, 28, 8], [6, -1], x  - 18 y  + 1116],

                                2       2
    [[114, 6, 30, 6], [8, -1], x  - 15 y  + 504],

                                 2       2
    [[114, 6, 33, 3], [14, -1], x  - 12 y  + 72],

                                 2       2
    [[114, 6, 33, 21], [3, -1], x  - 20 y  + 8784],

                                 2       2
    [[114, 6, 37, 17], [4, -1], x  - 12 y  + 3432],

                                 2      2
    [[114, 6, 42, 12], [6, -1], x  - 8 y  + 1116],

                                 2      2
    [[114, 6, 47, 7], [10, -1], x  - 6 y  + 258],

                                 2      2
    [[114, 6, 51, 3], [18, -1], x  - 5 y  + 9],

                                 2      2
    [[114, 6, 66, 6], [14, -1], x  - 3 y  + 72],

                                 2      2
    [[114, 6, 66, 42], [3, -1], x  - 5 y  + 8784],

                                 2      2
    [[114, 6, 74, 34], [4, -1], x  - 3 y  + 3432],

                                 2      2
    [[114, 6, 84, 24], [6, -1], x  - 2 y  + 1116],

                                 2      2
    [[114, 9, 43, 2], [16, -1], x  - 7 y  - 53],

                                 2      2
    [[114, 9, 52, 11], [7, -1], x  - 5 y  + 524],

                                 2      2
    [[114, 9, 73, 32], [4, -1], x  - 3 y  + 2991],

                                  2      2
    [[114, 10, 83, 21], [6, -1], x  - 2 y  + 782],

                                  2      2
    [[114, 11, 64, 39], [3, -1], x  - 5 y  + 7484],

                                 2        2
    [[114, 12, 12, 5], [4, -1], x  - 108 y  + 2556],

                                 2       2
    [[114, 12, 13, 4], [5, -1], x  - 84 y  + 1200],

                                  2       2
    [[114, 12, 24, 10], [4, -1], x  - 27 y  + 2556],

                                 2       2
    [[114, 12, 26, 8], [5, -1], x  - 21 y  + 1200],

                                  2       2
    [[114, 12, 36, 15], [4, -1], x  - 12 y  + 2556],

                                  2      2
    [[114, 12, 72, 30], [4, -1], x  - 3 y  + 2556],

                                 2      2
    [[114, 14, 41, 9], [6, -1], x  - 8 y  + 452],

                                  2      2
    [[114, 14, 82, 18], [6, -1], x  - 2 y  + 452],

                                  2      2
    [[114, 15, 71, 28], [4, -1], x  - 3 y  + 2127],

                                  2       2
    [[114, 16, 31, 18], [3, -1], x  - 20 y  + 6224],

                                  2      2
    [[114, 16, 62, 36], [3, -1], x  - 5 y  + 6224],

                                  2       2
    [[114, 18, 23, 1], [10, -1], x  - 24 y  - 300],

                                 2       2
    [[114, 18, 27, 5], [6, -1], x  - 18 y  + 126],

                                  2       2
    [[114, 18, 35, 13], [4, -1], x  - 12 y  + 1704],

                                  2      2
    [[114, 18, 46, 2], [10, -1], x  - 6 y  - 300],

                                  2      2
    [[114, 18, 70, 26], [4, -1], x  - 3 y  + 1704],

                                  2      2
    [[114, 18, 81, 15], [6, -1], x  - 2 y  + 126],

                                  2       2
    [[114, 21, 20, 11], [3, -1], x  - 45 y  + 5004],

                                 2       2
    [[114, 21, 23, 8], [4, -1], x  - 27 y  + 1287],

                                 2       2
    [[114, 21, 29, 2], [8, -1], x  - 15 y  - 381],

                                  2      2
    [[114, 21, 60, 33], [3, -1], x  - 5 y  + 5004],

                                  2      2
    [[114, 21, 69, 24], [4, -1], x  - 3 y  + 1287],

                                 2       2
    [[114, 22, 20, 3], [6, -1], x  - 32 y  - 196],

                                 2      2
    [[114, 22, 40, 6], [6, -1], x  - 8 y  - 196],

                                  2      2
    [[114, 22, 80, 12], [6, -1], x  - 2 y  - 196],

                                 2       2
    [[114, 24, 25, 2], [7, -1], x  - 20 y  - 496],

                                  2       2
    [[114, 24, 34, 11], [4, -1], x  - 12 y  + 876],

                                 2      2
    [[114, 24, 50, 4], [7, -1], x  - 5 y  - 496],

                                  2      2
    [[114, 24, 68, 22], [4, -1], x  - 3 y  + 876],

                                  2       2
    [[114, 26, 29, 15], [3, -1], x  - 20 y  + 3824],

                                  2      2
    [[114, 26, 58, 30], [3, -1], x  - 5 y  + 3824],

                                 2      2
    [[114, 26, 79, 9], [6, -1], x  - 2 y  - 514],

                                  2      2
    [[114, 27, 67, 20], [4, -1], x  - 3 y  + 471],

                                 2        2
    [[114, 30, 11, 3], [4, -1], x  - 108 y  + 72],

                                 2       2
    [[114, 30, 13, 1], [6, -1], x  - 72 y  - 828],

                                 2       2
    [[114, 30, 22, 6], [4, -1], x  - 27 y  + 72],

                                 2       2
    [[114, 30, 26, 2], [6, -1], x  - 18 y  - 828],

                                 2       2
    [[114, 30, 33, 9], [4, -1], x  - 12 y  + 72],

                                 2      2
    [[114, 30, 39, 3], [6, -1], x  - 8 y  - 828],

                                  2      2
    [[114, 30, 66, 18], [4, -1], x  - 3 y  + 72],

                                 2      2
    [[114, 30, 78, 6], [6, -1], x  - 2 y  - 828],

                                  2      2
    [[114, 31, 56, 27], [3, -1], x  - 5 y  + 2684],

                                2        2
    [[114, 33, 8, 1], [5, -1], x  - 189 y  - 900],

                                 2       2
    [[114, 33, 24, 3], [5, -1], x  - 21 y  - 900],

                                  2      2
    [[114, 33, 65, 16], [4, -1], x  - 3 y  - 321],

                                 2      2
    [[114, 34, 77, 3], [6, -1], x  - 2 y  - 1138],

                                2        2
    [[114, 36, 9, 4], [3, -1], x  - 180 y  + 1584],

                                 2       2
    [[114, 36, 18, 8], [3, -1], x  - 45 y  + 1584],

                                  2       2
    [[114, 36, 27, 12], [3, -1], x  - 20 y  + 1584],

                                 2       2
    [[114, 36, 32, 7], [4, -1], x  - 12 y  - 708],

                                  2      2
    [[114, 36, 54, 24], [3, -1], x  - 5 y  + 1584],

                                  2      2
    [[114, 36, 64, 14], [4, -1], x  - 3 y  - 708],

                                 2       2
    [[114, 39, 21, 4], [4, -1], x  - 27 y  - 1089],

                                  2      2
    [[114, 39, 63, 12], [4, -1], x  - 3 y  - 1089],

                                  2      2
    [[114, 41, 52, 21], [3, -1], x  - 5 y  + 524],

                                 2       2
    [[114, 42, 31, 5], [4, -1], x  - 12 y  - 1464],

                                  2      2
    [[114, 42, 62, 10], [4, -1], x  - 3 y  - 1464],

                                 2      2
    [[114, 45, 61, 8], [4, -1], x  - 3 y  - 1833],

                                 2       2
    [[114, 46, 25, 9], [3, -1], x  - 20 y  - 496],

                                  2      2
    [[114, 46, 50, 18], [3, -1], x  - 5 y  - 496],

                                 2        2
    [[114, 48, 10, 1], [4, -1], x  - 108 y  - 2196],

                                 2       2
    [[114, 48, 20, 2], [4, -1], x  - 27 y  - 2196],

                                 2       2
    [[114, 48, 30, 3], [4, -1], x  - 12 y  - 2196],

                                 2      2
    [[114, 48, 60, 6], [4, -1], x  - 3 y  - 2196],

                                 2       2
    [[114, 51, 16, 5], [3, -1], x  - 45 y  - 1476],

                                  2      2
    [[114, 51, 48, 15], [3, -1], x  - 5 y  - 1476],

                                 2      2
    [[114, 51, 59, 4], [4, -1], x  - 3 y  - 2553],

                                 2       2
    [[114, 54, 29, 1], [4, -1], x  - 12 y  - 2904],

                                 2      2
    [[114, 54, 58, 2], [4, -1], x  - 3 y  - 2904],

                                 2       2
    [[114, 56, 23, 6], [3, -1], x  - 20 y  - 2416],

                                  2      2
    [[114, 56, 46, 12], [3, -1], x  - 5 y  - 2416],

                                 2      2
    [[114, 61, 44, 9], [3, -1], x  - 5 y  - 3316],

                                2        2
    [[114, 66, 7, 1], [3, -1], x  - 180 y  - 4176],

                                 2       2
    [[114, 66, 14, 2], [3, -1], x  - 45 y  - 4176],

                                 2       2
    [[114, 66, 21, 3], [3, -1], x  - 20 y  - 4176],

                                 2      2
    [[114, 66, 42, 6], [3, -1], x  - 5 y  - 4176],

                                 2      2
    [[114, 71, 40, 3], [3, -1], x  - 5 y  - 4996],

                                 2      2
    [[115, 1, 43, 14], [6, -1], x  - 8 y  + 1567],

                                 2      2
    [[115, 1, 67, 9], [14, -1], x  - 3 y  + 242],

                                 2      2
    [[115, 1, 86, 28], [6, -1], x  - 2 y  + 1567],

                                 2      2
    [[115, 2, 76, 37], [4, -1], x  - 3 y  + 4103],

                                 2       2
    [[115, 4, 27, 10], [5, -1], x  - 21 y  + 2084],

                                2        2
    [[115, 5, 9, 1], [13, -1], x  - 165 y  + 140],

                                2       2
    [[115, 5, 15, 7], [4, -1], x  - 75 y  + 3650],

                                2       2
    [[115, 5, 17, 5], [6, -1], x  - 50 y  + 1225],

                                 2       2
    [[115, 5, 21, 1], [22, -1], x  - 30 y  + 5],

                                 2      2
    [[115, 5, 53, 13], [7, -1], x  - 5 y  + 820],

                                 2      2
    [[115, 5, 67, 43], [3, -1], x  - 5 y  + 9220],

                                 2      2
    [[115, 5, 75, 35], [4, -1], x  - 3 y  + 3650],

                                 2      2
    [[115, 5, 85, 25], [6, -1], x  - 2 y  + 1225],

                                 2      2
    [[115, 8, 74, 33], [4, -1], x  - 3 y  + 3203],

                                 2      2
    [[115, 9, 42, 11], [6, -1], x  - 8 y  + 887],

                                 2      2
    [[115, 9, 84, 22], [6, -1], x  - 2 y  + 887],

                                2        2
    [[115, 10, 6, 1], [8, -1], x  - 375 y  + 275],

                                 2        2
    [[115, 10, 13, 8], [3, -1], x  - 125 y  + 7900],

                                 2       2
    [[115, 10, 30, 5], [8, -1], x  - 15 y  + 275],

                                  2      2
    [[115, 10, 65, 40], [3, -1], x  - 5 y  + 7900],

                                  2      2
    [[115, 11, 47, 5], [10, -1], x  - 6 y  + 29],

                                  2      2
    [[115, 11, 73, 31], [4, -1], x  - 3 y  + 2762],

                                  2       2
    [[115, 13, 33, 1], [14, -1], x  - 12 y  - 157],

                                  2      2
    [[115, 13, 66, 2], [14, -1], x  - 3 y  - 157],

                                  2      2
    [[115, 13, 83, 19], [6, -1], x  - 2 y  + 553],

                                  2      2
    [[115, 14, 72, 29], [4, -1], x  - 3 y  + 2327],

                                  2      2
    [[115, 15, 63, 37], [3, -1], x  - 5 y  + 6620],

                                 2       2
    [[115, 17, 13, 1], [9, -1], x  - 77 y  - 212],

                                 2      2
    [[115, 17, 41, 8], [6, -1], x  - 8 y  + 223],

                                  2      2
    [[115, 17, 71, 27], [4, -1], x  - 3 y  + 1898],

                                  2      2
    [[115, 17, 82, 16], [6, -1], x  - 2 y  + 223],

                                 2       2
    [[115, 20, 14, 5], [4, -1], x  - 75 y  + 1475],

                                 2       2
    [[115, 20, 17, 2], [7, -1], x  - 45 y  - 220],

                                 2      2
    [[115, 20, 51, 6], [7, -1], x  - 5 y  - 220],

                                  2      2
    [[115, 20, 61, 34], [3, -1], x  - 5 y  + 5380],

                                  2      2
    [[115, 20, 70, 25], [4, -1], x  - 3 y  + 1475],

                                  2      2
    [[115, 21, 81, 13], [6, -1], x  - 2 y  - 103],

                                2         2
    [[115, 23, 3, 1], [4, -1], x  - 1587 y  + 1058],

                                  2      2
    [[115, 23, 69, 23], [4, -1], x  - 3 y  + 1058],

                                2        2
    [[115, 25, 5, 1], [5, -1], x  - 525 y  - 100],

                                2        2
    [[115, 25, 8, 1], [6, -1], x  - 200 y  - 425],

                                 2       2
    [[115, 25, 16, 2], [6, -1], x  - 50 y  - 425],

                                 2       2
    [[115, 25, 25, 5], [5, -1], x  - 21 y  - 100],

                                 2       2
    [[115, 25, 29, 1], [8, -1], x  - 15 y  - 610],

                                 2      2
    [[115, 25, 40, 5], [6, -1], x  - 8 y  - 425],

                                  2      2
    [[115, 25, 59, 31], [3, -1], x  - 5 y  + 4180],

                                  2      2
    [[115, 25, 80, 10], [6, -1], x  - 2 y  - 425],

                                  2      2
    [[115, 26, 68, 21], [4, -1], x  - 3 y  + 647],

                                  2      2
    [[115, 29, 67, 19], [4, -1], x  - 3 y  + 242],

                                 2      2
    [[115, 29, 79, 7], [6, -1], x  - 2 y  - 743],

                                  2      2
    [[115, 30, 57, 28], [3, -1], x  - 5 y  + 3020],

                                  2      2
    [[115, 32, 66, 17], [4, -1], x  - 3 y  - 157],

                                 2      2
    [[115, 33, 39, 2], [6, -1], x  - 8 y  - 1057],

                                 2      2
    [[115, 33, 78, 4], [6, -1], x  - 2 y  - 1057],

                                 2        2
    [[115, 35, 11, 5], [3, -1], x  - 125 y  + 1900],

                                 2       2
    [[115, 35, 13, 3], [4, -1], x  - 75 y  - 550],

                                  2      2
    [[115, 35, 55, 25], [3, -1], x  - 5 y  + 1900],

                                  2      2
    [[115, 35, 65, 15], [4, -1], x  - 3 y  - 550],

                                 2      2
    [[115, 37, 77, 1], [6, -1], x  - 2 y  - 1367],

                                  2      2
    [[115, 38, 64, 13], [4, -1], x  - 3 y  - 937],

                                  2      2
    [[115, 40, 53, 22], [3, -1], x  - 5 y  + 820],

                                  2      2
    [[115, 41, 63, 11], [4, -1], x  - 3 y  - 1318],

                                 2      2
    [[115, 44, 62, 9], [4, -1], x  - 3 y  - 1693],

                                  2      2
    [[115, 45, 51, 19], [3, -1], x  - 5 y  - 220],

                                 2      2
    [[115, 47, 61, 7], [4, -1], x  - 3 y  - 2062],

                                 2       2
    [[115, 50, 12, 1], [4, -1], x  - 75 y  - 2425],

                                  2      2
    [[115, 50, 49, 16], [3, -1], x  - 5 y  - 1220],

                                 2      2
    [[115, 50, 60, 5], [4, -1], x  - 3 y  - 2425],

                                 2      2
    [[115, 53, 59, 3], [4, -1], x  - 3 y  - 2782],

                                  2      2
    [[115, 55, 47, 13], [3, -1], x  - 5 y  - 2180],

                                 2      2
    [[115, 56, 58, 1], [4, -1], x  - 3 y  - 3133],

                                2        2
    [[115, 60, 9, 2], [3, -1], x  - 125 y  - 3100],

                                  2      2
    [[115, 60, 45, 10], [3, -1], x  - 5 y  - 3100],

                                 2      2
    [[115, 65, 43, 7], [3, -1], x  - 5 y  - 3980],

                                 2      2
    [[115, 70, 41, 4], [3, -1], x  - 5 y  - 4820],

                                 2      2
    [[115, 75, 39, 1], [3, -1], x  - 5 y  - 5620],

                                 2       2
    [[116, 1, 14, 1], [25, -1], x  - 69 y  + 68],

                                2       2
    [[116, 1, 18, 5], [7, -1], x  - 45 y  + 1124],

                                 2      2
    [[116, 1, 54, 15], [7, -1], x  - 5 y  + 1124],

                                 2      2
    [[116, 1, 67, 2], [52, -1], x  - 3 y  + 11],

                                 2      2
    [[116, 1, 77, 38], [4, -1], x  - 3 y  + 4331],

                                2        2
    [[116, 4, 6, 1], [10, -1], x  - 384 y  + 368],

                                 2        2
    [[116, 4, 11, 1], [16, -1], x  - 112 y  + 96],

                                 2       2
    [[116, 4, 12, 2], [10, -1], x  - 96 y  + 368],

                                 2       2
    [[116, 4, 13, 1], [18, -1], x  - 80 y  + 64],

                                 2       2
    [[116, 4, 17, 11], [3, -1], x  - 80 y  + 9664],

                                2       2
    [[116, 4, 19, 9], [4, -1], x  - 48 y  + 3872],

                                 2       2
    [[116, 4, 22, 2], [16, -1], x  - 28 y  + 96],

                                 2       2
    [[116, 4, 24, 4], [10, -1], x  - 24 y  + 368],

                                 2       2
    [[116, 4, 26, 2], [18, -1], x  - 20 y  + 64],

                                 2       2
    [[116, 4, 31, 1], [30, -1], x  - 14 y  - 2],

                                 2       2
    [[116, 4, 34, 22], [3, -1], x  - 20 y  + 9664],

                                 2       2
    [[116, 4, 38, 18], [4, -1], x  - 12 y  + 3872],

                                 2      2
    [[116, 4, 41, 1], [34, -1], x  - 8 y  - 8],

                                 2      2
    [[116, 4, 43, 13], [6, -1], x  - 8 y  + 1336],

                                 2      2
    [[116, 4, 44, 4], [16, -1], x  - 7 y  + 96],

                                 2      2
    [[116, 4, 48, 8], [10, -1], x  - 6 y  + 368],

                                 2      2
    [[116, 4, 52, 4], [18, -1], x  - 5 y  + 64],

                                 2      2
    [[116, 4, 68, 44], [3, -1], x  - 5 y  + 9664],

                                 2      2
    [[116, 4, 76, 36], [4, -1], x  - 3 y  + 3872],

                                 2      2
    [[116, 4, 82, 2], [34, -1], x  - 2 y  - 8],

                                 2      2
    [[116, 4, 86, 26], [6, -1], x  - 2 y  + 1336],

                                 2       2
    [[116, 5, 35, 2], [20, -1], x  - 11 y  + 19],

                                 2      2
    [[116, 7, 75, 34], [4, -1], x  - 3 y  + 3419],

                                 2      2
    [[116, 8, 67, 5], [14, -1], x  - 3 y  + 11],

                                 2      2
    [[116, 8, 85, 23], [6, -1], x  - 2 y  + 994],

                                 2      2
    [[116, 9, 66, 41], [3, -1], x  - 5 y  + 8324],

                                  2       2
    [[116, 10, 37, 16], [4, -1], x  - 12 y  + 2972],

                                  2      2
    [[116, 10, 74, 32], [4, -1], x  - 3 y  + 2972],

                                 2       2
    [[116, 12, 21, 5], [6, -1], x  - 32 y  + 656],

                                  2      2
    [[116, 12, 42, 10], [6, -1], x  - 8 y  + 656],

                                  2      2
    [[116, 12, 84, 20], [6, -1], x  - 2 y  + 656],

                                  2      2
    [[116, 13, 73, 30], [4, -1], x  - 3 y  + 2531],

                                 2       2
    [[116, 14, 15, 2], [8, -1], x  - 60 y  + 44],

                                  2       2
    [[116, 14, 16, 1], [11, -1], x  - 52 y  - 144],

                                 2       2
    [[116, 14, 30, 4], [8, -1], x  - 15 y  + 44],

                                  2       2
    [[116, 14, 32, 2], [11, -1], x  - 13 y  - 144],

                                  2       2
    [[116, 14, 32, 19], [3, -1], x  - 20 y  + 7024],

                                  2      2
    [[116, 14, 64, 38], [3, -1], x  - 5 y  + 7024],

                                 2       2
    [[116, 16, 13, 2], [7, -1], x  - 80 y  + 64],

                                 2       2
    [[116, 16, 18, 7], [4, -1], x  - 48 y  + 2096],

                                 2       2
    [[116, 16, 26, 4], [7, -1], x  - 20 y  + 64],

                                  2       2
    [[116, 16, 36, 14], [4, -1], x  - 12 y  + 2096],

                                  2      2
    [[116, 16, 47, 3], [10, -1], x  - 6 y  - 202],

                                 2      2
    [[116, 16, 52, 8], [7, -1], x  - 5 y  + 64],

                                  2      2
    [[116, 16, 72, 28], [4, -1], x  - 3 y  + 2096],

                                  2      2
    [[116, 16, 83, 17], [6, -1], x  - 2 y  + 322],

                                 2       2
    [[116, 17, 26, 7], [5, -1], x  - 21 y  + 740],

                                  2      2
    [[116, 19, 62, 35], [3, -1], x  - 5 y  + 5764],

                                  2      2
    [[116, 19, 71, 26], [4, -1], x  - 3 y  + 1667],

                                 2      2
    [[116, 20, 41, 7], [6, -1], x  - 8 y  - 8],

                                  2      2
    [[116, 20, 82, 14], [6, -1], x  - 2 y  - 8],

                                  2       2
    [[116, 22, 35, 12], [4, -1], x  - 12 y  + 1244],

                                  2      2
    [[116, 22, 70, 24], [4, -1], x  - 3 y  + 1244],

                                 2       2
    [[116, 24, 15, 8], [3, -1], x  - 80 y  + 4544],

                                  2       2
    [[116, 24, 30, 16], [3, -1], x  - 20 y  + 4544],

                                  2      2
    [[116, 24, 60, 32], [3, -1], x  - 5 y  + 4544],

                                  2      2
    [[116, 24, 81, 11], [6, -1], x  - 2 y  - 334],

                                  2      2
    [[116, 25, 69, 22], [4, -1], x  - 3 y  + 827],

                                 2        2
    [[116, 28, 10, 1], [6, -1], x  - 128 y  - 656],

                                 2       2
    [[116, 28, 17, 5], [4, -1], x  - 48 y  + 416],

                                 2       2
    [[116, 28, 20, 2], [6, -1], x  - 32 y  - 656],

                                  2       2
    [[116, 28, 34, 10], [4, -1], x  - 12 y  + 416],

                                 2      2
    [[116, 28, 40, 4], [6, -1], x  - 8 y  - 656],

                                  2      2
    [[116, 28, 68, 20], [4, -1], x  - 3 y  + 416],

                                 2      2
    [[116, 28, 80, 8], [6, -1], x  - 2 y  - 656],

                                2         2
    [[116, 29, 2, 1], [3, -1], x  - 4205 y  + 3364],

                                  2      2
    [[116, 29, 58, 29], [3, -1], x  - 5 y  + 3364],

                                 2      2
    [[116, 31, 50, 1], [7, -1], x  - 5 y  - 956],

                                  2      2
    [[116, 31, 67, 18], [4, -1], x  - 3 y  + 11],

                                 2      2
    [[116, 32, 79, 5], [6, -1], x  - 2 y  - 974],

                                  2       2
    [[116, 34, 28, 13], [3, -1], x  - 20 y  + 2224],

                                 2       2
    [[116, 34, 33, 8], [4, -1], x  - 12 y  - 388],

                                  2      2
    [[116, 34, 56, 26], [3, -1], x  - 5 y  + 2224],

                                  2      2
    [[116, 34, 66, 16], [4, -1], x  - 3 y  - 388],

                                 2      2
    [[116, 36, 39, 1], [6, -1], x  - 8 y  - 1288],

                                 2      2
    [[116, 36, 78, 2], [6, -1], x  - 2 y  - 1288],

                                  2      2
    [[116, 37, 65, 14], [4, -1], x  - 3 y  - 781],

                                 2       2
    [[116, 38, 12, 1], [5, -1], x  - 84 y  - 1360],

                                 2       2
    [[116, 38, 24, 2], [5, -1], x  - 21 y  - 1360],

                                  2      2
    [[116, 39, 54, 23], [3, -1], x  - 5 y  + 1124],

                                 2       2
    [[116, 40, 16, 3], [4, -1], x  - 48 y  - 1168],

                                 2       2
    [[116, 40, 32, 6], [4, -1], x  - 12 y  - 1168],

                                  2      2
    [[116, 40, 64, 12], [4, -1], x  - 3 y  - 1168],

                                  2      2
    [[116, 43, 63, 10], [4, -1], x  - 3 y  - 1549],

                                 2       2
    [[116, 44, 13, 5], [3, -1], x  - 80 y  + 64],

                                  2       2
    [[116, 44, 26, 10], [3, -1], x  - 20 y  + 64],

                                  2      2
    [[116, 44, 52, 20], [3, -1], x  - 5 y  + 64],

                                 2       2
    [[116, 46, 31, 4], [4, -1], x  - 12 y  - 1924],

                                 2      2
    [[116, 46, 62, 8], [4, -1], x  - 3 y  - 1924],

                                  2      2
    [[116, 49, 50, 17], [3, -1], x  - 5 y  - 956],

                                 2      2
    [[116, 49, 61, 6], [4, -1], x  - 3 y  - 2293],

                                 2       2
    [[116, 52, 15, 1], [4, -1], x  - 48 y  - 2656],

                                 2       2
    [[116, 52, 30, 2], [4, -1], x  - 12 y  - 2656],

                                 2      2
    [[116, 52, 60, 4], [4, -1], x  - 3 y  - 2656],

                                 2       2
    [[116, 54, 24, 7], [3, -1], x  - 20 y  - 1936],

                                  2      2
    [[116, 54, 48, 14], [3, -1], x  - 5 y  - 1936],

                                 2      2
    [[116, 55, 59, 2], [4, -1], x  - 3 y  - 3013],

                                  2      2
    [[116, 59, 46, 11], [3, -1], x  - 5 y  - 2876],

                                 2       2
    [[116, 64, 11, 2], [3, -1], x  - 80 y  - 3776],

                                 2       2
    [[116, 64, 22, 4], [3, -1], x  - 20 y  - 3776],

                                 2      2
    [[116, 64, 44, 8], [3, -1], x  - 5 y  - 3776],

                                 2      2
    [[116, 69, 42, 5], [3, -1], x  - 5 y  - 4636],

                                 2       2
    [[116, 74, 20, 1], [3, -1], x  - 20 y  - 5456],

                                 2      2
    [[116, 74, 40, 2], [3, -1], x  - 5 y  - 5456],

                                 2       2
    [[117, 2, 20, 3], [12, -1], x  - 35 y  + 311],

                                 2       2
    [[117, 3, 17, 2], [14, -1], x  - 48 y  + 183],

                                 2       2
    [[117, 3, 23, 15], [3, -1], x  - 45 y  + 10116],

                                2       2
    [[117, 3, 29, 9], [6, -1], x  - 18 y  + 1449],

                                2       2
    [[117, 3, 31, 7], [8, -1], x  - 15 y  + 726],

                                 2       2
    [[117, 3, 34, 4], [14, -1], x  - 12 y  + 183],

                                 2       2
    [[117, 3, 37, 1], [38, -1], x  - 10 y  + 1],

                                 2      2
    [[117, 3, 68, 8], [14, -1], x  - 3 y  + 183],

                                 2      2
    [[117, 3, 69, 45], [3, -1], x  - 5 y  + 10116],

                                 2      2
    [[117, 3, 77, 37], [4, -1], x  - 3 y  + 4098],

                                 2      2
    [[117, 3, 87, 27], [6, -1], x  - 2 y  + 1449],

                                 2      2
    [[117, 6, 76, 35], [4, -1], x  - 3 y  + 3639],

                                 2      2
    [[117, 7, 43, 12], [6, -1], x  - 8 y  + 1103],

                                 2      2
    [[117, 7, 86, 24], [6, -1], x  - 2 y  + 1103],

                                 2      2
    [[117, 8, 67, 42], [3, -1], x  - 5 y  + 8756],

                               2         2
    [[117, 9, 3, 1], [5, -1], x  - 1701 y  + 1620],

                                2        2
    [[117, 9, 8, 1], [10, -1], x  - 216 y  + 135],

                               2        2
    [[117, 9, 9, 3], [5, -1], x  - 189 y  + 1620],

                                 2       2
    [[117, 9, 16, 2], [10, -1], x  - 54 y  + 135],

                                 2       2
    [[117, 9, 24, 3], [10, -1], x  - 24 y  + 135],

                                 2       2
    [[117, 9, 25, 11], [4, -1], x  - 27 y  + 3186],

                                2       2
    [[117, 9, 27, 9], [5, -1], x  - 21 y  + 1620],

                                 2      2
    [[117, 9, 48, 6], [10, -1], x  - 6 y  + 135],

                                 2      2
    [[117, 9, 75, 33], [4, -1], x  - 3 y  + 3186],

                                  2      2
    [[117, 11, 85, 21], [6, -1], x  - 2 y  + 761],

                                  2      2
    [[117, 12, 44, 1], [16, -1], x  - 7 y  - 137],

                                  2      2
    [[117, 12, 53, 10], [7, -1], x  - 5 y  + 356],

                                  2      2
    [[117, 12, 74, 31], [4, -1], x  - 3 y  + 2739],

                                2        2
    [[117, 13, 5, 3], [3, -1], x  - 845 y  + 7436],

                                  2      2
    [[117, 13, 65, 39], [3, -1], x  - 5 y  + 7436],

                                 2       2
    [[117, 15, 14, 3], [6, -1], x  - 72 y  + 423],

                                 2       2
    [[117, 15, 28, 6], [6, -1], x  - 18 y  + 423],

                                 2      2
    [[117, 15, 42, 9], [6, -1], x  - 8 y  + 423],

                                  2      2
    [[117, 15, 67, 1], [14, -1], x  - 3 y  - 222],

                                  2      2
    [[117, 15, 73, 29], [4, -1], x  - 3 y  + 2298],

                                  2      2
    [[117, 15, 84, 18], [6, -1], x  - 2 y  + 423],

                                2        2
    [[117, 18, 7, 4], [3, -1], x  - 405 y  + 6156],

                                2        2
    [[117, 18, 8, 3], [4, -1], x  - 243 y  + 1863],

                                 2        2
    [[117, 18, 10, 1], [8, -1], x  - 135 y  - 189],

                                  2       2
    [[117, 18, 21, 12], [3, -1], x  - 45 y  + 6156],

                                 2       2
    [[117, 18, 24, 9], [4, -1], x  - 27 y  + 1863],

                                 2       2
    [[117, 18, 30, 3], [8, -1], x  - 15 y  - 189],

                                  2      2
    [[117, 18, 63, 36], [3, -1], x  - 5 y  + 6156],

                                  2      2
    [[117, 18, 72, 27], [4, -1], x  - 3 y  + 1863],

                                  2      2
    [[117, 19, 83, 15], [6, -1], x  - 2 y  + 89],

                                  2      2
    [[117, 21, 47, 1], [10, -1], x  - 6 y  - 435],

                                  2      2
    [[117, 21, 71, 25], [4, -1], x  - 3 y  + 1434],

                                 2      2
    [[117, 23, 41, 6], [6, -1], x  - 8 y  - 241],

                                  2      2
    [[117, 23, 61, 33], [3, -1], x  - 5 y  + 4916],

                                  2      2
    [[117, 23, 82, 12], [6, -1], x  - 2 y  - 241],

                                  2      2
    [[117, 24, 70, 23], [4, -1], x  - 3 y  + 1011],

                                2        2
    [[117, 27, 9, 1], [6, -1], x  - 162 y  - 567],

                                 2       2
    [[117, 27, 17, 1], [7, -1], x  - 45 y  - 684],

                                 2       2
    [[117, 27, 23, 7], [4, -1], x  - 27 y  + 594],

                                 2       2
    [[117, 27, 27, 3], [6, -1], x  - 18 y  - 567],

                                 2      2
    [[117, 27, 51, 3], [7, -1], x  - 5 y  - 684],

                                  2      2
    [[117, 27, 69, 21], [4, -1], x  - 3 y  + 594],

                                 2      2
    [[117, 27, 81, 9], [6, -1], x  - 2 y  - 567],

                                  2      2
    [[117, 28, 59, 30], [3, -1], x  - 5 y  + 3716],

                                 2       2
    [[117, 30, 25, 4], [5, -1], x  - 21 y  - 564],

                                  2      2
    [[117, 30, 68, 19], [4, -1], x  - 3 y  + 183],

                                 2      2
    [[117, 31, 40, 3], [6, -1], x  - 8 y  - 889],

                                 2      2
    [[117, 31, 80, 6], [6, -1], x  - 2 y  - 889],

                                 2       2
    [[117, 33, 19, 9], [3, -1], x  - 45 y  + 2556],

                                  2      2
    [[117, 33, 57, 27], [3, -1], x  - 5 y  + 2556],

                                  2      2
    [[117, 33, 67, 17], [4, -1], x  - 3 y  - 222],

                                 2      2
    [[117, 35, 79, 3], [6, -1], x  - 2 y  - 1207],

                                 2       2
    [[117, 36, 22, 5], [4, -1], x  - 27 y  - 621],

                                  2      2
    [[117, 36, 66, 15], [4, -1], x  - 3 y  - 621],

                                  2      2
    [[117, 38, 55, 24], [3, -1], x  - 5 y  + 1436],

                                2        2
    [[117, 39, 5, 1], [4, -1], x  - 507 y  - 1014],

                                  2      2
    [[117, 39, 65, 13], [4, -1], x  - 3 y  - 1014],

                                  2      2
    [[117, 42, 64, 11], [4, -1], x  - 3 y  - 1401],

                                  2      2
    [[117, 43, 53, 21], [3, -1], x  - 5 y  + 356],

                                2        2
    [[117, 45, 7, 1], [4, -1], x  - 243 y  - 1782],

                                 2       2
    [[117, 45, 21, 3], [4, -1], x  - 27 y  - 1782],

                                 2      2
    [[117, 45, 63, 9], [4, -1], x  - 3 y  - 1782],

                                 2       2
    [[117, 48, 17, 6], [3, -1], x  - 45 y  - 684],

                                  2      2
    [[117, 48, 51, 18], [3, -1], x  - 5 y  - 684],

                                 2      2
    [[117, 48, 62, 7], [4, -1], x  - 3 y  - 2157],

                                 2      2
    [[117, 51, 61, 5], [4, -1], x  - 3 y  - 2526],

                                  2      2
    [[117, 53, 49, 15], [3, -1], x  - 5 y  - 1684],

                                 2       2
    [[117, 54, 20, 1], [4, -1], x  - 27 y  - 2889],

                                 2      2
    [[117, 54, 60, 3], [4, -1], x  - 3 y  - 2889],

                                 2      2
    [[117, 57, 59, 1], [4, -1], x  - 3 y  - 3246],

                                  2      2
    [[117, 58, 47, 12], [3, -1], x  - 5 y  - 2644],

                                2        2
    [[117, 63, 5, 1], [3, -1], x  - 405 y  - 3564],

                                 2       2
    [[117, 63, 15, 3], [3, -1], x  - 45 y  - 3564],

                                 2      2
    [[117, 63, 45, 9], [3, -1], x  - 5 y  - 3564],

                                 2      2
    [[117, 68, 43, 6], [3, -1], x  - 5 y  - 4444],

                                 2      2
    [[117, 73, 41, 3], [3, -1], x  - 5 y  - 5284],

                                2        2
    [[118, 1, 8, 1], [15, -1], x  - 221 y  + 220],

                                 2       2
    [[118, 1, 28, 11], [5, -1], x  - 21 y  + 2540],

                                2       2
    [[118, 2, 22, 7], [6, -1], x  - 32 y  + 1564],

                                 2       2
    [[118, 2, 35, 23], [3, -1], x  - 20 y  + 10576],

                                 2       2
    [[118, 2, 39, 19], [4, -1], x  - 12 y  + 4328],

                                 2      2
    [[118, 2, 44, 14], [6, -1], x  - 8 y  + 1564],

                                 2      2
    [[118, 2, 49, 9], [10, -1], x  - 6 y  + 482],

                                 2      2
    [[118, 2, 53, 5], [18, -1], x  - 5 y  + 121],

                                 2      2
    [[118, 2, 70, 46], [3, -1], x  - 5 y  + 10576],

                                 2      2
    [[118, 2, 78, 38], [4, -1], x  - 3 y  + 4328],

                                 2      2
    [[118, 2, 88, 28], [6, -1], x  - 2 y  + 1564],

                                 2      2
    [[118, 5, 77, 36], [4, -1], x  - 3 y  + 3863],

                                 2      2
    [[118, 6, 87, 25], [6, -1], x  - 2 y  + 1214],

                                2       2
    [[118, 7, 31, 6], [8, -1], x  - 15 y  + 491],

                                 2      2
    [[118, 7, 68, 43], [3, -1], x  - 5 y  + 9196],

                               2        2
    [[118, 8, 9, 2], [7, -1], x  - 180 y  + 656],

                                 2        2
    [[118, 8, 10, 1], [12, -1], x  - 140 y  + 76],

                                2       2
    [[118, 8, 18, 4], [7, -1], x  - 45 y  + 656],

                                 2       2
    [[118, 8, 20, 2], [12, -1], x  - 35 y  + 76],

                                2       2
    [[118, 8, 27, 6], [7, -1], x  - 20 y  + 656],

                                 2       2
    [[118, 8, 38, 17], [4, -1], x  - 12 y  + 3404],

                                 2      2
    [[118, 8, 54, 12], [7, -1], x  - 5 y  + 656],

                                 2      2
    [[118, 8, 76, 34], [4, -1], x  - 3 y  + 3404],

                                  2       2
    [[118, 10, 17, 1], [14, -1], x  - 48 y  - 52],

                                  2       2
    [[118, 10, 34, 2], [14, -1], x  - 12 y  - 52],

                                  2      2
    [[118, 10, 43, 11], [6, -1], x  - 8 y  + 868],

                                  2      2
    [[118, 10, 68, 4], [14, -1], x  - 3 y  - 52],

                                  2      2
    [[118, 10, 86, 22], [6, -1], x  - 2 y  + 868],

                                  2      2
    [[118, 11, 75, 32], [4, -1], x  - 3 y  + 2951],

                                  2       2
    [[118, 12, 33, 20], [3, -1], x  - 20 y  + 7856],

                                  2      2
    [[118, 12, 66, 40], [3, -1], x  - 5 y  + 7856],

                                  2       2
    [[118, 14, 12, 1], [10, -1], x  - 96 y  - 100],

                                  2       2
    [[118, 14, 24, 2], [10, -1], x  - 24 y  - 100],

                                  2       2
    [[118, 14, 37, 15], [4, -1], x  - 12 y  + 2504],

                                  2      2
    [[118, 14, 48, 4], [10, -1], x  - 6 y  - 100],

                                  2      2
    [[118, 14, 74, 30], [4, -1], x  - 3 y  + 2504],

                                  2      2
    [[118, 14, 85, 19], [6, -1], x  - 2 y  + 526],

                                  2      2
    [[118, 17, 64, 37], [3, -1], x  - 5 y  + 6556],

                                  2      2
    [[118, 17, 73, 28], [4, -1], x  - 3 y  + 2063],

                                 2       2
    [[118, 18, 21, 4], [6, -1], x  - 32 y  + 188],

                                 2      2
    [[118, 18, 42, 8], [6, -1], x  - 8 y  + 188],

                                  2      2
    [[118, 18, 84, 16], [6, -1], x  - 2 y  + 188],

                                  2       2
    [[118, 20, 36, 13], [4, -1], x  - 12 y  + 1628],

                                  2      2
    [[118, 20, 72, 26], [4, -1], x  - 3 y  + 1628],

                                 2       2
    [[118, 22, 13, 3], [5, -1], x  - 84 y  + 272],

                                 2       2
    [[118, 22, 15, 1], [8, -1], x  - 60 y  - 424],

                                 2       2
    [[118, 22, 26, 6], [5, -1], x  - 21 y  + 272],

                                 2       2
    [[118, 22, 30, 2], [8, -1], x  - 15 y  - 424],

                                  2       2
    [[118, 22, 31, 17], [3, -1], x  - 20 y  + 5296],

                                  2      2
    [[118, 22, 62, 34], [3, -1], x  - 5 y  + 5296],

                                  2      2
    [[118, 22, 83, 13], [6, -1], x  - 2 y  - 146],

                                 2      2
    [[118, 23, 52, 5], [7, -1], x  - 5 y  - 404],

                                  2      2
    [[118, 23, 71, 24], [4, -1], x  - 3 y  + 1199],

                                  2       2
    [[118, 26, 35, 11], [4, -1], x  - 12 y  + 776],

                                 2      2
    [[118, 26, 41, 5], [6, -1], x  - 8 y  - 476],

                                  2      2
    [[118, 26, 70, 22], [4, -1], x  - 3 y  + 776],

                                  2      2
    [[118, 26, 82, 10], [6, -1], x  - 2 y  - 476],

                                  2      2
    [[118, 27, 60, 31], [3, -1], x  - 5 y  + 4076],

                                  2      2
    [[118, 29, 69, 20], [4, -1], x  - 3 y  + 359],

                                 2      2
    [[118, 30, 81, 7], [6, -1], x  - 2 y  - 802],

                                  2       2
    [[118, 32, 29, 14], [3, -1], x  - 20 y  + 2896],

                                 2       2
    [[118, 32, 34, 9], [4, -1], x  - 12 y  - 52],

                                  2      2
    [[118, 32, 58, 28], [3, -1], x  - 5 y  + 2896],

                                  2      2
    [[118, 32, 68, 18], [4, -1], x  - 3 y  - 52],

                                 2       2
    [[118, 34, 20, 1], [6, -1], x  - 32 y  - 1124],

                                 2      2
    [[118, 34, 40, 2], [6, -1], x  - 8 y  - 1124],

                                 2      2
    [[118, 34, 80, 4], [6, -1], x  - 2 y  - 1124],

                                  2      2
    [[118, 35, 67, 16], [4, -1], x  - 3 y  - 457],

                                  2      2
    [[118, 37, 56, 25], [3, -1], x  - 5 y  + 1756],

                                 2       2
    [[118, 38, 33, 7], [4, -1], x  - 12 y  - 856],

                                  2      2
    [[118, 38, 66, 14], [4, -1], x  - 3 y  - 856],

                                 2      2
    [[118, 38, 79, 1], [6, -1], x  - 2 y  - 1442],

                                  2      2
    [[118, 41, 65, 12], [4, -1], x  - 3 y  - 1249],

                                  2       2
    [[118, 42, 27, 11], [3, -1], x  - 20 y  + 656],

                                  2      2
    [[118, 42, 54, 22], [3, -1], x  - 5 y  + 656],

                                 2       2
    [[118, 43, 24, 1], [5, -1], x  - 21 y  - 1828],

                                 2       2
    [[118, 44, 32, 5], [4, -1], x  - 12 y  - 1636],

                                  2      2
    [[118, 44, 64, 10], [4, -1], x  - 3 y  - 1636],

                                  2      2
    [[118, 47, 52, 19], [3, -1], x  - 5 y  - 404],

                                 2      2
    [[118, 47, 63, 8], [4, -1], x  - 3 y  - 2017],

                                 2       2
    [[118, 50, 31, 3], [4, -1], x  - 12 y  - 2392],

                                 2      2
    [[118, 50, 62, 6], [4, -1], x  - 3 y  - 2392],

                                 2       2
    [[118, 52, 25, 8], [3, -1], x  - 20 y  - 1424],

                                  2      2
    [[118, 52, 50, 16], [3, -1], x  - 5 y  - 1424],

                                 2      2
    [[118, 53, 61, 4], [4, -1], x  - 3 y  - 2761],

                                 2       2
    [[118, 56, 30, 1], [4, -1], x  - 12 y  - 3124],

                                 2      2
    [[118, 56, 60, 2], [4, -1], x  - 3 y  - 3124],

                                  2      2
    [[118, 57, 48, 13], [3, -1], x  - 5 y  - 2404],

                                 2       2
    [[118, 62, 23, 5], [3, -1], x  - 20 y  - 3344],

                                  2      2
    [[118, 62, 46, 10], [3, -1], x  - 5 y  - 3344],

                                 2      2
    [[118, 67, 44, 7], [3, -1], x  - 5 y  - 4244],

                                 2       2
    [[118, 72, 21, 2], [3, -1], x  - 20 y  - 5104],

                                 2      2
    [[118, 72, 42, 4], [3, -1], x  - 5 y  - 5104],

                                 2      2
    [[118, 77, 40, 1], [3, -1], x  - 5 y  - 5924],

                                 2      2
    [[119, 1, 71, 47], [3, -1], x  - 5 y  + 11044],

                                 2      2
    [[119, 1, 79, 39], [4, -1], x  - 3 y  + 4562],

                                 2      2
    [[119, 1, 89, 29], [6, -1], x  - 2 y  + 1681],

                                 2       2
    [[119, 2, 12, 1], [20, -1], x  - 99 y  + 95],

                                 2       2
    [[119, 2, 36, 3], [20, -1], x  - 11 y  + 95],

                                 2      2
    [[119, 4, 55, 14], [7, -1], x  - 5 y  + 964],

                                 2      2
    [[119, 4, 78, 37], [4, -1], x  - 3 y  + 4091],

                                 2      2
    [[119, 5, 44, 13], [6, -1], x  - 8 y  + 1327],

                                 2      2
    [[119, 5, 69, 7], [14, -1], x  - 3 y  + 122],

                                 2      2
    [[119, 5, 88, 26], [6, -1], x  - 2 y  + 1327],

                                 2      2
    [[119, 6, 69, 44], [3, -1], x  - 5 y  + 9644],

                                2        2
    [[119, 7, 7, 1], [10, -1], x  - 294 y  + 245],

                                2        2
    [[119, 7, 11, 5], [4, -1], x  - 147 y  + 3626],

                                 2       2
    [[119, 7, 15, 1], [16, -1], x  - 63 y  + 14],

                                 2      2
    [[119, 7, 45, 3], [16, -1], x  - 7 y  + 14],

                                 2      2
    [[119, 7, 49, 7], [10, -1], x  - 6 y  + 245],

                                 2      2
    [[119, 7, 77, 35], [4, -1], x  - 3 y  + 3626],

                                 2      2
    [[119, 9, 87, 23], [6, -1], x  - 2 y  + 977],

                                  2      2
    [[119, 10, 76, 33], [4, -1], x  - 3 y  + 3167],

                                  2        2
    [[119, 11, 11, 1], [11, -1], x  - 117 y  - 4],

                                 2       2
    [[119, 11, 31, 5], [8, -1], x  - 15 y  + 254],

                                  2       2
    [[119, 11, 33, 3], [11, -1], x  - 13 y  - 4],

                                  2      2
    [[119, 11, 53, 1], [18, -1], x  - 5 y  - 116],

                                  2      2
    [[119, 11, 67, 41], [3, -1], x  - 5 y  + 8284],

                                  2      2
    [[119, 13, 43, 10], [6, -1], x  - 8 y  + 631],

                                  2      2
    [[119, 13, 75, 31], [4, -1], x  - 3 y  + 2714],

                                  2      2
    [[119, 13, 86, 20], [6, -1], x  - 2 y  + 631],

                                  2       2
    [[119, 14, 20, 1], [12, -1], x  - 35 y  - 161],

                                 2       2
    [[119, 14, 27, 8], [5, -1], x  - 21 y  + 1148],

                                  2      2
    [[119, 16, 65, 38], [3, -1], x  - 5 y  + 6964],

                                  2      2
    [[119, 16, 74, 29], [4, -1], x  - 3 y  + 2267],

                                2        2
    [[119, 17, 5, 1], [6, -1], x  - 578 y  + 289],

                                  2      2
    [[119, 17, 85, 17], [6, -1], x  - 2 y  + 289],

                                  2       2
    [[119, 19, 24, 1], [10, -1], x  - 24 y  - 337],

                                  2      2
    [[119, 19, 48, 2], [10, -1], x  - 6 y  - 337],

                                 2      2
    [[119, 19, 53, 7], [7, -1], x  - 5 y  - 116],

                                  2      2
    [[119, 19, 73, 27], [4, -1], x  - 3 y  + 1826],

                                2        2
    [[119, 21, 6, 1], [6, -1], x  - 392 y  - 49],

                                2        2
    [[119, 21, 9, 5], [3, -1], x  - 245 y  + 5684],

                                 2       2
    [[119, 21, 12, 2], [6, -1], x  - 98 y  - 49],

                                 2      2
    [[119, 21, 42, 7], [6, -1], x  - 8 y  - 49],

                                  2      2
    [[119, 21, 63, 35], [3, -1], x  - 5 y  + 5684],

                                  2      2
    [[119, 21, 84, 14], [6, -1], x  - 2 y  - 49],

                                  2      2
    [[119, 22, 72, 25], [4, -1], x  - 3 y  + 1391],

                                  2      2
    [[119, 25, 71, 23], [4, -1], x  - 3 y  + 962],

                                  2      2
    [[119, 25, 83, 11], [6, -1], x  - 2 y  - 383],

                                 2       2
    [[119, 26, 30, 1], [8, -1], x  - 15 y  - 661],

                                  2      2
    [[119, 26, 61, 32], [3, -1], x  - 5 y  + 4444],

                                 2        2
    [[119, 28, 10, 3], [4, -1], x  - 147 y  + 539],

                                  2      2
    [[119, 28, 70, 21], [4, -1], x  - 3 y  + 539],

                                 2      2
    [[119, 29, 41, 4], [6, -1], x  - 8 y  - 713],

                                 2      2
    [[119, 29, 82, 8], [6, -1], x  - 2 y  - 713],

                                  2      2
    [[119, 31, 59, 29], [3, -1], x  - 5 y  + 3244],

                                  2      2
    [[119, 31, 69, 19], [4, -1], x  - 3 y  + 122],

                                 2      2
    [[119, 33, 81, 5], [6, -1], x  - 2 y  - 1039],

                                2        2
    [[119, 34, 4, 1], [4, -1], x  - 867 y  - 289],

                                  2      2
    [[119, 34, 68, 17], [4, -1], x  - 3 y  - 289],

                                 2       2
    [[119, 35, 25, 3], [5, -1], x  - 21 y  - 1036],

                                  2      2
    [[119, 36, 57, 26], [3, -1], x  - 5 y  + 2084],

                                 2      2
    [[119, 37, 40, 1], [6, -1], x  - 8 y  - 1361],

                                  2      2
    [[119, 37, 67, 15], [4, -1], x  - 3 y  - 694],

                                 2      2
    [[119, 37, 80, 2], [6, -1], x  - 2 y  - 1361],

                                  2      2
    [[119, 40, 66, 13], [4, -1], x  - 3 y  - 1093],

                                  2      2
    [[119, 41, 55, 23], [3, -1], x  - 5 y  + 964],

                                  2      2
    [[119, 43, 65, 11], [4, -1], x  - 3 y  - 1486],

                                  2      2
    [[119, 46, 53, 20], [3, -1], x  - 5 y  - 116],

                                 2      2
    [[119, 46, 64, 9], [4, -1], x  - 3 y  - 1873],

                                2        2
    [[119, 49, 9, 1], [4, -1], x  - 147 y  - 2254],

                                 2      2
    [[119, 49, 63, 7], [4, -1], x  - 3 y  - 2254],

                                2         2
    [[119, 51, 3, 1], [3, -1], x  - 1445 y  - 1156],

                                  2      2
    [[119, 51, 51, 17], [3, -1], x  - 5 y  - 1156],

                                 2      2
    [[119, 52, 62, 5], [4, -1], x  - 3 y  - 2629],

                                 2      2
    [[119, 55, 61, 3], [4, -1], x  - 3 y  - 2998],

                                2        2
    [[119, 56, 7, 2], [3, -1], x  - 245 y  - 2156],

                                  2      2
    [[119, 56, 49, 14], [3, -1], x  - 5 y  - 2156],

                                 2      2
    [[119, 58, 60, 1], [4, -1], x  - 3 y  - 3361],

                                  2      2
    [[119, 61, 47, 11], [3, -1], x  - 5 y  - 3116],

                                 2      2
    [[119, 66, 45, 8], [3, -1], x  - 5 y  - 4036],

                                 2      2
    [[119, 71, 43, 5], [3, -1], x  - 5 y  - 4916],

                                 2      2
    [[119, 76, 41, 2], [3, -1], x  - 5 y  - 5756],

                                2       2
    [[120, 1, 14, 3], [9, -1], x  - 77 y  + 692],

                                 2      2
    [[120, 3, 79, 38], [4, -1], x  - 3 y  + 4323],

                                 2      2
    [[120, 4, 89, 27], [6, -1], x  - 2 y  + 1442],

                                2        2
    [[120, 5, 14, 9], [3, -1], x  - 125 y  + 10100],

                                 2      2
    [[120, 5, 70, 45], [3, -1], x  - 5 y  + 10100],

                                2        2
    [[120, 6, 13, 6], [4, -1], x  - 108 y  + 3852],

                                2       2
    [[120, 6, 14, 5], [5, -1], x  - 84 y  + 2064],

                                 2       2
    [[120, 6, 26, 12], [4, -1], x  - 27 y  + 3852],

                                 2       2
    [[120, 6, 28, 10], [5, -1], x  - 21 y  + 2064],

                                 2       2
    [[120, 6, 39, 18], [4, -1], x  - 12 y  + 3852],

                                 2      2
    [[120, 6, 78, 36], [4, -1], x  - 3 y  + 3852],

                                2        2
    [[120, 8, 11, 3], [6, -1], x  - 128 y  + 1088],

                                2       2
    [[120, 8, 22, 6], [6, -1], x  - 32 y  + 1088],

                                 2      2
    [[120, 8, 44, 12], [6, -1], x  - 8 y  + 1088],

                                 2      2
    [[120, 8, 88, 24], [6, -1], x  - 2 y  + 1088],

                                 2      2
    [[120, 9, 77, 34], [4, -1], x  - 3 y  + 3387],

                                  2       2
    [[120, 10, 34, 21], [3, -1], x  - 20 y  + 8720],

                                  2      2
    [[120, 10, 68, 42], [3, -1], x  - 5 y  + 8720],

                                 2       2
    [[120, 12, 19, 8], [4, -1], x  - 48 y  + 2928],

                                  2       2
    [[120, 12, 23, 1], [14, -1], x  - 27 y  - 117],

                                 2       2
    [[120, 12, 29, 7], [6, -1], x  - 18 y  + 738],

                                  2       2
    [[120, 12, 38, 16], [4, -1], x  - 12 y  + 2928],

                                  2      2
    [[120, 12, 49, 5], [10, -1], x  - 6 y  + 6],

                                  2      2
    [[120, 12, 69, 3], [14, -1], x  - 3 y  - 117],

                                  2      2
    [[120, 12, 76, 32], [4, -1], x  - 3 y  + 2928],

                                  2      2
    [[120, 12, 87, 21], [6, -1], x  - 2 y  + 738],

                                2        2
    [[120, 15, 5, 2], [4, -1], x  - 675 y  + 2475],

                                2        2
    [[120, 15, 6, 1], [7, -1], x  - 405 y  + 180],

                                 2       2
    [[120, 15, 15, 6], [4, -1], x  - 75 y  + 2475],

                                 2       2
    [[120, 15, 18, 3], [7, -1], x  - 45 y  + 180],

                                  2       2
    [[120, 15, 22, 13], [3, -1], x  - 45 y  + 7380],

                                  2       2
    [[120, 15, 25, 10], [4, -1], x  - 27 y  + 2475],

                                 2       2
    [[120, 15, 31, 4], [8, -1], x  - 15 y  + 15],

                                 2      2
    [[120, 15, 54, 9], [7, -1], x  - 5 y  + 180],

                                  2      2
    [[120, 15, 66, 39], [3, -1], x  - 5 y  + 7380],

                                  2      2
    [[120, 15, 75, 30], [4, -1], x  - 3 y  + 2475],

                                 2      2
    [[120, 16, 43, 9], [6, -1], x  - 8 y  + 392],

                                  2      2
    [[120, 16, 86, 18], [6, -1], x  - 2 y  + 392],

                                  2       2
    [[120, 18, 37, 14], [4, -1], x  - 12 y  + 2028],

                                  2      2
    [[120, 18, 74, 28], [4, -1], x  - 3 y  + 2028],

                                 2       2
    [[120, 20, 16, 9], [3, -1], x  - 80 y  + 6080],

                                 2       2
    [[120, 20, 17, 3], [6, -1], x  - 50 y  + 50],

                                  2       2
    [[120, 20, 32, 18], [3, -1], x  - 20 y  + 6080],

                                  2      2
    [[120, 20, 64, 36], [3, -1], x  - 5 y  + 6080],

                                  2      2
    [[120, 20, 85, 15], [6, -1], x  - 2 y  + 50],

                                  2      2
    [[120, 21, 73, 26], [4, -1], x  - 3 y  + 1587],

                                2         2
    [[120, 24, 3, 1], [4, -1], x  - 1728 y  + 1152],

                                2        2
    [[120, 24, 6, 2], [4, -1], x  - 432 y  + 1152],

                                2        2
    [[120, 24, 7, 1], [6, -1], x  - 288 y  - 288],

                                2        2
    [[120, 24, 9, 3], [4, -1], x  - 192 y  + 1152],

                                 2        2
    [[120, 24, 12, 4], [4, -1], x  - 108 y  + 1152],

                                 2       2
    [[120, 24, 14, 2], [6, -1], x  - 72 y  - 288],

                                 2       2
    [[120, 24, 18, 6], [4, -1], x  - 48 y  + 1152],

                                 2       2
    [[120, 24, 21, 3], [6, -1], x  - 32 y  - 288],

                                 2       2
    [[120, 24, 24, 8], [4, -1], x  - 27 y  + 1152],

                                 2       2
    [[120, 24, 28, 4], [6, -1], x  - 18 y  - 288],

                                  2       2
    [[120, 24, 36, 12], [4, -1], x  - 12 y  + 1152],

                                 2      2
    [[120, 24, 42, 6], [6, -1], x  - 8 y  - 288],

                                  2      2
    [[120, 24, 72, 24], [4, -1], x  - 3 y  + 1152],

                                  2      2
    [[120, 24, 84, 12], [6, -1], x  - 2 y  - 288],

                                  2      2
    [[120, 25, 62, 33], [3, -1], x  - 5 y  + 4820],

                                 2       2
    [[120, 27, 26, 5], [5, -1], x  - 21 y  - 204],

                                  2      2
    [[120, 27, 71, 22], [4, -1], x  - 3 y  + 723],

                                 2      2
    [[120, 28, 83, 9], [6, -1], x  - 2 y  - 622],

                                2         2
    [[120, 30, 2, 1], [3, -1], x  - 4500 y  + 3600],

                                2         2
    [[120, 30, 4, 2], [3, -1], x  - 1125 y  + 3600],

                                2        2
    [[120, 30, 6, 3], [3, -1], x  - 500 y  + 3600],

                                2        2
    [[120, 30, 7, 2], [4, -1], x  - 300 y  + 300],

                                 2        2
    [[120, 30, 10, 5], [3, -1], x  - 180 y  + 3600],

                                 2        2
    [[120, 30, 12, 6], [3, -1], x  - 125 y  + 3600],

                                 2       2
    [[120, 30, 14, 4], [4, -1], x  - 75 y  + 300],

                                  2       2
    [[120, 30, 20, 10], [3, -1], x  - 45 y  + 3600],

                                 2       2
    [[120, 30, 26, 1], [7, -1], x  - 20 y  - 880],

                                  2       2
    [[120, 30, 30, 15], [3, -1], x  - 20 y  + 3600],

                                  2       2
    [[120, 30, 35, 10], [4, -1], x  - 12 y  + 300],

                                 2      2
    [[120, 30, 52, 2], [7, -1], x  - 5 y  - 880],

                                  2      2
    [[120, 30, 60, 30], [3, -1], x  - 5 y  + 3600],

                                  2      2
    [[120, 30, 70, 20], [4, -1], x  - 3 y  + 300],

                                 2      2
    [[120, 32, 41, 3], [6, -1], x  - 8 y  - 952],

                                 2      2
    [[120, 32, 82, 6], [6, -1], x  - 2 y  - 952],

                                 2       2
    [[120, 33, 23, 6], [4, -1], x  - 27 y  - 117],

                                  2      2
    [[120, 33, 69, 18], [4, -1], x  - 3 y  - 117],

                                  2      2
    [[120, 35, 58, 27], [3, -1], x  - 5 y  + 2420],

                                 2       2
    [[120, 36, 17, 4], [4, -1], x  - 48 y  - 528],

                                 2       2
    [[120, 36, 27, 1], [6, -1], x  - 18 y  - 1278],

                                 2       2
    [[120, 36, 34, 8], [4, -1], x  - 12 y  - 528],

                                  2      2
    [[120, 36, 68, 16], [4, -1], x  - 3 y  - 528],

                                 2      2
    [[120, 36, 81, 3], [6, -1], x  - 2 y  - 1278],

                                  2      2
    [[120, 39, 67, 14], [4, -1], x  - 3 y  - 933],

                                2        2
    [[120, 40, 7, 3], [3, -1], x  - 320 y  + 1280],

                                 2       2
    [[120, 40, 14, 6], [3, -1], x  - 80 y  + 1280],

                                  2       2
    [[120, 40, 28, 12], [3, -1], x  - 20 y  + 1280],

                                  2      2
    [[120, 40, 56, 24], [3, -1], x  - 5 y  + 1280],

                                 2        2
    [[120, 42, 11, 2], [4, -1], x  - 108 y  - 1332],

                                 2       2
    [[120, 42, 22, 4], [4, -1], x  - 27 y  - 1332],

                                 2       2
    [[120, 42, 33, 6], [4, -1], x  - 12 y  - 1332],

                                  2      2
    [[120, 42, 66, 12], [4, -1], x  - 3 y  - 1332],

                                 2       2
    [[120, 45, 13, 2], [4, -1], x  - 75 y  - 1725],

                                 2       2
    [[120, 45, 18, 7], [3, -1], x  - 45 y  + 180],

                                  2      2
    [[120, 45, 54, 21], [3, -1], x  - 5 y  + 180],

                                  2      2
    [[120, 45, 65, 10], [4, -1], x  - 3 y  - 1725],

                                2        2
    [[120, 48, 8, 1], [4, -1], x  - 192 y  - 2112],

                                 2       2
    [[120, 48, 16, 2], [4, -1], x  - 48 y  - 2112],

                                 2       2
    [[120, 48, 32, 4], [4, -1], x  - 12 y  - 2112],

                                 2      2
    [[120, 48, 64, 8], [4, -1], x  - 3 y  - 2112],

                                 2       2
    [[120, 50, 26, 9], [3, -1], x  - 20 y  - 880],

                                  2      2
    [[120, 50, 52, 18], [3, -1], x  - 5 y  - 880],

                                 2       2
    [[120, 51, 21, 2], [4, -1], x  - 27 y  - 2493],

                                 2      2
    [[120, 51, 63, 6], [4, -1], x  - 3 y  - 2493],

                                 2       2
    [[120, 54, 31, 2], [4, -1], x  - 12 y  - 2868],

                                 2      2
    [[120, 54, 62, 4], [4, -1], x  - 3 y  - 2868],

                                 2        2
    [[120, 55, 10, 3], [3, -1], x  - 125 y  - 1900],

                                  2      2
    [[120, 55, 50, 15], [3, -1], x  - 5 y  - 1900],

                                 2      2
    [[120, 57, 61, 2], [4, -1], x  - 3 y  - 3237],

                                2        2
    [[120, 60, 4, 1], [3, -1], x  - 720 y  - 2880],

                                2        2
    [[120, 60, 8, 2], [3, -1], x  - 180 y  - 2880],

                                 2       2
    [[120, 60, 12, 3], [3, -1], x  - 80 y  - 2880],

                                 2       2
    [[120, 60, 16, 4], [3, -1], x  - 45 y  - 2880],

                                 2       2
    [[120, 60, 24, 6], [3, -1], x  - 20 y  - 2880],

                                  2      2
    [[120, 60, 48, 12], [3, -1], x  - 5 y  - 2880],

                                 2      2
    [[120, 65, 46, 9], [3, -1], x  - 5 y  - 3820],

                                 2       2
    [[120, 70, 22, 3], [3, -1], x  - 20 y  - 4720],

                                 2      2
    [[120, 70, 44, 6], [3, -1], x  - 5 y  - 4720],

                                 2       2
    [[120, 75, 14, 1], [3, -1], x  - 45 y  - 5580],

                                 2      2
    [[120, 75, 42, 3], [3, -1], x  - 5 y  - 5580],

                                 2      2
    [[121, 2, 46, 5], [16, -1], x  - 7 y  + 171],

                                 2      2
    [[121, 2, 80, 39], [4, -1], x  - 3 y  + 4559],

                                 2      2
    [[121, 3, 45, 14], [6, -1], x  - 8 y  + 1559],

                                 2      2
    [[121, 3, 90, 28], [6, -1], x  - 2 y  + 1559],

                                2       2
    [[121, 4, 32, 7], [8, -1], x  - 15 y  + 719],

                                 2      2
    [[121, 4, 71, 46], [3, -1], x  - 5 y  + 10564],

                                 2       2
    [[121, 5, 25, 4], [10, -1], x  - 24 y  + 359],

                                 2      2
    [[121, 5, 50, 8], [10, -1], x  - 6 y  + 359],

                                 2      2
    [[121, 5, 79, 37], [4, -1], x  - 3 y  + 4082],

                                 2       2
    [[121, 7, 35, 3], [14, -1], x  - 12 y  + 59],

                                 2      2
    [[121, 7, 70, 6], [14, -1], x  - 3 y  + 59],

                                 2      2
    [[121, 7, 89, 25], [6, -1], x  - 2 y  + 1201],

                                 2      2
    [[121, 8, 78, 35], [4, -1], x  - 3 y  + 3611],

                                 2       2
    [[121, 9, 27, 1], [18, -1], x  - 20 y  - 61],

                                 2      2
    [[121, 9, 54, 2], [18, -1], x  - 5 y  - 61],

                                 2      2
    [[121, 9, 69, 43], [3, -1], x  - 5 y  + 9164],

                                2        2
    [[121, 11, 4, 1], [6, -1], x  - 968 y  + 847],

                                2        2
    [[121, 11, 5, 1], [7, -1], x  - 605 y  + 484],

                                2        2
    [[121, 11, 7, 3], [4, -1], x  - 363 y  + 3146],

                                2        2
    [[121, 11, 8, 2], [6, -1], x  - 242 y  + 847],

                                  2      2
    [[121, 11, 44, 11], [6, -1], x  - 8 y  + 847],

                                  2      2
    [[121, 11, 55, 11], [7, -1], x  - 5 y  + 484],

                                  2      2
    [[121, 11, 77, 33], [4, -1], x  - 3 y  + 3146],

                                  2      2
    [[121, 11, 88, 22], [6, -1], x  - 2 y  + 847],

                                  2      2
    [[121, 14, 67, 40], [3, -1], x  - 5 y  + 7804],

                                  2      2
    [[121, 14, 76, 31], [4, -1], x  - 3 y  + 2687],

                                  2      2
    [[121, 15, 87, 19], [6, -1], x  - 2 y  + 497],

                                  2      2
    [[121, 17, 49, 3], [10, -1], x  - 6 y  - 235],

                                  2      2
    [[121, 17, 75, 29], [4, -1], x  - 3 y  + 2234],

                                 2       2
    [[121, 19, 27, 7], [5, -1], x  - 21 y  + 668],

                                 2       2
    [[121, 19, 31, 3], [8, -1], x  - 15 y  - 226],

                                 2      2
    [[121, 19, 43, 8], [6, -1], x  - 8 y  + 151],

                                  2      2
    [[121, 19, 65, 37], [3, -1], x  - 5 y  + 6484],

                                  2      2
    [[121, 19, 86, 16], [6, -1], x  - 2 y  + 151],

                                  2      2
    [[121, 20, 74, 27], [4, -1], x  - 3 y  + 1787],

                                  2      2
    [[121, 23, 73, 25], [4, -1], x  - 3 y  + 1346],

                                  2      2
    [[121, 23, 85, 13], [6, -1], x  - 2 y  - 191],

                                  2      2
    [[121, 24, 63, 34], [3, -1], x  - 5 y  + 5204],

                                 2      2
    [[121, 26, 53, 4], [7, -1], x  - 5 y  - 596],

                                  2      2
    [[121, 26, 72, 23], [4, -1], x  - 3 y  + 911],

                                 2      2
    [[121, 27, 42, 5], [6, -1], x  - 8 y  - 529],

                                  2      2
    [[121, 27, 84, 10], [6, -1], x  - 2 y  - 529],

                                  2      2
    [[121, 29, 61, 31], [3, -1], x  - 5 y  + 3964],

                                  2      2
    [[121, 29, 71, 21], [4, -1], x  - 3 y  + 482],

                                 2      2
    [[121, 31, 83, 7], [6, -1], x  - 2 y  - 863],

                                  2      2
    [[121, 32, 70, 19], [4, -1], x  - 3 y  + 59],

                                  2      2
    [[121, 34, 59, 28], [3, -1], x  - 5 y  + 2764],

                                 2      2
    [[121, 35, 41, 2], [6, -1], x  - 8 y  - 1193],

                                  2      2
    [[121, 35, 69, 17], [4, -1], x  - 3 y  - 358],

                                 2      2
    [[121, 35, 82, 4], [6, -1], x  - 2 y  - 1193],

                                  2      2
    [[121, 38, 68, 15], [4, -1], x  - 3 y  - 769],

                                  2      2
    [[121, 39, 57, 25], [3, -1], x  - 5 y  + 1604],

                                 2      2
    [[121, 39, 81, 1], [6, -1], x  - 2 y  - 1519],

                                 2       2
    [[121, 40, 25, 2], [5, -1], x  - 21 y  - 1516],

                                  2      2
    [[121, 41, 67, 13], [4, -1], x  - 3 y  - 1174],

                                2        2
    [[121, 44, 5, 2], [3, -1], x  - 605 y  + 484],

                                2        2
    [[121, 44, 6, 1], [4, -1], x  - 363 y  - 1573],

                                  2      2
    [[121, 44, 55, 22], [3, -1], x  - 5 y  + 484],

                                  2      2
    [[121, 44, 66, 11], [4, -1], x  - 3 y  - 1573],

                                 2      2
    [[121, 47, 65, 9], [4, -1], x  - 3 y  - 1966],

                                  2      2
    [[121, 49, 53, 19], [3, -1], x  - 5 y  - 596],

                                 2      2
    [[121, 50, 64, 7], [4, -1], x  - 3 y  - 2353],

                                 2      2
    [[121, 53, 63, 5], [4, -1], x  - 3 y  - 2734],

                                  2      2
    [[121, 54, 51, 16], [3, -1], x  - 5 y  - 1636],

                                 2      2
    [[121, 56, 62, 3], [4, -1], x  - 3 y  - 3109],

                                  2      2
    [[121, 59, 49, 13], [3, -1], x  - 5 y  - 2636],

                                 2      2
    [[121, 59, 61, 1], [4, -1], x  - 3 y  - 3478],

                                  2      2
    [[121, 64, 47, 10], [3, -1], x  - 5 y  - 3596],

                                 2      2
    [[121, 69, 45, 7], [3, -1], x  - 5 y  - 4516],

                                 2      2
    [[121, 74, 43, 4], [3, -1], x  - 5 y  - 5396],

                                 2      2
    [[121, 79, 41, 1], [3, -1], x  - 5 y  - 6236],

                                 2      2
    [[122, 1, 81, 40], [4, -1], x  - 3 y  + 4799],

                                 2      2
    [[122, 2, 71, 9], [14, -1], x  - 3 y  + 239],

                                 2      2
    [[122, 2, 91, 29], [6, -1], x  - 2 y  + 1678],

                                 2      2
    [[122, 3, 72, 47], [3, -1], x  - 5 y  + 11036],

                                 2       2
    [[122, 4, 40, 19], [4, -1], x  - 12 y  + 4316],

                                 2      2
    [[122, 4, 80, 38], [4, -1], x  - 3 y  + 4316],

                                 2      2
    [[122, 6, 45, 13], [6, -1], x  - 8 y  + 1316],

                                 2      2
    [[122, 6, 90, 26], [6, -1], x  - 2 y  + 1316],

                                 2      2
    [[122, 7, 56, 13], [7, -1], x  - 5 y  + 796],

                                 2      2
    [[122, 7, 79, 36], [4, -1], x  - 3 y  + 3839],

                                2       2
    [[122, 8, 16, 3], [8, -1], x  - 60 y  + 476],

                                 2       2
    [[122, 8, 17, 2], [11, -1], x  - 52 y  + 144],

                                2       2
    [[122, 8, 32, 6], [8, -1], x  - 15 y  + 476],

                                 2       2
    [[122, 8, 34, 4], [11, -1], x  - 13 y  + 144],

                                 2       2
    [[122, 8, 35, 22], [3, -1], x  - 20 y  + 9616],

                                 2      2
    [[122, 8, 70, 44], [3, -1], x  - 5 y  + 9616],

                                2        2
    [[122, 10, 7, 1], [9, -1], x  - 308 y  + 208],

                                 2       2
    [[122, 10, 14, 2], [9, -1], x  - 77 y  + 208],

                                  2       2
    [[122, 10, 23, 1], [16, -1], x  - 28 y  - 72],

                                  2       2
    [[122, 10, 25, 3], [10, -1], x  - 24 y  + 116],

                                  2       2
    [[122, 10, 39, 17], [4, -1], x  - 12 y  + 3368],

                                  2      2
    [[122, 10, 46, 2], [16, -1], x  - 7 y  - 72],

                                  2      2
    [[122, 10, 50, 6], [10, -1], x  - 6 y  + 116],

                                  2      2
    [[122, 10, 78, 34], [4, -1], x  - 3 y  + 3368],

                                  2      2
    [[122, 10, 89, 23], [6, -1], x  - 2 y  + 958],

                                 2       2
    [[122, 11, 28, 9], [5, -1], x  - 21 y  + 1580],

                                  2      2
    [[122, 13, 68, 41], [3, -1], x  - 5 y  + 8236],

                                  2      2
    [[122, 13, 77, 32], [4, -1], x  - 3 y  + 2903],

                                 2       2
    [[122, 14, 22, 5], [6, -1], x  - 32 y  + 604],

                                  2       2
    [[122, 14, 35, 1], [14, -1], x  - 12 y  - 184],

                                  2      2
    [[122, 14, 44, 10], [6, -1], x  - 8 y  + 604],

                                  2      2
    [[122, 14, 70, 2], [14, -1], x  - 3 y  - 184],

                                  2      2
    [[122, 14, 88, 20], [6, -1], x  - 2 y  + 604],

                                  2       2
    [[122, 16, 38, 15], [4, -1], x  - 12 y  + 2444],

                                  2      2
    [[122, 16, 76, 30], [4, -1], x  - 3 y  + 2444],

                                  2       2
    [[122, 18, 33, 19], [3, -1], x  - 20 y  + 6896],

                                  2      2
    [[122, 18, 66, 38], [3, -1], x  - 5 y  + 6896],

                                  2      2
    [[122, 18, 87, 17], [6, -1], x  - 2 y  + 254],

                                  2      2
    [[122, 19, 75, 28], [4, -1], x  - 3 y  + 1991],

                                2        2
    [[122, 22, 9, 1], [7, -1], x  - 180 y  - 304],

                                 2       2
    [[122, 22, 18, 2], [7, -1], x  - 45 y  - 304],

                                 2       2
    [[122, 22, 27, 3], [7, -1], x  - 20 y  - 304],

                                  2       2
    [[122, 22, 37, 13], [4, -1], x  - 12 y  + 1544],

                                 2      2
    [[122, 22, 43, 7], [6, -1], x  - 8 y  - 92],

                                  2      2
    [[122, 22, 49, 1], [10, -1], x  - 6 y  - 478],

                                 2      2
    [[122, 22, 54, 6], [7, -1], x  - 5 y  - 304],

                                  2      2
    [[122, 22, 74, 26], [4, -1], x  - 3 y  + 1544],

                                  2      2
    [[122, 22, 86, 14], [6, -1], x  - 2 y  - 92],

                                 2       2
    [[122, 23, 31, 2], [8, -1], x  - 15 y  - 469],

                                  2      2
    [[122, 23, 64, 35], [3, -1], x  - 5 y  + 5596],

                                  2      2
    [[122, 25, 73, 24], [4, -1], x  - 3 y  + 1103],

                                  2      2
    [[122, 26, 85, 11], [6, -1], x  - 2 y  - 434],

                                  2       2
    [[122, 28, 31, 16], [3, -1], x  - 20 y  + 4336],

                                  2       2
    [[122, 28, 36, 11], [4, -1], x  - 12 y  + 668],

                                  2      2
    [[122, 28, 62, 32], [3, -1], x  - 5 y  + 4336],

                                  2      2
    [[122, 28, 72, 22], [4, -1], x  - 3 y  + 668],

                                 2       2
    [[122, 30, 21, 2], [6, -1], x  - 32 y  - 772],

                                 2      2
    [[122, 30, 42, 4], [6, -1], x  - 8 y  - 772],

                                 2      2
    [[122, 30, 84, 8], [6, -1], x  - 2 y  - 772],

                                  2      2
    [[122, 31, 71, 20], [4, -1], x  - 3 y  + 239],

                                 2       2
    [[122, 32, 13, 2], [5, -1], x  - 84 y  - 688],

                                 2       2
    [[122, 32, 26, 4], [5, -1], x  - 21 y  - 688],

                                  2      2
    [[122, 33, 60, 29], [3, -1], x  - 5 y  + 3116],

                                 2       2
    [[122, 34, 35, 9], [4, -1], x  - 12 y  - 184],

                                  2      2
    [[122, 34, 70, 18], [4, -1], x  - 3 y  - 184],

                                 2      2
    [[122, 34, 83, 5], [6, -1], x  - 2 y  - 1106],

                                  2      2
    [[122, 37, 69, 16], [4, -1], x  - 3 y  - 601],

                                  2       2
    [[122, 38, 29, 13], [3, -1], x  - 20 y  + 1936],

                                 2      2
    [[122, 38, 41, 1], [6, -1], x  - 8 y  - 1436],

                                  2      2
    [[122, 38, 58, 26], [3, -1], x  - 5 y  + 1936],

                                 2      2
    [[122, 38, 82, 2], [6, -1], x  - 2 y  - 1436],

                                 2       2
    [[122, 40, 34, 7], [4, -1], x  - 12 y  - 1012],

                                  2      2
    [[122, 40, 68, 14], [4, -1], x  - 3 y  - 1012],

                                  2      2
    [[122, 43, 56, 23], [3, -1], x  - 5 y  + 796],

                                  2      2
    [[122, 43, 67, 12], [4, -1], x  - 3 y  - 1417],

                                 2       2
    [[122, 46, 33, 5], [4, -1], x  - 12 y  - 1816],

                                  2      2
    [[122, 46, 66, 10], [4, -1], x  - 3 y  - 1816],

                                  2       2
    [[122, 48, 27, 10], [3, -1], x  - 20 y  - 304],

                                  2      2
    [[122, 48, 54, 20], [3, -1], x  - 5 y  - 304],

                                 2      2
    [[122, 49, 65, 8], [4, -1], x  - 3 y  - 2209],

                                 2       2
    [[122, 52, 32, 3], [4, -1], x  - 12 y  - 2596],

                                 2      2
    [[122, 52, 64, 6], [4, -1], x  - 3 y  - 2596],

                                  2      2
    [[122, 53, 52, 17], [3, -1], x  - 5 y  - 1364],

                                 2      2
    [[122, 55, 63, 4], [4, -1], x  - 3 y  - 2977],

                                 2       2
    [[122, 58, 25, 7], [3, -1], x  - 20 y  - 2384],

                                 2       2
    [[122, 58, 31, 1], [4, -1], x  - 12 y  - 3352],

                                  2      2
    [[122, 58, 50, 14], [3, -1], x  - 5 y  - 2384],

                                 2      2
    [[122, 58, 62, 2], [4, -1], x  - 3 y  - 3352],

                                  2      2
    [[122, 63, 48, 11], [3, -1], x  - 5 y  - 3364],

                                 2       2
    [[122, 68, 23, 4], [3, -1], x  - 20 y  - 4304],

                                 2      2
    [[122, 68, 46, 8], [3, -1], x  - 5 y  - 4304],

                                 2      2
    [[122, 73, 44, 5], [3, -1], x  - 5 y  - 5204],

                                 2       2
    [[122, 78, 21, 1], [3, -1], x  - 20 y  - 6064],

                                 2      2
    [[122, 78, 42, 2], [3, -1], x  - 5 y  - 6064],

                                 2      2
    [[123, 1, 46, 15], [6, -1], x  - 8 y  + 1799],

                                 2      2
    [[123, 1, 92, 30], [6, -1], x  - 2 y  + 1799],

                                 2      2
    [[123, 2, 73, 48], [3, -1], x  - 5 y  + 11516],

                                2        2
    [[123, 3, 7, 1], [12, -1], x  - 315 y  + 306],

                                 2       2
    [[123, 3, 17, 3], [10, -1], x  - 54 y  + 477],

                                 2       2
    [[123, 3, 19, 1], [26, -1], x  - 42 y  + 33],

                                2       2
    [[123, 3, 19, 5], [7, -1], x  - 45 y  + 1116],

                                 2       2
    [[123, 3, 21, 3], [12, -1], x  - 35 y  + 306],

                                 2       2
    [[123, 3, 27, 13], [4, -1], x  - 27 y  + 4554],

                                 2       2
    [[123, 3, 29, 1], [34, -1], x  - 18 y  + 9],

                                 2       2
    [[123, 3, 29, 11], [5, -1], x  - 21 y  + 2532],

                                 2      2
    [[123, 3, 51, 9], [10, -1], x  - 6 y  + 477],

    [[123, 3, 55, 1], [47, -1], %1],

                                 2      2
    [[123, 3, 57, 15], [7, -1], x  - 5 y  + 1116],

                                 2      2
    [[123, 3, 71, 1], [52, -1], x  - 3 y  - 6],

                                 2      2
    [[123, 3, 81, 39], [4, -1], x  - 3 y  + 4554],

                                 2      2
    [[123, 3, 87, 3], [34, -1], x  - 2 y  + 9],

                                 2      2
    [[123, 5, 91, 27], [6, -1], x  - 2 y  + 1433],

                                 2      2
    [[123, 6, 80, 37], [4, -1], x  - 3 y  + 4071],

    [[123, 7, 55, 3], [18, -1], %1],

                                 2      2
    [[123, 7, 71, 45], [3, -1], x  - 5 y  + 10076],

                                2       2
    [[123, 9, 15, 4], [6, -1], x  - 72 y  + 1071],

                                2       2
    [[123, 9, 30, 8], [6, -1], x  - 18 y  + 1071],

                                 2       2
    [[123, 9, 37, 1], [20, -1], x  - 11 y  - 70],

                                 2      2
    [[123, 9, 45, 12], [6, -1], x  - 8 y  + 1071],

                                 2      2
    [[123, 9, 71, 5], [14, -1], x  - 3 y  - 6],

                                 2      2
    [[123, 9, 79, 35], [4, -1], x  - 3 y  + 3594],

                                 2      2
    [[123, 9, 90, 24], [6, -1], x  - 2 y  + 1071],

                                  2       2
    [[123, 12, 23, 14], [3, -1], x  - 45 y  + 8676],

                                  2       2
    [[123, 12, 26, 11], [4, -1], x  - 27 y  + 3123],

                                 2       2
    [[123, 12, 32, 5], [8, -1], x  - 15 y  + 231],

                                  2      2
    [[123, 12, 69, 42], [3, -1], x  - 5 y  + 8676],

                                  2      2
    [[123, 12, 78, 33], [4, -1], x  - 3 y  + 3123],

                                  2      2
    [[123, 13, 89, 21], [6, -1], x  - 2 y  + 713],

                                  2       2
    [[123, 15, 25, 2], [10, -1], x  - 24 y  - 129],

                                  2      2
    [[123, 15, 50, 4], [10, -1], x  - 6 y  - 129],

                                  2      2
    [[123, 15, 77, 31], [4, -1], x  - 3 y  + 2658],

                                 2      2
    [[123, 17, 44, 9], [6, -1], x  - 8 y  + 359],

                                  2      2
    [[123, 17, 67, 39], [3, -1], x  - 5 y  + 7316],

                                  2      2
    [[123, 17, 88, 18], [6, -1], x  - 2 y  + 359],

    [[123, 18, 55, 8], [7, -1], %1],

                                  2      2
    [[123, 18, 76, 29], [4, -1], x  - 3 y  + 2199],

                                 2       2
    [[123, 21, 25, 9], [4, -1], x  - 27 y  + 1746],

                                 2       2
    [[123, 21, 29, 5], [6, -1], x  - 18 y  + 9],

                                  2      2
    [[123, 21, 75, 27], [4, -1], x  - 3 y  + 1746],

                                  2      2
    [[123, 21, 87, 15], [6, -1], x  - 2 y  + 9],

                                  2      2
    [[123, 22, 65, 36], [3, -1], x  - 5 y  + 5996],

                                2        2
    [[123, 24, 9, 2], [5, -1], x  - 189 y  + 180],

                                 2       2
    [[123, 24, 27, 6], [5, -1], x  - 21 y  + 180],

                                  2      2
    [[123, 24, 74, 25], [4, -1], x  - 3 y  + 1299],

                                 2      2
    [[123, 25, 43, 6], [6, -1], x  - 8 y  - 337],

                                  2      2
    [[123, 25, 86, 12], [6, -1], x  - 2 y  - 337],

                                  2       2
    [[123, 27, 21, 11], [3, -1], x  - 45 y  + 4716],

                                 2       2
    [[123, 27, 31, 1], [8, -1], x  - 15 y  - 714],

                                  2      2
    [[123, 27, 63, 33], [3, -1], x  - 5 y  + 4716],

                                  2      2
    [[123, 27, 73, 23], [4, -1], x  - 3 y  + 858],

                                 2      2
    [[123, 29, 85, 9], [6, -1], x  - 2 y  - 679],

                                 2       2
    [[123, 30, 24, 7], [4, -1], x  - 27 y  + 423],

                                  2      2
    [[123, 30, 72, 21], [4, -1], x  - 3 y  + 423],

                                  2      2
    [[123, 32, 61, 30], [3, -1], x  - 5 y  + 3476],

                                 2       2
    [[123, 33, 14, 1], [6, -1], x  - 72 y  - 1017],

                                 2       2
    [[123, 33, 28, 2], [6, -1], x  - 18 y  - 1017],

                                 2      2
    [[123, 33, 42, 3], [6, -1], x  - 8 y  - 1017],

                                 2      2
    [[123, 33, 53, 1], [7, -1], x  - 5 y  - 1084],

                                  2      2
    [[123, 33, 71, 19], [4, -1], x  - 3 y  - 6],

                                 2      2
    [[123, 33, 84, 6], [6, -1], x  - 2 y  - 1017],

                                  2      2
    [[123, 36, 70, 17], [4, -1], x  - 3 y  - 429],

                                  2      2
    [[123, 37, 59, 27], [3, -1], x  - 5 y  + 2276],

                                 2      2
    [[123, 37, 83, 3], [6, -1], x  - 2 y  - 1351],

                                 2       2
    [[123, 39, 23, 5], [4, -1], x  - 27 y  - 846],

                                  2      2
    [[123, 39, 69, 15], [4, -1], x  - 3 y  - 846],

                                 2       2
    [[123, 42, 19, 8], [3, -1], x  - 45 y  + 1116],

                                  2      2
    [[123, 42, 57, 24], [3, -1], x  - 5 y  + 1116],

                                  2      2
    [[123, 42, 68, 13], [4, -1], x  - 3 y  - 1257],

                                 2       2
    [[123, 45, 25, 1], [5, -1], x  - 21 y  - 2004],

                                  2      2
    [[123, 45, 67, 11], [4, -1], x  - 3 y  - 1662],

    [[123, 47, 55, 21], [3, -1], %1],

                                 2       2
    [[123, 48, 22, 3], [4, -1], x  - 27 y  - 2061],

                                 2      2
    [[123, 48, 66, 9], [4, -1], x  - 3 y  - 2061],

                                 2      2
    [[123, 51, 65, 7], [4, -1], x  - 3 y  - 2454],

                                  2      2
    [[123, 52, 53, 18], [3, -1], x  - 5 y  - 1084],

                                 2      2
    [[123, 54, 64, 5], [4, -1], x  - 3 y  - 2841],

                                 2       2
    [[123, 57, 17, 5], [3, -1], x  - 45 y  - 2124],

                                 2       2
    [[123, 57, 21, 1], [4, -1], x  - 27 y  - 3222],

                                  2      2
    [[123, 57, 51, 15], [3, -1], x  - 5 y  - 2124],

                                 2      2
    [[123, 57, 63, 3], [4, -1], x  - 3 y  - 3222],

                                 2      2
    [[123, 60, 62, 1], [4, -1], x  - 3 y  - 3597],

                                  2      2
    [[123, 62, 49, 12], [3, -1], x  - 5 y  - 3124],

                                 2      2
    [[123, 67, 47, 9], [3, -1], x  - 5 y  - 4084],

                                 2       2
    [[123, 72, 15, 2], [3, -1], x  - 45 y  - 5004],

                                 2      2
    [[123, 72, 45, 6], [3, -1], x  - 5 y  - 5004],

                                 2      2
    [[123, 77, 43, 3], [3, -1], x  - 5 y  - 5884],

                                2       2
    [[124, 1, 33, 8], [8, -1], x  - 15 y  + 959],

                                 2      2
    [[124, 1, 74, 49], [3, -1], x  - 5 y  + 12004],

                                 2       2
    [[124, 2, 41, 20], [4, -1], x  - 12 y  + 4796],

                                 2      2
    [[124, 2, 82, 40], [4, -1], x  - 3 y  + 4796],

                                2        2
    [[124, 4, 9, 1], [14, -1], x  - 192 y  + 176],

                                 2       2
    [[124, 4, 18, 2], [14, -1], x  - 48 y  + 176],

                                2       2
    [[124, 4, 23, 7], [6, -1], x  - 32 y  + 1552],

                                 2       2
    [[124, 4, 36, 4], [14, -1], x  - 12 y  + 176],

                                 2      2
    [[124, 4, 46, 14], [6, -1], x  - 8 y  + 1552],

                                 2      2
    [[124, 4, 72, 8], [14, -1], x  - 3 y  + 176],

                                 2      2
    [[124, 4, 92, 28], [6, -1], x  - 2 y  + 1552],

                                 2      2
    [[124, 5, 47, 4], [16, -1], x  - 7 y  + 87],

                                 2      2
    [[124, 5, 81, 38], [4, -1], x  - 3 y  + 4307],

                                 2       2
    [[124, 6, 36, 23], [3, -1], x  - 20 y  + 10544],

                                 2      2
    [[124, 6, 72, 46], [3, -1], x  - 5 y  + 10544],

                                2       2
    [[124, 8, 20, 9], [4, -1], x  - 48 y  + 3824],

                                 2       2
    [[124, 8, 40, 18], [4, -1], x  - 12 y  + 3824],

                                 2      2
    [[124, 8, 51, 7], [10, -1], x  - 6 y  + 230],

                                 2      2
    [[124, 8, 80, 36], [4, -1], x  - 3 y  + 3824],

                                 2      2
    [[124, 8, 91, 25], [6, -1], x  - 2 y  + 1186],

                                 2       2
    [[124, 9, 21, 2], [12, -1], x  - 35 y  + 59],

                                  2      2
    [[124, 11, 70, 43], [3, -1], x  - 5 y  + 9124],

                                  2      2
    [[124, 11, 79, 34], [4, -1], x  - 3 y  + 3347],

                                  2      2
    [[124, 12, 45, 11], [6, -1], x  - 8 y  + 824],

                                  2      2
    [[124, 12, 90, 22], [6, -1], x  - 2 y  + 824],

                                 2       2
    [[124, 14, 28, 5], [7, -1], x  - 20 y  + 304],

                                  2       2
    [[124, 14, 39, 16], [4, -1], x  - 12 y  + 2876],

                                  2      2
    [[124, 14, 56, 10], [7, -1], x  - 5 y  + 304],

                                  2      2
    [[124, 14, 78, 32], [4, -1], x  - 3 y  + 2876],

                                2        2
    [[124, 16, 7, 2], [5, -1], x  - 336 y  + 1088],

                                2        2
    [[124, 16, 8, 1], [8, -1], x  - 240 y  - 16],

                                 2       2
    [[124, 16, 14, 4], [5, -1], x  - 84 y  + 1088],

                                 2       2
    [[124, 16, 16, 2], [8, -1], x  - 60 y  - 16],

                                  2       2
    [[124, 16, 17, 10], [3, -1], x  - 80 y  + 7744],

                                 2       2
    [[124, 16, 28, 8], [5, -1], x  - 21 y  + 1088],

                                 2       2
    [[124, 16, 32, 4], [8, -1], x  - 15 y  - 16],

                                  2       2
    [[124, 16, 34, 20], [3, -1], x  - 20 y  + 7744],

                                  2      2
    [[124, 16, 68, 40], [3, -1], x  - 5 y  + 7744],

                                  2      2
    [[124, 16, 71, 1], [14, -1], x  - 3 y  - 253],

                                  2      2
    [[124, 16, 89, 19], [6, -1], x  - 2 y  + 466],

                                  2      2
    [[124, 17, 77, 30], [4, -1], x  - 3 y  + 2411],

                                 2       2
    [[124, 19, 14, 1], [9, -1], x  - 77 y  - 284],

                                  2       2
    [[124, 19, 34, 1], [11, -1], x  - 13 y  - 348],

                                 2        2
    [[124, 20, 11, 2], [6, -1], x  - 128 y  + 112],

                                 2       2
    [[124, 20, 19, 7], [4, -1], x  - 48 y  + 1952],

                                 2       2
    [[124, 20, 22, 4], [6, -1], x  - 32 y  + 112],

                                  2       2
    [[124, 20, 25, 1], [10, -1], x  - 24 y  - 376],

                                  2       2
    [[124, 20, 38, 14], [4, -1], x  - 12 y  + 1952],

                                 2      2
    [[124, 20, 44, 8], [6, -1], x  - 8 y  + 112],

                                  2      2
    [[124, 20, 50, 2], [10, -1], x  - 6 y  - 376],

                                  2      2
    [[124, 20, 76, 28], [4, -1], x  - 3 y  + 1952],

                                  2      2
    [[124, 20, 88, 16], [6, -1], x  - 2 y  + 112],

                                  2      2
    [[124, 21, 66, 37], [3, -1], x  - 5 y  + 6404],

                                  2      2
    [[124, 23, 75, 26], [4, -1], x  - 3 y  + 1499],

                                  2      2
    [[124, 24, 87, 13], [6, -1], x  - 2 y  - 238],

                                  2       2
    [[124, 26, 32, 17], [3, -1], x  - 20 y  + 5104],

                                  2       2
    [[124, 26, 37, 12], [4, -1], x  - 12 y  + 1052],

                                  2      2
    [[124, 26, 64, 34], [3, -1], x  - 5 y  + 5104],

                                  2      2
    [[124, 26, 74, 24], [4, -1], x  - 3 y  + 1052],

                                 2      2
    [[124, 28, 43, 5], [6, -1], x  - 8 y  - 584],

                                  2      2
    [[124, 28, 86, 10], [6, -1], x  - 2 y  - 584],

                                 2       2
    [[124, 29, 18, 1], [7, -1], x  - 45 y  - 796],

                                 2      2
    [[124, 29, 54, 3], [7, -1], x  - 5 y  - 796],

                                  2      2
    [[124, 29, 73, 22], [4, -1], x  - 3 y  + 611],

                                2         2
    [[124, 31, 2, 1], [3, -1], x  - 4805 y  + 3844],

                                  2      2
    [[124, 31, 62, 31], [3, -1], x  - 5 y  + 3844],

                                 2       2
    [[124, 32, 18, 5], [4, -1], x  - 48 y  + 176],

                                  2       2
    [[124, 32, 36, 10], [4, -1], x  - 12 y  + 176],

                                  2      2
    [[124, 32, 72, 20], [4, -1], x  - 3 y  + 176],

                                 2      2
    [[124, 32, 85, 7], [6, -1], x  - 2 y  - 926],

                                  2      2
    [[124, 35, 71, 18], [4, -1], x  - 3 y  - 253],

                                 2       2
    [[124, 36, 15, 7], [3, -1], x  - 80 y  + 2624],

                                 2       2
    [[124, 36, 21, 1], [6, -1], x  - 32 y  - 1264],

                                  2       2
    [[124, 36, 30, 14], [3, -1], x  - 20 y  + 2624],

                                 2      2
    [[124, 36, 42, 2], [6, -1], x  - 8 y  - 1264],

                                  2      2
    [[124, 36, 60, 28], [3, -1], x  - 5 y  + 2624],

                                 2      2
    [[124, 36, 84, 4], [6, -1], x  - 2 y  - 1264],

                                 2       2
    [[124, 37, 26, 3], [5, -1], x  - 21 y  - 1180],

                                 2       2
    [[124, 38, 35, 8], [4, -1], x  - 12 y  - 676],

                                  2      2
    [[124, 38, 70, 16], [4, -1], x  - 3 y  - 676],

                                 2      2
    [[124, 40, 83, 1], [6, -1], x  - 2 y  - 1598],

                                  2      2
    [[124, 41, 58, 25], [3, -1], x  - 5 y  + 1444],

                                  2      2
    [[124, 41, 69, 14], [4, -1], x  - 3 y  - 1093],

                                 2       2
    [[124, 44, 17, 3], [4, -1], x  - 48 y  - 1504],

                                 2       2
    [[124, 44, 34, 6], [4, -1], x  - 12 y  - 1504],

                                  2      2
    [[124, 44, 68, 12], [4, -1], x  - 3 y  - 1504],

                                  2       2
    [[124, 46, 28, 11], [3, -1], x  - 20 y  + 304],

                                  2      2
    [[124, 46, 56, 22], [3, -1], x  - 5 y  + 304],

                                  2      2
    [[124, 47, 67, 10], [4, -1], x  - 3 y  - 1909],

                                 2       2
    [[124, 50, 33, 4], [4, -1], x  - 12 y  - 2308],

                                 2      2
    [[124, 50, 66, 8], [4, -1], x  - 3 y  - 2308],

                                  2      2
    [[124, 51, 54, 19], [3, -1], x  - 5 y  - 796],

                                 2      2
    [[124, 53, 65, 6], [4, -1], x  - 3 y  - 2701],

                                 2       2
    [[124, 56, 13, 4], [3, -1], x  - 80 y  - 1856],

                                 2       2
    [[124, 56, 16, 1], [4, -1], x  - 48 y  - 3088],

                                 2       2
    [[124, 56, 26, 8], [3, -1], x  - 20 y  - 1856],

                                 2       2
    [[124, 56, 32, 2], [4, -1], x  - 12 y  - 3088],

                                  2      2
    [[124, 56, 52, 16], [3, -1], x  - 5 y  - 1856],

                                 2      2
    [[124, 56, 64, 4], [4, -1], x  - 3 y  - 3088],

                                 2      2
    [[124, 59, 63, 2], [4, -1], x  - 3 y  - 3469],

                                  2      2
    [[124, 61, 50, 13], [3, -1], x  - 5 y  - 2876],

                                 2       2
    [[124, 66, 24, 5], [3, -1], x  - 20 y  - 3856],

                                  2      2
    [[124, 66, 48, 10], [3, -1], x  - 5 y  - 3856],

                                 2      2
    [[124, 71, 46, 7], [3, -1], x  - 5 y  - 4796],

                                 2       2
    [[124, 76, 11, 1], [3, -1], x  - 80 y  - 5696],

                                 2       2
    [[124, 76, 22, 2], [3, -1], x  - 20 y  - 5696],

                                 2      2
    [[124, 76, 44, 4], [3, -1], x  - 5 y  - 5696],

                                 2      2
    [[124, 81, 42, 1], [3, -1], x  - 5 y  - 6556],

                                 2       2
    [[125, 1, 26, 5], [10, -1], x  - 24 y  + 599],

                                  2      2
    [[125, 1, 52, 10], [10, -1], x  - 6 y  + 599],

                                 2      2
    [[125, 1, 83, 41], [4, -1], x  - 3 y  + 5042],

                                 2      2
    [[125, 3, 93, 29], [6, -1], x  - 2 y  + 1673],

                                 2      2
    [[125, 4, 82, 39], [4, -1], x  - 3 y  + 4547],

                                2        2
    [[125, 5, 7, 1], [11, -1], x  - 325 y  + 300],

                                 2       2
    [[125, 5, 14, 1], [18, -1], x  - 80 y  + 55],

                                 2       2
    [[125, 5, 28, 2], [18, -1], x  - 20 y  + 55],

                                2       2
    [[125, 5, 33, 7], [8, -1], x  - 15 y  + 710],

                                 2       2
    [[125, 5, 35, 5], [11, -1], x  - 13 y  + 300],

                                 2      2
    [[125, 5, 56, 4], [18, -1], x  - 5 y  + 55],

                                 2      2
    [[125, 5, 73, 47], [3, -1], x  - 5 y  + 11020],

                                 2      2
    [[125, 7, 46, 13], [6, -1], x  - 8 y  + 1303],

                                 2      2
    [[125, 7, 81, 37], [4, -1], x  - 3 y  + 4058],

                                 2      2
    [[125, 7, 92, 26], [6, -1], x  - 2 y  + 1303],

                                 2       2
    [[125, 8, 29, 10], [5, -1], x  - 21 y  + 2036],

                                 2       2
    [[125, 10, 16, 7], [4, -1], x  - 75 y  + 3575],

                                 2       2
    [[125, 10, 19, 4], [7, -1], x  - 45 y  + 620],

                                  2      2
    [[125, 10, 57, 12], [7, -1], x  - 5 y  + 620],

                                  2      2
    [[125, 10, 71, 44], [3, -1], x  - 5 y  + 9580],

                                  2      2
    [[125, 10, 80, 35], [4, -1], x  - 3 y  + 3575],

                                  2       2
    [[125, 11, 18, 1], [14, -1], x  - 48 y  - 73],

                                  2       2
    [[125, 11, 36, 2], [14, -1], x  - 12 y  - 73],

                                  2      2
    [[125, 11, 72, 4], [14, -1], x  - 3 y  - 73],

                                  2      2
    [[125, 11, 91, 23], [6, -1], x  - 2 y  + 937],

                                  2      2
    [[125, 13, 47, 1], [16, -1], x  - 7 y  - 162],

                                  2      2
    [[125, 13, 51, 5], [10, -1], x  - 6 y  - 19],

                                  2      2
    [[125, 13, 79, 33], [4, -1], x  - 3 y  + 3098],

                                2        2
    [[125, 15, 9, 2], [6, -1], x  - 200 y  + 575],

                                 2       2
    [[125, 15, 18, 4], [6, -1], x  - 50 y  + 575],

                                  2       2
    [[125, 15, 21, 1], [12, -1], x  - 35 y  - 190],

                                  2      2
    [[125, 15, 45, 10], [6, -1], x  - 8 y  + 575],

                                  2      2
    [[125, 15, 69, 41], [3, -1], x  - 5 y  + 8180],

                                  2      2
    [[125, 15, 90, 20], [6, -1], x  - 2 y  + 575],

                                  2      2
    [[125, 16, 78, 31], [4, -1], x  - 3 y  + 2627],

                                  2      2
    [[125, 19, 77, 29], [4, -1], x  - 3 y  + 2162],

                                  2      2
    [[125, 19, 89, 17], [6, -1], x  - 2 y  + 217],

                                 2       2
    [[125, 20, 32, 3], [8, -1], x  - 15 y  - 265],

                                  2      2
    [[125, 20, 67, 38], [3, -1], x  - 5 y  + 6820],

                                  2      2
    [[125, 22, 76, 27], [4, -1], x  - 3 y  + 1703],

                                 2      2
    [[125, 23, 44, 7], [6, -1], x  - 8 y  - 137],

                                  2      2
    [[125, 23, 88, 14], [6, -1], x  - 2 y  - 137],

                                2         2
    [[125, 25, 3, 1], [4, -1], x  - 1875 y  + 1250],

                                 2        2
    [[125, 25, 11, 1], [7, -1], x  - 125 y  - 500],

                                 2        2
    [[125, 25, 13, 7], [3, -1], x  - 125 y  + 5500],

                                 2       2
    [[125, 25, 15, 5], [4, -1], x  - 75 y  + 1250],

                                 2      2
    [[125, 25, 55, 5], [7, -1], x  - 5 y  - 500],

                                  2      2
    [[125, 25, 65, 35], [3, -1], x  - 5 y  + 5500],

                                  2      2
    [[125, 25, 75, 25], [4, -1], x  - 3 y  + 1250],

                                  2      2
    [[125, 27, 87, 11], [6, -1], x  - 2 y  - 487],

                                  2      2
    [[125, 28, 74, 23], [4, -1], x  - 3 y  + 803],

                                 2       2
    [[125, 29, 27, 5], [5, -1], x  - 21 y  - 316],

                                  2      2
    [[125, 30, 63, 32], [3, -1], x  - 5 y  + 4220],

                                 2      2
    [[125, 31, 43, 4], [6, -1], x  - 8 y  - 833],

                                  2      2
    [[125, 31, 73, 21], [4, -1], x  - 3 y  + 362],

                                 2      2
    [[125, 31, 86, 8], [6, -1], x  - 2 y  - 833],

                                  2      2
    [[125, 34, 72, 19], [4, -1], x  - 3 y  - 73],

                                 2       2
    [[125, 35, 17, 1], [6, -1], x  - 50 y  - 1175],

                                  2      2
    [[125, 35, 61, 29], [3, -1], x  - 5 y  + 2980],

                                 2      2
    [[125, 35, 85, 5], [6, -1], x  - 2 y  - 1175],

                                  2      2
    [[125, 37, 71, 17], [4, -1], x  - 3 y  - 502],

                                 2      2
    [[125, 39, 42, 1], [6, -1], x  - 8 y  - 1513],

                                 2      2
    [[125, 39, 84, 2], [6, -1], x  - 2 y  - 1513],

                                 2       2
    [[125, 40, 14, 3], [4, -1], x  - 75 y  - 925],

                                  2      2
    [[125, 40, 59, 26], [3, -1], x  - 5 y  + 1780],

                                  2      2
    [[125, 40, 70, 15], [4, -1], x  - 3 y  - 925],

                                  2      2
    [[125, 43, 69, 13], [4, -1], x  - 3 y  - 1342],

                                  2      2
    [[125, 45, 57, 23], [3, -1], x  - 5 y  + 620],

                                  2      2
    [[125, 46, 68, 11], [4, -1], x  - 3 y  - 1753],

                                 2      2
    [[125, 49, 67, 9], [4, -1], x  - 3 y  - 2158],

                                 2        2
    [[125, 50, 11, 4], [3, -1], x  - 125 y  - 500],

                                  2      2
    [[125, 50, 55, 20], [3, -1], x  - 5 y  - 500],

                                 2      2
    [[125, 52, 66, 7], [4, -1], x  - 3 y  - 2557],

                                 2       2
    [[125, 55, 13, 1], [4, -1], x  - 75 y  - 2950],

                                  2      2
    [[125, 55, 53, 17], [3, -1], x  - 5 y  - 1580],

                                 2      2
    [[125, 55, 65, 5], [4, -1], x  - 3 y  - 2950],

                                 2      2
    [[125, 58, 64, 3], [4, -1], x  - 3 y  - 3337],

                                  2      2
    [[125, 60, 51, 14], [3, -1], x  - 5 y  - 2620],

                                 2      2
    [[125, 61, 63, 1], [4, -1], x  - 3 y  - 3718],

                                  2      2
    [[125, 65, 49, 11], [3, -1], x  - 5 y  - 3620],

                                 2      2
    [[125, 70, 47, 8], [3, -1], x  - 5 y  - 4580],

                                2        2
    [[125, 75, 9, 1], [3, -1], x  - 125 y  - 5500],

                                 2      2
    [[125, 75, 45, 5], [3, -1], x  - 5 y  - 5500],

                                 2      2
    [[125, 80, 43, 2], [3, -1], x  - 5 y  - 6380],

                                 2      2
    [[126, 2, 47, 15], [6, -1], x  - 8 y  + 1796],

                                 2      2
    [[126, 2, 94, 30], [6, -1], x  - 2 y  + 1796],

                                 2      2
    [[126, 3, 83, 40], [4, -1], x  - 3 y  + 4791],

                                 2       2
    [[126, 4, 37, 24], [3, -1], x  - 20 y  + 11504],

                                 2      2
    [[126, 4, 74, 48], [3, -1], x  - 5 y  + 11504],

                                 2       2
    [[126, 6, 13, 2], [10, -1], x  - 96 y  + 348],

                                 2       2
    [[126, 6, 19, 1], [20, -1], x  - 44 y  + 8],

                                 2       2
    [[126, 6, 23, 1], [22, -1], x  - 30 y  - 6],

                                 2       2
    [[126, 6, 26, 4], [10, -1], x  - 24 y  + 348],

                                2       2
    [[126, 6, 29, 7], [7, -1], x  - 20 y  + 944],

                                2       2
    [[126, 6, 31, 9], [6, -1], x  - 18 y  + 1422],

                                 2       2
    [[126, 6, 38, 2], [20, -1], x  - 11 y  + 8],

                                 2       2
    [[126, 6, 41, 19], [4, -1], x  - 12 y  + 4296],

                                 2      2
    [[126, 6, 52, 8], [10, -1], x  - 6 y  + 348],

                                 2      2
    [[126, 6, 58, 14], [7, -1], x  - 5 y  + 944],

                                 2      2
    [[126, 6, 73, 7], [14, -1], x  - 3 y  + 111],

                                 2      2
    [[126, 6, 82, 38], [4, -1], x  - 3 y  + 4296],

                                 2      2
    [[126, 6, 89, 1], [34, -1], x  - 2 y  - 34],

                                 2      2
    [[126, 6, 93, 27], [6, -1], x  - 2 y  + 1422],

                               2        2
    [[126, 9, 8, 5], [3, -1], x  - 405 y  + 10044],

                               2        2
    [[126, 9, 9, 4], [4, -1], x  - 243 y  + 3807],

                                2        2
    [[126, 9, 11, 2], [8, -1], x  - 135 y  + 459],

                                 2       2
    [[126, 9, 24, 15], [3, -1], x  - 45 y  + 10044],

                                 2       2
    [[126, 9, 27, 12], [4, -1], x  - 27 y  + 3807],

                                2       2
    [[126, 9, 33, 6], [8, -1], x  - 15 y  + 459],

                                 2      2
    [[126, 9, 72, 45], [3, -1], x  - 5 y  + 10044],

                                 2      2
    [[126, 9, 81, 36], [4, -1], x  - 3 y  + 3807],

                                 2       2
    [[126, 10, 23, 6], [6, -1], x  - 32 y  + 1052],

                                  2      2
    [[126, 10, 46, 12], [6, -1], x  - 8 y  + 1052],

                                  2      2
    [[126, 10, 92, 24], [6, -1], x  - 2 y  + 1052],

                                  2       2
    [[126, 12, 40, 17], [4, -1], x  - 12 y  + 3324],

                                  2      2
    [[126, 12, 80, 34], [4, -1], x  - 3 y  + 3324],

                                2        2
    [[126, 14, 5, 3], [3, -1], x  - 980 y  + 8624],

                                 2        2
    [[126, 14, 10, 6], [3, -1], x  - 245 y  + 8624],

                                 2       2
    [[126, 14, 13, 3], [6, -1], x  - 98 y  + 686],

                                  2       2
    [[126, 14, 35, 21], [3, -1], x  - 20 y  + 8624],

                                  2      2
    [[126, 14, 70, 42], [3, -1], x  - 5 y  + 8624],

                                  2      2
    [[126, 14, 91, 21], [6, -1], x  - 2 y  + 686],

                                  2      2
    [[126, 15, 79, 32], [4, -1], x  - 3 y  + 2847],

                                2        2
    [[126, 18, 5, 1], [6, -1], x  - 648 y  + 324],

                                 2        2
    [[126, 18, 10, 2], [6, -1], x  - 162 y  + 324],

                                 2        2
    [[126, 18, 13, 5], [4, -1], x  - 108 y  + 2376],

                                 2       2
    [[126, 18, 15, 3], [6, -1], x  - 72 y  + 324],

                                  2       2
    [[126, 18, 17, 1], [10, -1], x  - 54 y  - 270],

                                  2       2
    [[126, 18, 26, 10], [4, -1], x  - 27 y  + 2376],

                                 2       2
    [[126, 18, 30, 6], [6, -1], x  - 18 y  + 324],

                                  2       2
    [[126, 18, 39, 15], [4, -1], x  - 12 y  + 2376],

                                 2      2
    [[126, 18, 45, 9], [6, -1], x  - 8 y  + 324],

                                  2      2
    [[126, 18, 51, 3], [10, -1], x  - 6 y  - 270],

                                  2      2
    [[126, 18, 78, 30], [4, -1], x  - 3 y  + 2376],

                                  2      2
    [[126, 18, 90, 18], [6, -1], x  - 2 y  + 324],

                                  2      2
    [[126, 19, 68, 39], [3, -1], x  - 5 y  + 7244],

                                2         2
    [[126, 21, 4, 1], [5, -1], x  - 1029 y  + 588],

                                2        2
    [[126, 21, 8, 1], [7, -1], x  - 245 y  - 196],

                                 2        2
    [[126, 21, 11, 4], [4, -1], x  - 147 y  + 1911],

                                 2       2
    [[126, 21, 28, 7], [5, -1], x  - 21 y  + 588],

                                 2      2
    [[126, 21, 56, 7], [7, -1], x  - 5 y  - 196],

                                  2      2
    [[126, 21, 77, 28], [4, -1], x  - 3 y  + 1911],

                                  2      2
    [[126, 22, 89, 15], [6, -1], x  - 2 y  - 34],

                                 2        2
    [[126, 24, 11, 6], [3, -1], x  - 180 y  + 5904],

                                 2       2
    [[126, 24, 16, 1], [8, -1], x  - 60 y  - 516],

                                  2       2
    [[126, 24, 22, 12], [3, -1], x  - 45 y  + 5904],

                                 2       2
    [[126, 24, 32, 2], [8, -1], x  - 15 y  - 516],

                                  2       2
    [[126, 24, 33, 18], [3, -1], x  - 20 y  + 5904],

                                  2       2
    [[126, 24, 38, 13], [4, -1], x  - 12 y  + 1452],

                                  2      2
    [[126, 24, 66, 36], [3, -1], x  - 5 y  + 5904],

                                  2      2
    [[126, 24, 76, 26], [4, -1], x  - 3 y  + 1452],

                                 2       2
    [[126, 26, 22, 3], [6, -1], x  - 32 y  - 388],

                                 2      2
    [[126, 26, 44, 6], [6, -1], x  - 8 y  - 388],

                                  2      2
    [[126, 26, 88, 12], [6, -1], x  - 2 y  - 388],

                                 2       2
    [[126, 27, 25, 8], [4, -1], x  - 27 y  + 999],

                                  2      2
    [[126, 27, 75, 24], [4, -1], x  - 3 y  + 999],

                                  2      2
    [[126, 29, 64, 33], [3, -1], x  - 5 y  + 4604],

                                 2       2
    [[126, 30, 29, 3], [6, -1], x  - 18 y  - 738],

                                  2       2
    [[126, 30, 37, 11], [4, -1], x  - 12 y  + 552],

                                  2      2
    [[126, 30, 74, 22], [4, -1], x  - 3 y  + 552],

                                 2      2
    [[126, 30, 87, 9], [6, -1], x  - 2 y  - 738],

                                  2      2
    [[126, 33, 73, 20], [4, -1], x  - 3 y  + 111],

                                  2       2
    [[126, 34, 31, 15], [3, -1], x  - 20 y  + 3344],

                                 2      2
    [[126, 34, 43, 3], [6, -1], x  - 8 y  - 1084],

                                  2      2
    [[126, 34, 62, 30], [3, -1], x  - 5 y  + 3344],

                                 2      2
    [[126, 34, 86, 6], [6, -1], x  - 2 y  - 1084],

                                2        2
    [[126, 36, 4, 1], [4, -1], x  - 972 y  - 324],

                                2        2
    [[126, 36, 8, 2], [4, -1], x  - 243 y  - 324],

                                 2        2
    [[126, 36, 12, 3], [4, -1], x  - 108 y  - 324],

                                 2       2
    [[126, 36, 24, 6], [4, -1], x  - 27 y  - 324],

                                 2       2
    [[126, 36, 36, 9], [4, -1], x  - 12 y  - 324],

                                  2      2
    [[126, 36, 72, 18], [4, -1], x  - 3 y  - 324],

                                 2      2
    [[126, 38, 85, 3], [6, -1], x  - 2 y  - 1426],

                                 2       2
    [[126, 39, 20, 9], [3, -1], x  - 45 y  + 2124],

                                  2      2
    [[126, 39, 60, 27], [3, -1], x  - 5 y  + 2124],

                                  2      2
    [[126, 39, 71, 16], [4, -1], x  - 3 y  - 753],

                                2        2
    [[126, 42, 5, 1], [4, -1], x  - 588 y  - 1176],

                                 2        2
    [[126, 42, 10, 2], [4, -1], x  - 147 y  - 1176],

                                 2       2
    [[126, 42, 13, 1], [5, -1], x  - 84 y  - 1680],

                                 2       2
    [[126, 42, 26, 2], [5, -1], x  - 21 y  - 1680],

                                 2       2
    [[126, 42, 35, 7], [4, -1], x  - 12 y  - 1176],

                                  2      2
    [[126, 42, 70, 14], [4, -1], x  - 3 y  - 1176],

                                  2       2
    [[126, 44, 29, 12], [3, -1], x  - 20 y  + 944],

                                  2      2
    [[126, 44, 58, 24], [3, -1], x  - 5 y  + 944],

                                 2       2
    [[126, 45, 23, 4], [4, -1], x  - 27 y  - 1593],

                                  2      2
    [[126, 45, 69, 12], [4, -1], x  - 3 y  - 1593],

                                 2       2
    [[126, 48, 34, 5], [4, -1], x  - 12 y  - 2004],

                                  2      2
    [[126, 48, 68, 10], [4, -1], x  - 3 y  - 2004],

                                2        2
    [[126, 49, 8, 3], [3, -1], x  - 245 y  - 196],

                                  2      2
    [[126, 49, 56, 21], [3, -1], x  - 5 y  - 196],

                                 2      2
    [[126, 51, 67, 8], [4, -1], x  - 3 y  - 2409],

                                2         2
    [[126, 54, 3, 1], [3, -1], x  - 1620 y  - 1296],

                                2        2
    [[126, 54, 6, 2], [3, -1], x  - 405 y  - 1296],

                                2        2
    [[126, 54, 9, 3], [3, -1], x  - 180 y  - 1296],

                                 2        2
    [[126, 54, 11, 1], [4, -1], x  - 108 y  - 2808],

                                 2       2
    [[126, 54, 18, 6], [3, -1], x  - 45 y  - 1296],

                                 2       2
    [[126, 54, 22, 2], [4, -1], x  - 27 y  - 2808],

                                 2       2
    [[126, 54, 27, 9], [3, -1], x  - 20 y  - 1296],

                                 2       2
    [[126, 54, 33, 3], [4, -1], x  - 12 y  - 2808],

                                  2      2
    [[126, 54, 54, 18], [3, -1], x  - 5 y  - 1296],

                                 2      2
    [[126, 54, 66, 6], [4, -1], x  - 3 y  - 2808],

                                 2      2
    [[126, 57, 65, 4], [4, -1], x  - 3 y  - 3201],

                                  2      2
    [[126, 59, 52, 15], [3, -1], x  - 5 y  - 2356],

                                 2       2
    [[126, 60, 32, 1], [4, -1], x  - 12 y  - 3588],

                                 2      2
    [[126, 60, 64, 2], [4, -1], x  - 3 y  - 3588],

                                 2       2
    [[126, 64, 25, 6], [3, -1], x  - 20 y  - 3376],

                                  2      2
    [[126, 64, 50, 12], [3, -1], x  - 5 y  - 3376],

                                 2       2
    [[126, 69, 16, 3], [3, -1], x  - 45 y  - 4356],

                                 2      2
    [[126, 69, 48, 9], [3, -1], x  - 5 y  - 4356],

                                 2       2
    [[126, 74, 23, 3], [3, -1], x  - 20 y  - 5296],

                                 2      2
    [[126, 74, 46, 6], [3, -1], x  - 5 y  - 5296],

                                 2      2
    [[126, 79, 44, 3], [3, -1], x  - 5 y  - 6196],

                                 2       2
    [[127, 1, 17, 1], [30, -1], x  - 56 y  + 55],

                                 2       2
    [[127, 1, 34, 2], [30, -1], x  - 14 y  + 55],

                                 2       2
    [[127, 1, 37, 5], [14, -1], x  - 12 y  + 299],

                                  2      2
    [[127, 1, 74, 10], [14, -1], x  - 3 y  + 299],

                                 2      2
    [[127, 1, 95, 31], [6, -1], x  - 2 y  + 1921],

                                 2      2
    [[127, 2, 59, 16], [7, -1], x  - 5 y  + 1276],

                                 2      2
    [[127, 2, 84, 41], [4, -1], x  - 3 y  + 5039],

                                 2      2
    [[127, 3, 57, 5], [18, -1], x  - 5 y  + 116],

                                 2      2
    [[127, 3, 75, 49], [3, -1], x  - 5 y  + 11996],

                                 2      2
    [[127, 5, 47, 14], [6, -1], x  - 8 y  + 1543],

                                 2      2
    [[127, 5, 83, 39], [4, -1], x  - 3 y  + 4538],

                                 2      2
    [[127, 5, 94, 28], [6, -1], x  - 2 y  + 1543],

                                 2       2
    [[127, 8, 16, 1], [16, -1], x  - 63 y  - 1],

                                 2      2
    [[127, 8, 48, 3], [16, -1], x  - 7 y  - 1],

                                 2      2
    [[127, 8, 73, 46], [3, -1], x  - 5 y  + 10516],

                                 2      2
    [[127, 8, 82, 37], [4, -1], x  - 3 y  + 4043],

                                 2      2
    [[127, 9, 93, 25], [6, -1], x  - 2 y  + 1169],

                                  2       2
    [[127, 11, 26, 3], [10, -1], x  - 24 y  + 95],

                                  2      2
    [[127, 11, 52, 6], [10, -1], x  - 6 y  + 95],

                                  2      2
    [[127, 11, 81, 35], [4, -1], x  - 3 y  + 3554],

                                 2       2
    [[127, 13, 29, 9], [5, -1], x  - 21 y  + 1532],

                                 2       2
    [[127, 13, 33, 5], [8, -1], x  - 15 y  + 206],

                                  2      2
    [[127, 13, 46, 11], [6, -1], x  - 8 y  + 799],

                                  2      2
    [[127, 13, 71, 43], [3, -1], x  - 5 y  + 9076],

                                  2      2
    [[127, 13, 73, 3], [14, -1], x  - 3 y  - 142],

                                  2      2
    [[127, 13, 92, 22], [6, -1], x  - 2 y  + 799],

                                  2      2
    [[127, 14, 80, 33], [4, -1], x  - 3 y  + 3071],

                                  2       2
    [[127, 16, 35, 2], [11, -1], x  - 13 y  - 204],

                                 2       2
    [[127, 17, 19, 3], [7, -1], x  - 45 y  + 116],

                                 2      2
    [[127, 17, 57, 9], [7, -1], x  - 5 y  + 116],

                                  2      2
    [[127, 17, 79, 31], [4, -1], x  - 3 y  + 2594],

                                  2      2
    [[127, 17, 91, 19], [6, -1], x  - 2 y  + 433],

                                  2      2
    [[127, 18, 69, 40], [3, -1], x  - 5 y  + 7676],

                                  2      2
    [[127, 20, 78, 29], [4, -1], x  - 3 y  + 2123],

                                 2      2
    [[127, 21, 45, 8], [6, -1], x  - 8 y  + 71],

                                  2      2
    [[127, 21, 90, 16], [6, -1], x  - 2 y  + 71],

                                  2      2
    [[127, 23, 51, 1], [10, -1], x  - 6 y  - 523],

                                  2      2
    [[127, 23, 67, 37], [3, -1], x  - 5 y  + 6316],

                                  2      2
    [[127, 23, 77, 27], [4, -1], x  - 3 y  + 1658],

                                  2      2
    [[127, 25, 89, 13], [6, -1], x  - 2 y  - 287],

                                  2      2
    [[127, 26, 76, 25], [4, -1], x  - 3 y  + 1199],

                                 2       2
    [[127, 28, 32, 1], [8, -1], x  - 15 y  - 769],

                                  2      2
    [[127, 28, 65, 34], [3, -1], x  - 5 y  + 4996],

                                 2      2
    [[127, 29, 44, 5], [6, -1], x  - 8 y  - 641],

                                  2      2
    [[127, 29, 75, 23], [4, -1], x  - 3 y  + 746],

                                  2      2
    [[127, 29, 88, 10], [6, -1], x  - 2 y  - 641],

                                 2      2
    [[127, 32, 55, 2], [7, -1], x  - 5 y  - 1004],

                                  2      2
    [[127, 32, 74, 21], [4, -1], x  - 3 y  + 299],

                                  2      2
    [[127, 33, 63, 31], [3, -1], x  - 5 y  + 3716],

                                 2      2
    [[127, 33, 87, 7], [6, -1], x  - 2 y  - 991],

                                 2       2
    [[127, 34, 27, 4], [5, -1], x  - 21 y  - 820],

                                  2      2
    [[127, 35, 73, 19], [4, -1], x  - 3 y  - 142],

                                 2      2
    [[127, 37, 43, 2], [6, -1], x  - 8 y  - 1337],

                                 2      2
    [[127, 37, 86, 4], [6, -1], x  - 2 y  - 1337],

                                  2      2
    [[127, 38, 61, 28], [3, -1], x  - 5 y  + 2476],

                                  2      2
    [[127, 38, 72, 17], [4, -1], x  - 3 y  - 577],

                                  2      2
    [[127, 41, 71, 15], [4, -1], x  - 3 y  - 1006],

                                 2      2
    [[127, 41, 85, 1], [6, -1], x  - 2 y  - 1679],

                                  2      2
    [[127, 43, 59, 25], [3, -1], x  - 5 y  + 1276],

                                  2      2
    [[127, 44, 70, 13], [4, -1], x  - 3 y  - 1429],

                                  2      2
    [[127, 47, 69, 11], [4, -1], x  - 3 y  - 1846],

                                  2      2
    [[127, 48, 57, 22], [3, -1], x  - 5 y  + 116],

                                 2      2
    [[127, 50, 68, 9], [4, -1], x  - 3 y  - 2257],

                                  2      2
    [[127, 53, 55, 19], [3, -1], x  - 5 y  - 1004],

                                 2      2
    [[127, 53, 67, 7], [4, -1], x  - 3 y  - 2662],

                                 2      2
    [[127, 56, 66, 5], [4, -1], x  - 3 y  - 3061],

                                  2      2
    [[127, 58, 53, 16], [3, -1], x  - 5 y  - 2084],

                                 2      2
    [[127, 59, 65, 3], [4, -1], x  - 3 y  - 3454],

                                 2      2
    [[127, 62, 64, 1], [4, -1], x  - 3 y  - 3841],

                                  2      2
    [[127, 63, 51, 13], [3, -1], x  - 5 y  - 3124],

                                  2      2
    [[127, 68, 49, 10], [3, -1], x  - 5 y  - 4124],

                                 2      2
    [[127, 73, 47, 7], [3, -1], x  - 5 y  - 5084],

                                 2      2
    [[127, 78, 45, 4], [3, -1], x  - 5 y  - 6004],

                                 2      2
    [[127, 83, 43, 1], [3, -1], x  - 5 y  - 6884],

                                 2      2
    [[128, 1, 85, 42], [4, -1], x  - 3 y  + 5291],

                                2        2
    [[128, 2, 6, 1], [11, -1], x  - 468 y  + 464],

                                 2        2
    [[128, 2, 12, 2], [11, -1], x  - 117 y  + 464],

                                 2       2
    [[128, 2, 14, 1], [23, -1], x  - 84 y  + 80],

                                2       2
    [[128, 2, 17, 4], [8, -1], x  - 60 y  + 956],

                                 2       2
    [[128, 2, 18, 3], [11, -1], x  - 52 y  + 464],

                                 2       2
    [[128, 2, 28, 2], [23, -1], x  - 21 y  + 80],

                                2       2
    [[128, 2, 34, 8], [8, -1], x  - 15 y  + 956],

                                 2       2
    [[128, 2, 36, 6], [11, -1], x  - 13 y  + 464],

                                 2       2
    [[128, 2, 38, 25], [3, -1], x  - 20 y  + 12496],

                                 2      2
    [[128, 2, 76, 50], [3, -1], x  - 5 y  + 12496],

                                 2       2
    [[128, 4, 21, 10], [4, -1], x  - 48 y  + 4784],

                                 2       2
    [[128, 4, 42, 20], [4, -1], x  - 12 y  + 4784],

                                 2      2
    [[128, 4, 53, 9], [10, -1], x  - 6 y  + 470],

                                 2      2
    [[128, 4, 84, 40], [4, -1], x  - 3 y  + 4784],

                                 2      2
    [[128, 4, 95, 29], [6, -1], x  - 2 y  + 1666],

                                 2       2
    [[128, 5, 30, 11], [5, -1], x  - 21 y  + 2516],

                                 2        2
    [[128, 7, 10, 1], [13, -1], x  - 165 y  + 116],

                                 2      2
    [[128, 7, 74, 47], [3, -1], x  - 5 y  + 10996],

                                 2      2
    [[128, 7, 83, 38], [4, -1], x  - 3 y  + 4283],

                                 2       2
    [[128, 8, 37, 3], [14, -1], x  - 12 y  + 44],

                                 2      2
    [[128, 8, 47, 13], [6, -1], x  - 8 y  + 1288],

                                 2      2
    [[128, 8, 74, 6], [14, -1], x  - 3 y  + 44],

                                 2      2
    [[128, 8, 94, 26], [6, -1], x  - 2 y  + 1288],

                                  2       2
    [[128, 10, 41, 18], [4, -1], x  - 12 y  + 3788],

                                  2      2
    [[128, 10, 82, 36], [4, -1], x  - 3 y  + 3788],

                                  2       2
    [[128, 12, 18, 11], [3, -1], x  - 80 y  + 9536],

                                  2       2
    [[128, 12, 36, 22], [3, -1], x  - 20 y  + 9536],

                                  2      2
    [[128, 12, 57, 1], [18, -1], x  - 5 y  - 139],

                                  2      2
    [[128, 12, 72, 44], [3, -1], x  - 5 y  + 9536],

                                  2      2
    [[128, 12, 93, 23], [6, -1], x  - 2 y  + 914],

                                  2      2
    [[128, 13, 58, 11], [7, -1], x  - 5 y  + 436],

                                  2      2
    [[128, 13, 81, 34], [4, -1], x  - 3 y  + 3299],

                                2        2
    [[128, 16, 5, 2], [4, -1], x  - 768 y  + 2816],

                                 2        2
    [[128, 16, 10, 4], [4, -1], x  - 192 y  + 2816],

                                  2       2
    [[128, 16, 13, 1], [10, -1], x  - 96 y  - 160],

                                 2       2
    [[128, 16, 20, 8], [4, -1], x  - 48 y  + 2816],

                                 2       2
    [[128, 16, 23, 5], [6, -1], x  - 32 y  + 544],

                                  2       2
    [[128, 16, 26, 2], [10, -1], x  - 24 y  - 160],

                                  2       2
    [[128, 16, 40, 16], [4, -1], x  - 12 y  + 2816],

                                  2      2
    [[128, 16, 46, 10], [6, -1], x  - 8 y  + 544],

                                  2      2
    [[128, 16, 52, 4], [10, -1], x  - 6 y  - 160],

                                  2      2
    [[128, 16, 80, 32], [4, -1], x  - 3 y  + 2816],

                                  2      2
    [[128, 16, 92, 20], [6, -1], x  - 2 y  + 544],

                                 2       2
    [[128, 17, 33, 4], [8, -1], x  - 15 y  - 49],

                                  2      2
    [[128, 17, 70, 41], [3, -1], x  - 5 y  + 8116],

                                  2      2
    [[128, 19, 79, 30], [4, -1], x  - 3 y  + 2339],

                                  2      2
    [[128, 20, 91, 17], [6, -1], x  - 2 y  + 178],

                                  2       2
    [[128, 22, 34, 19], [3, -1], x  - 20 y  + 6736],

                                  2       2
    [[128, 22, 39, 14], [4, -1], x  - 12 y  + 1868],

                                  2      2
    [[128, 22, 68, 38], [3, -1], x  - 5 y  + 6736],

                                  2      2
    [[128, 22, 78, 28], [4, -1], x  - 3 y  + 1868],

                                 2      2
    [[128, 24, 45, 7], [6, -1], x  - 8 y  - 184],

                                  2      2
    [[128, 24, 90, 14], [6, -1], x  - 2 y  - 184],

                                  2      2
    [[128, 25, 77, 26], [4, -1], x  - 3 y  + 1403],

                                 2       2
    [[128, 26, 14, 3], [5, -1], x  - 84 y  + 80],

                                 2       2
    [[128, 26, 28, 6], [5, -1], x  - 21 y  + 80],

                                  2      2
    [[128, 27, 66, 35], [3, -1], x  - 5 y  + 5396],

                                 2       2
    [[128, 28, 14, 1], [7, -1], x  - 80 y  - 704],

                                 2       2
    [[128, 28, 19, 6], [4, -1], x  - 48 y  + 944],

                                 2       2
    [[128, 28, 28, 2], [7, -1], x  - 20 y  - 704],

                                  2       2
    [[128, 28, 38, 12], [4, -1], x  - 12 y  + 944],

                                 2      2
    [[128, 28, 56, 4], [7, -1], x  - 5 y  - 704],

                                  2      2
    [[128, 28, 76, 24], [4, -1], x  - 3 y  + 944],

                                  2      2
    [[128, 28, 89, 11], [6, -1], x  - 2 y  - 542],

                                  2      2
    [[128, 31, 75, 22], [4, -1], x  - 3 y  + 491],

                                2         2
    [[128, 32, 2, 1], [3, -1], x  - 5120 y  + 4096],

                                2         2
    [[128, 32, 4, 2], [3, -1], x  - 1280 y  + 4096],

                                2        2
    [[128, 32, 8, 4], [3, -1], x  - 320 y  + 4096],

                                 2        2
    [[128, 32, 11, 1], [6, -1], x  - 128 y  - 896],

                                 2       2
    [[128, 32, 16, 8], [3, -1], x  - 80 y  + 4096],

                                 2       2
    [[128, 32, 22, 2], [6, -1], x  - 32 y  - 896],

                                  2       2
    [[128, 32, 32, 16], [3, -1], x  - 20 y  + 4096],

                                 2      2
    [[128, 32, 44, 4], [6, -1], x  - 8 y  - 896],

                                  2      2
    [[128, 32, 64, 32], [3, -1], x  - 5 y  + 4096],

                                 2      2
    [[128, 32, 88, 8], [6, -1], x  - 2 y  - 896],

                                  2       2
    [[128, 34, 37, 10], [4, -1], x  - 12 y  + 44],

                                  2      2
    [[128, 34, 74, 20], [4, -1], x  - 3 y  + 44],

                                 2      2
    [[128, 36, 87, 5], [6, -1], x  - 2 y  - 1246],

                                  2      2
    [[128, 37, 62, 29], [3, -1], x  - 5 y  + 2836],

                                  2      2
    [[128, 37, 73, 18], [4, -1], x  - 3 y  - 397],

                                2        2
    [[128, 40, 9, 2], [4, -1], x  - 192 y  - 832],

                                 2       2
    [[128, 40, 18, 4], [4, -1], x  - 48 y  - 832],

                                 2       2
    [[128, 40, 36, 8], [4, -1], x  - 12 y  - 832],

                                 2      2
    [[128, 40, 43, 1], [6, -1], x  - 8 y  - 1592],

                                  2      2
    [[128, 40, 72, 16], [4, -1], x  - 3 y  - 832],

                                 2      2
    [[128, 40, 86, 2], [6, -1], x  - 2 y  - 1592],

                                  2       2
    [[128, 42, 30, 13], [3, -1], x  - 20 y  + 1616],

                                  2      2
    [[128, 42, 60, 26], [3, -1], x  - 5 y  + 1616],

                                  2      2
    [[128, 43, 71, 14], [4, -1], x  - 3 y  - 1261],

                                 2       2
    [[128, 46, 35, 6], [4, -1], x  - 12 y  - 1684],

                                  2      2
    [[128, 46, 70, 12], [4, -1], x  - 3 y  - 1684],

                                 2       2
    [[128, 47, 26, 1], [5, -1], x  - 21 y  - 2188],

                                  2      2
    [[128, 47, 58, 23], [3, -1], x  - 5 y  + 436],

                                  2      2
    [[128, 49, 69, 10], [4, -1], x  - 3 y  - 2101],

                                 2       2
    [[128, 52, 14, 5], [3, -1], x  - 80 y  - 704],

                                 2       2
    [[128, 52, 17, 2], [4, -1], x  - 48 y  - 2512],

                                  2       2
    [[128, 52, 28, 10], [3, -1], x  - 20 y  - 704],

                                 2       2
    [[128, 52, 34, 4], [4, -1], x  - 12 y  - 2512],

                                  2      2
    [[128, 52, 56, 20], [3, -1], x  - 5 y  - 704],

                                 2      2
    [[128, 52, 68, 8], [4, -1], x  - 3 y  - 2512],

                                 2      2
    [[128, 55, 67, 6], [4, -1], x  - 3 y  - 2917],

                                  2      2
    [[128, 57, 54, 17], [3, -1], x  - 5 y  - 1804],

                                 2       2
    [[128, 58, 33, 2], [4, -1], x  - 12 y  - 3316],

                                 2      2
    [[128, 58, 66, 4], [4, -1], x  - 3 y  - 3316],

                                 2      2
    [[128, 61, 65, 2], [4, -1], x  - 3 y  - 3709],

                                 2       2
    [[128, 62, 26, 7], [3, -1], x  - 20 y  - 2864],

                                  2      2
    [[128, 62, 52, 14], [3, -1], x  - 5 y  - 2864],

                                  2      2
    [[128, 67, 50, 11], [3, -1], x  - 5 y  - 3884],

                                2        2
    [[128, 72, 6, 1], [3, -1], x  - 320 y  - 4864],

                                 2       2
    [[128, 72, 12, 2], [3, -1], x  - 80 y  - 4864],

                                 2       2
    [[128, 72, 24, 4], [3, -1], x  - 20 y  - 4864],

                                 2      2
    [[128, 72, 48, 8], [3, -1], x  - 5 y  - 4864],

                                 2      2
    [[128, 77, 46, 5], [3, -1], x  - 5 y  - 5804],

                                 2       2
    [[128, 82, 22, 1], [3, -1], x  - 20 y  - 6704],

                                 2      2
    [[128, 82, 44, 2], [3, -1], x  - 5 y  - 6704],

                                 2       2
    [[129, 1, 29, 3], [18, -1], x  - 20 y  + 179],

                                 2      2
    [[129, 1, 58, 6], [18, -1], x  - 5 y  + 179],

                                 2      2
    [[129, 1, 77, 51], [3, -1], x  - 5 y  + 13004],

                               2        2
    [[129, 3, 5, 1], [9, -1], x  - 693 y  + 684],

                                 2       2
    [[129, 3, 13, 1], [20, -1], x  - 99 y  + 90],

                                2       2
    [[129, 3, 15, 3], [9, -1], x  - 77 y  + 684],

                                2       2
    [[129, 3, 16, 5], [6, -1], x  - 72 y  + 1791],

                                 2       2
    [[129, 3, 25, 3], [14, -1], x  - 27 y  + 234],

                                 2       2
    [[129, 3, 32, 10], [6, -1], x  - 18 y  + 1791],

                                 2       2
    [[129, 3, 39, 3], [20, -1], x  - 11 y  + 90],

                                 2      2
    [[129, 3, 48, 15], [6, -1], x  - 8 y  + 1791],

                                 2      2
    [[129, 3, 49, 5], [16, -1], x  - 7 y  + 166],

                                 2      2
    [[129, 3, 75, 9], [14, -1], x  - 3 y  + 234],

                                 2      2
    [[129, 3, 85, 41], [4, -1], x  - 3 y  + 5034],

                                 2      2
    [[129, 3, 96, 30], [6, -1], x  - 2 y  + 1791],

                                 2       2
    [[129, 4, 22, 3], [12, -1], x  - 35 y  + 299],

                                 2       2
    [[129, 6, 25, 16], [3, -1], x  - 45 y  + 11484],

                                 2       2
    [[129, 6, 28, 13], [4, -1], x  - 27 y  + 4527],

                                2       2
    [[129, 6, 34, 7], [8, -1], x  - 15 y  + 699],

                                 2      2
    [[129, 6, 75, 48], [3, -1], x  - 5 y  + 11484],

                                 2      2
    [[129, 6, 84, 39], [4, -1], x  - 3 y  + 4527],

                                 2      2
    [[129, 7, 95, 27], [6, -1], x  - 2 y  + 1409],

                                 2      2
    [[129, 9, 53, 7], [10, -1], x  - 6 y  + 213],

                                 2      2
    [[129, 9, 59, 13], [7, -1], x  - 5 y  + 764],

                                 2      2
    [[129, 9, 83, 37], [4, -1], x  - 3 y  + 4026],

                                  2      2
    [[129, 11, 47, 12], [6, -1], x  - 8 y  + 1031],

                                  2      2
    [[129, 11, 73, 45], [3, -1], x  - 5 y  + 10004],

                                  2      2
    [[129, 11, 94, 24], [6, -1], x  - 2 y  + 1031],

                                  2      2
    [[129, 12, 82, 35], [4, -1], x  - 3 y  + 3531],

                                  2       2
    [[129, 15, 27, 11], [4, -1], x  - 27 y  + 3042],

                                 2       2
    [[129, 15, 31, 7], [6, -1], x  - 18 y  + 657],

                                  2       2
    [[129, 15, 37, 1], [14, -1], x  - 12 y  - 213],

                                  2      2
    [[129, 15, 74, 2], [14, -1], x  - 3 y  - 213],

                                  2      2
    [[129, 15, 81, 33], [4, -1], x  - 3 y  + 3042],

                                  2      2
    [[129, 15, 93, 21], [6, -1], x  - 2 y  + 657],

                                  2      2
    [[129, 16, 71, 42], [3, -1], x  - 5 y  + 8564],

                                 2       2
    [[129, 18, 29, 8], [5, -1], x  - 21 y  + 1020],

                                  2      2
    [[129, 18, 80, 31], [4, -1], x  - 3 y  + 2559],

                                 2      2
    [[129, 19, 46, 9], [6, -1], x  - 8 y  + 287],

                                  2      2
    [[129, 19, 92, 18], [6, -1], x  - 2 y  + 287],

                                 2        2
    [[129, 21, 11, 1], [8, -1], x  - 135 y  - 306],

                                  2       2
    [[129, 21, 23, 13], [3, -1], x  - 45 y  + 7164],

                                  2       2
    [[129, 21, 26, 1], [10, -1], x  - 24 y  - 417],

                                 2       2
    [[129, 21, 33, 3], [8, -1], x  - 15 y  - 306],

                                  2      2
    [[129, 21, 52, 2], [10, -1], x  - 6 y  - 417],

                                  2      2
    [[129, 21, 69, 39], [3, -1], x  - 5 y  + 7164],

                                  2      2
    [[129, 21, 79, 29], [4, -1], x  - 3 y  + 2082],

                                  2      2
    [[129, 23, 91, 15], [6, -1], x  - 2 y  - 79],

                                 2       2
    [[129, 24, 19, 2], [7, -1], x  - 45 y  - 396],

                                 2       2
    [[129, 24, 26, 9], [4, -1], x  - 27 y  + 1611],

                                 2      2
    [[129, 24, 57, 6], [7, -1], x  - 5 y  - 396],

                                  2      2
    [[129, 24, 78, 27], [4, -1], x  - 3 y  + 1611],

                                  2      2
    [[129, 26, 67, 36], [3, -1], x  - 5 y  + 5804],

                                 2       2
    [[129, 27, 15, 2], [6, -1], x  - 72 y  - 441],

                                 2       2
    [[129, 27, 30, 4], [6, -1], x  - 18 y  - 441],

                                 2      2
    [[129, 27, 45, 6], [6, -1], x  - 8 y  - 441],

                                  2      2
    [[129, 27, 77, 25], [4, -1], x  - 3 y  + 1146],

                                  2      2
    [[129, 27, 90, 12], [6, -1], x  - 2 y  - 441],

                                  2      2
    [[129, 30, 76, 23], [4, -1], x  - 3 y  + 687],

                                  2      2
    [[129, 31, 65, 33], [3, -1], x  - 5 y  + 4484],

                                 2      2
    [[129, 31, 89, 9], [6, -1], x  - 2 y  - 799],

                                 2       2
    [[129, 33, 25, 7], [4, -1], x  - 27 y  + 234],

                                  2      2
    [[129, 33, 75, 21], [4, -1], x  - 3 y  + 234],

                                 2      2
    [[129, 35, 44, 3], [6, -1], x  - 8 y  - 1153],

                                 2      2
    [[129, 35, 88, 6], [6, -1], x  - 2 y  - 1153],

                                  2       2
    [[129, 36, 21, 10], [3, -1], x  - 45 y  + 3204],

                                  2      2
    [[129, 36, 63, 30], [3, -1], x  - 5 y  + 3204],

                                  2      2
    [[129, 36, 74, 19], [4, -1], x  - 3 y  - 213],

                                2        2
    [[129, 39, 9, 1], [5, -1], x  - 189 y  - 1332],

                                 2       2
    [[129, 39, 27, 3], [5, -1], x  - 21 y  - 1332],

                                 2       2
    [[129, 39, 29, 1], [6, -1], x  - 18 y  - 1503],

                                  2      2
    [[129, 39, 73, 17], [4, -1], x  - 3 y  - 654],

                                 2      2
    [[129, 39, 87, 3], [6, -1], x  - 2 y  - 1503],

                                  2      2
    [[129, 41, 61, 27], [3, -1], x  - 5 y  + 1964],

                                 2       2
    [[129, 42, 24, 5], [4, -1], x  - 27 y  - 1089],

                                  2      2
    [[129, 42, 72, 15], [4, -1], x  - 3 y  - 1089],

                                  2      2
    [[129, 45, 71, 13], [4, -1], x  - 3 y  - 1518],

                                  2      2
    [[129, 46, 59, 24], [3, -1], x  - 5 y  + 764],

                                  2      2
    [[129, 48, 70, 11], [4, -1], x  - 3 y  - 1941],

                                 2       2
    [[129, 51, 19, 7], [3, -1], x  - 45 y  - 396],

                                 2       2
    [[129, 51, 23, 3], [4, -1], x  - 27 y  - 2358],

                                  2      2
    [[129, 51, 57, 21], [3, -1], x  - 5 y  - 396],

                                 2      2
    [[129, 51, 69, 9], [4, -1], x  - 3 y  - 2358],

                                 2      2
    [[129, 54, 68, 7], [4, -1], x  - 3 y  - 2769],

                                  2      2
    [[129, 56, 55, 18], [3, -1], x  - 5 y  - 1516],

                                 2      2
    [[129, 57, 67, 5], [4, -1], x  - 3 y  - 3174],

                                 2       2
    [[129, 60, 22, 1], [4, -1], x  - 27 y  - 3573],

                                 2      2
    [[129, 60, 66, 3], [4, -1], x  - 3 y  - 3573],

                                  2      2
    [[129, 61, 53, 15], [3, -1], x  - 5 y  - 2596],

                                 2      2
    [[129, 63, 65, 1], [4, -1], x  - 3 y  - 3966],

                                 2       2
    [[129, 66, 17, 4], [3, -1], x  - 45 y  - 3636],

                                  2      2
    [[129, 66, 51, 12], [3, -1], x  - 5 y  - 3636],

                                 2      2
    [[129, 71, 49, 9], [3, -1], x  - 5 y  - 4636],

                                 2      2
    [[129, 76, 47, 6], [3, -1], x  - 5 y  - 5596],

                                 2       2
    [[129, 81, 15, 1], [3, -1], x  - 45 y  - 6516],

                                 2      2
    [[129, 81, 45, 3], [3, -1], x  - 5 y  - 6516],

                                 2       2
    [[130, 2, 23, 1], [34, -1], x  - 32 y  + 28],

                                 2       2
    [[130, 2, 27, 5], [10, -1], x  - 24 y  + 596],

                                 2       2
    [[130, 2, 43, 21], [4, -1], x  - 12 y  + 5288],

                                 2      2
    [[130, 2, 46, 2], [34, -1], x  - 8 y  + 28],

                                  2      2
    [[130, 2, 54, 10], [10, -1], x  - 6 y  + 596],

                                 2      2
    [[130, 2, 86, 42], [4, -1], x  - 3 y  + 5288],

                                 2      2
    [[130, 2, 92, 4], [34, -1], x  - 2 y  + 28],

                                 2      2
    [[130, 2, 97, 31], [6, -1], x  - 2 y  + 1918],

                               2         2
    [[130, 5, 4, 1], [7, -1], x  - 1125 y  + 1100],

                                2        2
    [[130, 5, 12, 3], [7, -1], x  - 125 y  + 1100],

                                2       2
    [[130, 5, 17, 8], [4, -1], x  - 75 y  + 4775],

                                2       2
    [[130, 5, 20, 5], [7, -1], x  - 45 y  + 1100],

                                 2      2
    [[130, 5, 60, 15], [7, -1], x  - 5 y  + 1100],

                                 2      2
    [[130, 5, 76, 49], [3, -1], x  - 5 y  + 11980],

                                 2      2
    [[130, 5, 85, 40], [4, -1], x  - 3 y  + 4775],

                                2       2
    [[130, 6, 24, 7], [6, -1], x  - 32 y  + 1532],

                                 2      2
    [[130, 6, 48, 14], [6, -1], x  - 8 y  + 1532],

                                 2      2
    [[130, 6, 96, 28], [6, -1], x  - 2 y  + 1532],

                                 2       2
    [[130, 8, 42, 19], [4, -1], x  - 12 y  + 4268],

                                 2      2
    [[130, 8, 84, 38], [4, -1], x  - 3 y  + 4268],

                                2         2
    [[130, 10, 3, 1], [5, -1], x  - 2100 y  + 2000],

                                2        2
    [[130, 10, 6, 2], [5, -1], x  - 525 y  + 2000],

                                  2        2
    [[130, 10, 11, 1], [12, -1], x  - 140 y  + 40],

                                  2       2
    [[130, 10, 15, 1], [14, -1], x  - 75 y  - 25],

                                 2       2
    [[130, 10, 15, 5], [5, -1], x  - 84 y  + 2000],

                                 2       2
    [[130, 10, 17, 3], [8, -1], x  - 60 y  + 440],

                                 2       2
    [[130, 10, 19, 5], [6, -1], x  - 50 y  + 1150],

                                  2       2
    [[130, 10, 22, 2], [12, -1], x  - 35 y  + 40],

                                  2       2
    [[130, 10, 29, 1], [18, -1], x  - 20 y  - 80],

                                  2       2
    [[130, 10, 30, 10], [5, -1], x  - 21 y  + 2000],

                                 2       2
    [[130, 10, 34, 6], [8, -1], x  - 15 y  + 440],

                                  2       2
    [[130, 10, 37, 23], [3, -1], x  - 20 y  + 10480],

                                  2      2
    [[130, 10, 58, 2], [18, -1], x  - 5 y  - 80],

                                  2      2
    [[130, 10, 74, 46], [3, -1], x  - 5 y  + 10480],

                                  2      2
    [[130, 10, 75, 5], [14, -1], x  - 3 y  - 25],

                                  2      2
    [[130, 10, 95, 25], [6, -1], x  - 2 y  + 1150],

                                  2      2
    [[130, 11, 49, 2], [16, -1], x  - 7 y  - 93],

                                  2      2
    [[130, 11, 83, 36], [4, -1], x  - 3 y  + 3767],

                                  2        2
    [[130, 13, 12, 1], [11, -1], x  - 117 y  - 52],

                                  2       2
    [[130, 13, 36, 3], [11, -1], x  - 13 y  - 52],

                                  2       2
    [[130, 14, 41, 17], [4, -1], x  - 12 y  + 3272],

                                  2      2
    [[130, 14, 47, 11], [6, -1], x  - 8 y  + 772],

                                  2      2
    [[130, 14, 53, 5], [10, -1], x  - 6 y  - 46],

                                  2      2
    [[130, 14, 82, 34], [4, -1], x  - 3 y  + 3272],

                                  2      2
    [[130, 14, 94, 22], [6, -1], x  - 2 y  + 772],

                                  2      2
    [[130, 15, 72, 43], [3, -1], x  - 5 y  + 9020],

                                  2      2
    [[130, 17, 81, 32], [4, -1], x  - 3 y  + 2783],

                                  2      2
    [[130, 18, 93, 19], [6, -1], x  - 2 y  + 398],

                                2        2
    [[130, 20, 7, 4], [3, -1], x  - 500 y  + 7600],

                                2        2
    [[130, 20, 8, 3], [4, -1], x  - 300 y  + 2300],

                                 2        2
    [[130, 20, 14, 8], [3, -1], x  - 125 y  + 7600],

                                 2       2
    [[130, 20, 16, 6], [4, -1], x  - 75 y  + 2300],

                                 2       2
    [[130, 20, 29, 4], [7, -1], x  - 20 y  - 80],

                                  2       2
    [[130, 20, 35, 20], [3, -1], x  - 20 y  + 7600],

                                  2       2
    [[130, 20, 40, 15], [4, -1], x  - 12 y  + 2300],

                                 2      2
    [[130, 20, 58, 8], [7, -1], x  - 5 y  - 80],

                                  2      2
    [[130, 20, 70, 40], [3, -1], x  - 5 y  + 7600],

                                  2      2
    [[130, 20, 80, 30], [4, -1], x  - 3 y  + 2300],

                                 2       2
    [[130, 22, 23, 4], [6, -1], x  - 32 y  + 28],

                                 2      2
    [[130, 22, 46, 8], [6, -1], x  - 8 y  + 28],

                                  2      2
    [[130, 22, 92, 16], [6, -1], x  - 2 y  + 28],

                                  2      2
    [[130, 23, 79, 28], [4, -1], x  - 3 y  + 1823],

                                 2       2
    [[130, 25, 33, 2], [8, -1], x  - 15 y  - 565],

                                  2      2
    [[130, 25, 68, 37], [3, -1], x  - 5 y  + 6220],

                                2         2
    [[130, 26, 3, 1], [4, -1], x  - 2028 y  + 1352],

                                2        2
    [[130, 26, 6, 2], [4, -1], x  - 507 y  + 1352],

                                2        2
    [[130, 26, 7, 1], [6, -1], x  - 338 y  - 338],

                                  2       2
    [[130, 26, 39, 13], [4, -1], x  - 12 y  + 1352],

                                  2      2
    [[130, 26, 78, 26], [4, -1], x  - 3 y  + 1352],

                                  2      2
    [[130, 26, 91, 13], [6, -1], x  - 2 y  - 338],

                                  2      2
    [[130, 29, 77, 24], [4, -1], x  - 3 y  + 887],

                                2        2
    [[130, 30, 9, 1], [6, -1], x  - 200 y  - 700],

                                 2       2
    [[130, 30, 18, 2], [6, -1], x  - 50 y  - 700],

                                  2       2
    [[130, 30, 33, 17], [3, -1], x  - 20 y  + 4880],

                                 2      2
    [[130, 30, 45, 5], [6, -1], x  - 8 y  - 700],

                                  2      2
    [[130, 30, 66, 34], [3, -1], x  - 5 y  + 4880],

                                  2      2
    [[130, 30, 90, 10], [6, -1], x  - 2 y  - 700],

                                 2       2
    [[130, 31, 28, 5], [5, -1], x  - 21 y  - 436],

                                  2       2
    [[130, 32, 38, 11], [4, -1], x  - 12 y  + 428],

                                  2      2
    [[130, 32, 76, 22], [4, -1], x  - 3 y  + 428],

                                 2      2
    [[130, 34, 89, 7], [6, -1], x  - 2 y  - 1058],

                                 2       2
    [[130, 35, 15, 4], [4, -1], x  - 75 y  - 25],

                                 2      2
    [[130, 35, 56, 1], [7, -1], x  - 5 y  - 1220],

                                  2      2
    [[130, 35, 64, 31], [3, -1], x  - 5 y  + 3580],

                                  2      2
    [[130, 35, 75, 20], [4, -1], x  - 3 y  - 25],

                                 2       2
    [[130, 38, 22, 1], [6, -1], x  - 32 y  - 1412],

                                 2       2
    [[130, 38, 37, 9], [4, -1], x  - 12 y  - 472],

                                 2      2
    [[130, 38, 44, 2], [6, -1], x  - 8 y  - 1412],

                                  2      2
    [[130, 38, 74, 18], [4, -1], x  - 3 y  - 472],

                                 2      2
    [[130, 38, 88, 4], [6, -1], x  - 2 y  - 1412],

                                  2       2
    [[130, 40, 31, 14], [3, -1], x  - 20 y  + 2320],

                                  2      2
    [[130, 40, 62, 28], [3, -1], x  - 5 y  + 2320],

                                  2      2
    [[130, 41, 73, 16], [4, -1], x  - 3 y  - 913],

                                 2      2
    [[130, 42, 87, 1], [6, -1], x  - 2 y  - 1762],

                                 2       2
    [[130, 44, 36, 7], [4, -1], x  - 12 y  - 1348],

                                  2      2
    [[130, 44, 72, 14], [4, -1], x  - 3 y  - 1348],

                                 2        2
    [[130, 45, 12, 5], [3, -1], x  - 125 y  + 1100],

                                  2      2
    [[130, 45, 60, 25], [3, -1], x  - 5 y  + 1100],

                                  2      2
    [[130, 47, 71, 12], [4, -1], x  - 3 y  - 1777],

                                2        2
    [[130, 50, 7, 1], [4, -1], x  - 300 y  - 2200],

                                 2       2
    [[130, 50, 14, 2], [4, -1], x  - 75 y  - 2200],

                                  2       2
    [[130, 50, 29, 11], [3, -1], x  - 20 y  - 80],

                                 2       2
    [[130, 50, 35, 5], [4, -1], x  - 12 y  - 2200],

                                  2      2
    [[130, 50, 58, 22], [3, -1], x  - 5 y  - 80],

                                  2      2
    [[130, 50, 70, 10], [4, -1], x  - 3 y  - 2200],

                                 2      2
    [[130, 53, 69, 8], [4, -1], x  - 3 y  - 2617],

                                  2      2
    [[130, 55, 56, 19], [3, -1], x  - 5 y  - 1220],

                                 2       2
    [[130, 56, 34, 3], [4, -1], x  - 12 y  - 3028],

                                 2      2
    [[130, 56, 68, 6], [4, -1], x  - 3 y  - 3028],

                                 2      2
    [[130, 59, 67, 4], [4, -1], x  - 3 y  - 3433],

                                 2       2
    [[130, 60, 27, 8], [3, -1], x  - 20 y  - 2320],

                                  2      2
    [[130, 60, 54, 16], [3, -1], x  - 5 y  - 2320],

                                 2       2
    [[130, 62, 33, 1], [4, -1], x  - 12 y  - 3832],

                                 2      2
    [[130, 62, 66, 2], [4, -1], x  - 3 y  - 3832],

                                2        2
    [[130, 65, 4, 1], [3, -1], x  - 845 y  - 3380],

                                  2      2
    [[130, 65, 52, 13], [3, -1], x  - 5 y  - 3380],

                                2        2
    [[130, 70, 5, 1], [3, -1], x  - 500 y  - 4400],

                                 2        2
    [[130, 70, 10, 2], [3, -1], x  - 125 y  - 4400],

                                 2       2
    [[130, 70, 25, 5], [3, -1], x  - 20 y  - 4400],

                                  2      2
    [[130, 70, 50, 10], [3, -1], x  - 5 y  - 4400],

                                 2      2
    [[130, 75, 48, 7], [3, -1], x  - 5 y  - 5380],

                                 2       2
    [[130, 80, 23, 2], [3, -1], x  - 20 y  - 6320],

                                 2      2
    [[130, 80, 46, 4], [3, -1], x  - 5 y  - 6320],

                                 2      2
    [[130, 85, 44, 1], [3, -1], x  - 5 y  - 7220],

                                 2        2
    [[131, 1, 12, 1], [22, -1], x  - 120 y  + 119],

                                 2       2
    [[131, 1, 24, 2], [22, -1], x  - 30 y  + 119],

                                 2      2
    [[131, 1, 49, 16], [6, -1], x  - 8 y  + 2047],

                                 2      2
    [[131, 1, 61, 17], [7, -1], x  - 5 y  + 1444],

                                 2      2
    [[131, 1, 87, 43], [4, -1], x  - 3 y  + 5546],

                                 2      2
    [[131, 1, 98, 32], [6, -1], x  - 2 y  + 2047],

                                 2       2
    [[131, 2, 31, 12], [5, -1], x  - 21 y  + 3020],

                                 2      2
    [[131, 4, 77, 50], [3, -1], x  - 5 y  + 12484],

                                 2      2
    [[131, 4, 86, 41], [4, -1], x  - 3 y  + 5027],

                                 2       2
    [[131, 5, 19, 2], [14, -1], x  - 48 y  + 167],

                                 2       2
    [[131, 5, 35, 1], [30, -1], x  - 14 y  - 11],

                                 2       2
    [[131, 5, 38, 4], [14, -1], x  - 12 y  + 167],

                                 2      2
    [[131, 5, 76, 8], [14, -1], x  - 3 y  + 167],

                                 2      2
    [[131, 5, 97, 29], [6, -1], x  - 2 y  + 1657],

                                 2       2
    [[131, 7, 27, 4], [10, -1], x  - 24 y  + 335],

                                 2      2
    [[131, 7, 54, 8], [10, -1], x  - 6 y  + 335],

                                 2      2
    [[131, 7, 85, 39], [4, -1], x  - 3 y  + 4514],

                                 2      2
    [[131, 9, 48, 13], [6, -1], x  - 8 y  + 1271],

                                 2      2
    [[131, 9, 75, 47], [3, -1], x  - 5 y  + 10964],

                                 2      2
    [[131, 9, 96, 26], [6, -1], x  - 2 y  + 1271],

                                  2      2
    [[131, 10, 84, 37], [4, -1], x  - 3 y  + 4007],

                                 2       2
    [[131, 12, 15, 2], [9, -1], x  - 77 y  + 164],

                                  2      2
    [[131, 13, 83, 35], [4, -1], x  - 3 y  + 3506],

                                  2      2
    [[131, 13, 95, 23], [6, -1], x  - 2 y  + 889],

                                 2       2
    [[131, 14, 34, 5], [8, -1], x  - 15 y  + 179],

                                  2      2
    [[131, 14, 73, 44], [3, -1], x  - 5 y  + 9484],

                                  2       2
    [[131, 16, 22, 1], [12, -1], x  - 35 y  - 221],

                                  2      2
    [[131, 16, 59, 10], [7, -1], x  - 5 y  + 244],

                                  2      2
    [[131, 16, 82, 33], [4, -1], x  - 3 y  + 3011],

                                  2      2
    [[131, 17, 47, 10], [6, -1], x  - 8 y  + 511],

                                  2      2
    [[131, 17, 75, 1], [14, -1], x  - 3 y  - 286],

                                  2      2
    [[131, 17, 94, 20], [6, -1], x  - 2 y  + 511],

                                  2      2
    [[131, 19, 53, 3], [10, -1], x  - 6 y  - 307],

                                  2      2
    [[131, 19, 71, 41], [3, -1], x  - 5 y  + 8044],

                                  2      2
    [[131, 19, 81, 31], [4, -1], x  - 3 y  + 2522],

                                  2      2
    [[131, 21, 93, 17], [6, -1], x  - 2 y  + 137],

                                  2      2
    [[131, 22, 80, 29], [4, -1], x  - 3 y  + 2039],

                                 2       2
    [[131, 23, 29, 7], [5, -1], x  - 21 y  + 500],

                                  2      2
    [[131, 24, 69, 38], [3, -1], x  - 5 y  + 6644],

                                 2      2
    [[131, 25, 46, 7], [6, -1], x  - 8 y  - 233],

                                  2      2
    [[131, 25, 79, 27], [4, -1], x  - 3 y  + 1562],

                                  2      2
    [[131, 25, 92, 14], [6, -1], x  - 2 y  - 233],

                                  2      2
    [[131, 28, 78, 25], [4, -1], x  - 3 y  + 1091],

                                 2       2
    [[131, 29, 33, 1], [8, -1], x  - 15 y  - 826],

                                  2      2
    [[131, 29, 67, 35], [3, -1], x  - 5 y  + 5284],

                                  2      2
    [[131, 29, 91, 11], [6, -1], x  - 2 y  - 599],

                                 2       2
    [[131, 31, 19, 1], [7, -1], x  - 45 y  - 916],

                                 2      2
    [[131, 31, 57, 3], [7, -1], x  - 5 y  - 916],

                                  2      2
    [[131, 31, 77, 23], [4, -1], x  - 3 y  + 626],

                                 2      2
    [[131, 33, 45, 4], [6, -1], x  - 8 y  - 961],

                                 2      2
    [[131, 33, 90, 8], [6, -1], x  - 2 y  - 961],

                                  2      2
    [[131, 34, 65, 32], [3, -1], x  - 5 y  + 3964],

                                  2      2
    [[131, 34, 76, 21], [4, -1], x  - 3 y  + 167],

                                  2      2
    [[131, 37, 75, 19], [4, -1], x  - 3 y  - 286],

                                 2      2
    [[131, 37, 89, 5], [6, -1], x  - 2 y  - 1319],

                                  2      2
    [[131, 39, 63, 29], [3, -1], x  - 5 y  + 2684],

                                  2      2
    [[131, 40, 74, 17], [4, -1], x  - 3 y  - 733],

                                 2      2
    [[131, 41, 44, 1], [6, -1], x  - 8 y  - 1673],

                                 2      2
    [[131, 41, 88, 2], [6, -1], x  - 2 y  - 1673],

                                  2      2
    [[131, 43, 73, 15], [4, -1], x  - 3 y  - 1174],

                                 2       2
    [[131, 44, 27, 2], [5, -1], x  - 21 y  - 1852],

                                  2      2
    [[131, 44, 61, 26], [3, -1], x  - 5 y  + 1444],

                                  2      2
    [[131, 46, 72, 13], [4, -1], x  - 3 y  - 1609],

                                  2      2
    [[131, 49, 59, 23], [3, -1], x  - 5 y  + 244],

                                  2      2
    [[131, 49, 71, 11], [4, -1], x  - 3 y  - 2038],

                                 2      2
    [[131, 52, 70, 9], [4, -1], x  - 3 y  - 2461],

                                  2      2
    [[131, 54, 57, 20], [3, -1], x  - 5 y  - 916],

                                 2      2
    [[131, 55, 69, 7], [4, -1], x  - 3 y  - 2878],

                                 2      2
    [[131, 58, 68, 5], [4, -1], x  - 3 y  - 3289],

                                  2      2
    [[131, 59, 55, 17], [3, -1], x  - 5 y  - 2036],

                                 2      2
    [[131, 61, 67, 3], [4, -1], x  - 3 y  - 3694],

                                  2      2
    [[131, 64, 53, 14], [3, -1], x  - 5 y  - 3116],

                                 2      2
    [[131, 64, 66, 1], [4, -1], x  - 3 y  - 4093],

                                  2      2
    [[131, 69, 51, 11], [3, -1], x  - 5 y  - 4156],

                                 2      2
    [[131, 74, 49, 8], [3, -1], x  - 5 y  - 5156],

                                 2      2
    [[131, 79, 47, 5], [3, -1], x  - 5 y  - 6116],

                                 2      2
    [[131, 84, 45, 2], [3, -1], x  - 5 y  - 7036],

                                 2       2
    [[132, 3, 26, 17], [3, -1], x  - 45 y  + 12996],

                                 2       2
    [[132, 3, 29, 14], [4, -1], x  - 27 y  + 5283],

                                2       2
    [[132, 3, 35, 8], [8, -1], x  - 15 y  + 951],

                                 2      2
    [[132, 3, 78, 51], [3, -1], x  - 5 y  + 12996],

                                 2      2
    [[132, 3, 87, 42], [4, -1], x  - 3 y  + 5283],

                                 2      2
    [[132, 4, 49, 15], [6, -1], x  - 8 y  + 1784],

                                 2      2
    [[132, 4, 98, 30], [6, -1], x  - 2 y  + 1784],

                                 2       2
    [[132, 6, 25, 2], [16, -1], x  - 28 y  + 76],

                                 2       2
    [[132, 6, 43, 20], [4, -1], x  - 12 y  + 4764],

                                 2      2
    [[132, 6, 50, 4], [16, -1], x  - 7 y  + 76],

                                 2      2
    [[132, 6, 86, 40], [4, -1], x  - 3 y  + 4764],

                                 2       2
    [[132, 8, 19, 12], [3, -1], x  - 80 y  + 11456],

                                 2       2
    [[132, 8, 38, 24], [3, -1], x  - 20 y  + 11456],

                                 2      2
    [[132, 8, 59, 3], [18, -1], x  - 5 y  - 19],

                                 2      2
    [[132, 8, 76, 48], [3, -1], x  - 5 y  + 11456],

                                 2      2
    [[132, 8, 97, 27], [6, -1], x  - 2 y  + 1394],

                                 2      2
    [[132, 9, 85, 38], [4, -1], x  - 3 y  + 4251],

                                2         2
    [[132, 12, 4, 1], [6, -1], x  - 1152 y  + 1008],

                                2        2
    [[132, 12, 5, 1], [7, -1], x  - 720 y  + 576],

                                2        2
    [[132, 12, 7, 3], [4, -1], x  - 432 y  + 3744],

                                2        2
    [[132, 12, 8, 2], [6, -1], x  - 288 y  + 1008],

                                 2        2
    [[132, 12, 9, 1], [10, -1], x  - 216 y  + 72],

                                 2        2
    [[132, 12, 10, 2], [7, -1], x  - 180 y  + 576],

                                 2        2
    [[132, 12, 12, 3], [6, -1], x  - 128 y  + 1008],

                                 2        2
    [[132, 12, 14, 6], [4, -1], x  - 108 y  + 3744],

                                 2       2
    [[132, 12, 15, 3], [7, -1], x  - 80 y  + 576],

                                 2       2
    [[132, 12, 16, 4], [6, -1], x  - 72 y  + 1008],

                                  2       2
    [[132, 12, 18, 2], [10, -1], x  - 54 y  + 72],

                                  2       2
    [[132, 12, 19, 1], [14, -1], x  - 48 y  - 96],

                                 2       2
    [[132, 12, 20, 4], [7, -1], x  - 45 y  + 576],

                                 2       2
    [[132, 12, 21, 9], [4, -1], x  - 48 y  + 3744],

                                 2       2
    [[132, 12, 24, 6], [6, -1], x  - 32 y  + 1008],

                                  2       2
    [[132, 12, 27, 3], [10, -1], x  - 24 y  + 72],

                                  2       2
    [[132, 12, 28, 12], [4, -1], x  - 27 y  + 3744],

                                 2       2
    [[132, 12, 30, 6], [7, -1], x  - 20 y  + 576],

                                 2       2
    [[132, 12, 32, 8], [6, -1], x  - 18 y  + 1008],

                                  2       2
    [[132, 12, 38, 2], [14, -1], x  - 12 y  - 96],

                                  2       2
    [[132, 12, 42, 18], [4, -1], x  - 12 y  + 3744],

                                  2      2
    [[132, 12, 48, 12], [6, -1], x  - 8 y  + 1008],

                                  2      2
    [[132, 12, 54, 6], [10, -1], x  - 6 y  + 72],

                                  2      2
    [[132, 12, 60, 12], [7, -1], x  - 5 y  + 576],

                                  2      2
    [[132, 12, 76, 4], [14, -1], x  - 3 y  - 96],

                                  2      2
    [[132, 12, 84, 36], [4, -1], x  - 3 y  + 3744],

                                  2      2
    [[132, 12, 96, 24], [6, -1], x  - 2 y  + 1008],

                                  2      2
    [[132, 13, 74, 45], [3, -1], x  - 5 y  + 9956],

                                 2        2
    [[132, 15, 10, 3], [5, -1], x  - 189 y  + 1476],

                                 2       2
    [[132, 15, 30, 9], [5, -1], x  - 21 y  + 1476],

                                  2      2
    [[132, 15, 83, 34], [4, -1], x  - 3 y  + 3243],

                                  2      2
    [[132, 16, 95, 21], [6, -1], x  - 2 y  + 626],

                                 2        2
    [[132, 18, 12, 7], [3, -1], x  - 180 y  + 8496],

                                 2       2
    [[132, 18, 17, 2], [8, -1], x  - 60 y  - 84],

                                  2       2
    [[132, 18, 24, 14], [3, -1], x  - 45 y  + 8496],

                                 2       2
    [[132, 18, 34, 4], [8, -1], x  - 15 y  - 84],

                                  2       2
    [[132, 18, 36, 21], [3, -1], x  - 20 y  + 8496],

                                  2       2
    [[132, 18, 41, 16], [4, -1], x  - 12 y  + 2748],

                                  2      2
    [[132, 18, 72, 42], [3, -1], x  - 5 y  + 8496],

                                  2      2
    [[132, 18, 82, 32], [4, -1], x  - 3 y  + 2748],

                                 2      2
    [[132, 20, 47, 9], [6, -1], x  - 8 y  + 248],

                                  2      2
    [[132, 20, 94, 18], [6, -1], x  - 2 y  + 248],

                                  2       2
    [[132, 21, 27, 10], [4, -1], x  - 27 y  + 2259],

                                  2      2
    [[132, 21, 81, 30], [4, -1], x  - 3 y  + 2259],

                                  2      2
    [[132, 23, 70, 39], [3, -1], x  - 5 y  + 7076],

                                 2       2
    [[132, 24, 20, 7], [4, -1], x  - 48 y  + 1776],

                                 2       2
    [[132, 24, 31, 5], [6, -1], x  - 18 y  - 126],

                                  2       2
    [[132, 24, 40, 14], [4, -1], x  - 12 y  + 1776],

                                  2      2
    [[132, 24, 53, 1], [10, -1], x  - 6 y  - 570],

                                  2      2
    [[132, 24, 80, 28], [4, -1], x  - 3 y  + 1776],

                                  2      2
    [[132, 24, 93, 15], [6, -1], x  - 2 y  - 126],

                                 2      2
    [[132, 27, 58, 5], [7, -1], x  - 5 y  - 604],

                                  2      2
    [[132, 27, 79, 26], [4, -1], x  - 3 y  + 1299],

                                 2       2
    [[132, 28, 17, 9], [3, -1], x  - 80 y  + 5696],

                                 2       2
    [[132, 28, 23, 3], [6, -1], x  - 32 y  - 496],

                                  2       2
    [[132, 28, 34, 18], [3, -1], x  - 20 y  + 5696],

                                 2      2
    [[132, 28, 46, 6], [6, -1], x  - 8 y  - 496],

                                  2      2
    [[132, 28, 68, 36], [3, -1], x  - 5 y  + 5696],

                                  2      2
    [[132, 28, 92, 12], [6, -1], x  - 2 y  - 496],

                                 2        2
    [[132, 30, 13, 4], [4, -1], x  - 108 y  + 828],

                                 2       2
    [[132, 30, 26, 8], [4, -1], x  - 27 y  + 828],

                                  2       2
    [[132, 30, 39, 12], [4, -1], x  - 12 y  + 828],

                                  2      2
    [[132, 30, 78, 24], [4, -1], x  - 3 y  + 828],

                                 2      2
    [[132, 32, 91, 9], [6, -1], x  - 2 y  - 862],

                                2         2
    [[132, 33, 2, 1], [3, -1], x  - 5445 y  + 4356],

                                2        2
    [[132, 33, 6, 3], [3, -1], x  - 605 y  + 4356],

                                2        2
    [[132, 33, 7, 2], [4, -1], x  - 363 y  + 363],

                                  2       2
    [[132, 33, 22, 11], [3, -1], x  - 45 y  + 4356],

                                  2      2
    [[132, 33, 66, 33], [3, -1], x  - 5 y  + 4356],

                                  2      2
    [[132, 33, 77, 22], [4, -1], x  - 3 y  + 363],

                                2        2
    [[132, 36, 7, 1], [5, -1], x  - 336 y  - 960],

                                 2       2
    [[132, 36, 14, 2], [5, -1], x  - 84 y  - 960],

                                 2       2
    [[132, 36, 15, 1], [6, -1], x  - 72 y  - 1224],

                                 2       2
    [[132, 36, 19, 5], [4, -1], x  - 48 y  - 96],

                                 2       2
    [[132, 36, 28, 4], [5, -1], x  - 21 y  - 960],

                                 2       2
    [[132, 36, 30, 2], [6, -1], x  - 18 y  - 1224],

                                  2       2
    [[132, 36, 38, 10], [4, -1], x  - 12 y  - 96],

                                 2      2
    [[132, 36, 45, 3], [6, -1], x  - 8 y  - 1224],

                                  2      2
    [[132, 36, 76, 20], [4, -1], x  - 3 y  - 96],

                                 2      2
    [[132, 36, 90, 6], [6, -1], x  - 2 y  - 1224],

                                  2       2
    [[132, 38, 32, 15], [3, -1], x  - 20 y  + 3056],

                                  2      2
    [[132, 38, 64, 30], [3, -1], x  - 5 y  + 3056],

                                 2       2
    [[132, 39, 25, 6], [4, -1], x  - 27 y  - 549],

                                  2      2
    [[132, 39, 75, 18], [4, -1], x  - 3 y  - 549],

                                 2      2
    [[132, 40, 89, 3], [6, -1], x  - 2 y  - 1582],

                                 2       2
    [[132, 42, 37, 8], [4, -1], x  - 12 y  - 996],

                                  2      2
    [[132, 42, 74, 16], [4, -1], x  - 3 y  - 996],

                                  2      2
    [[132, 43, 62, 27], [3, -1], x  - 5 y  + 1796],

                                  2      2
    [[132, 45, 73, 14], [4, -1], x  - 3 y  - 1437],

                                2        2
    [[132, 48, 5, 2], [3, -1], x  - 720 y  + 576],

                                2        2
    [[132, 48, 6, 1], [4, -1], x  - 432 y  - 1872],

                                 2        2
    [[132, 48, 10, 4], [3, -1], x  - 180 y  + 576],

                                 2        2
    [[132, 48, 12, 2], [4, -1], x  - 108 y  - 1872],

                                 2       2
    [[132, 48, 15, 6], [3, -1], x  - 80 y  + 576],

                                 2       2
    [[132, 48, 18, 3], [4, -1], x  - 48 y  - 1872],

                                 2       2
    [[132, 48, 20, 8], [3, -1], x  - 45 y  + 576],

                                 2       2
    [[132, 48, 24, 4], [4, -1], x  - 27 y  - 1872],

                                  2       2
    [[132, 48, 30, 12], [3, -1], x  - 20 y  + 576],

                                 2       2
    [[132, 48, 36, 6], [4, -1], x  - 12 y  - 1872],

                                  2      2
    [[132, 48, 60, 24], [3, -1], x  - 5 y  + 576],

                                  2      2
    [[132, 48, 72, 12], [4, -1], x  - 3 y  - 1872],

                                  2      2
    [[132, 51, 71, 10], [4, -1], x  - 3 y  - 2301],

                                  2      2
    [[132, 53, 58, 21], [3, -1], x  - 5 y  - 604],

                                 2       2
    [[132, 54, 35, 4], [4, -1], x  - 12 y  - 2724],

                                 2      2
    [[132, 54, 70, 8], [4, -1], x  - 3 y  - 2724],

                                 2       2
    [[132, 57, 23, 2], [4, -1], x  - 27 y  - 3141],

                                 2      2
    [[132, 57, 69, 6], [4, -1], x  - 3 y  - 3141],

                                 2       2
    [[132, 58, 28, 9], [3, -1], x  - 20 y  - 1744],

                                  2      2
    [[132, 58, 56, 18], [3, -1], x  - 5 y  - 1744],

                                 2       2
    [[132, 60, 17, 1], [4, -1], x  - 48 y  - 3552],

                                 2       2
    [[132, 60, 34, 2], [4, -1], x  - 12 y  - 3552],

                                 2      2
    [[132, 60, 68, 4], [4, -1], x  - 3 y  - 3552],

                                 2       2
    [[132, 63, 18, 5], [3, -1], x  - 45 y  - 2844],

                                  2      2
    [[132, 63, 54, 15], [3, -1], x  - 5 y  - 2844],

                                 2      2
    [[132, 63, 67, 2], [4, -1], x  - 3 y  - 3957],

                                 2       2
    [[132, 68, 13, 3], [3, -1], x  - 80 y  - 3904],

                                 2       2
    [[132, 68, 26, 6], [3, -1], x  - 20 y  - 3904],

                                  2      2
    [[132, 68, 52, 12], [3, -1], x  - 5 y  - 3904],

                                 2      2
    [[132, 73, 50, 9], [3, -1], x  - 5 y  - 4924],

                                2        2
    [[132, 78, 8, 1], [3, -1], x  - 180 y  - 5904],

                                 2       2
    [[132, 78, 16, 2], [3, -1], x  - 45 y  - 5904],

                                 2       2
    [[132, 78, 24, 3], [3, -1], x  - 20 y  - 5904],

                                 2      2
    [[132, 78, 48, 6], [3, -1], x  - 5 y  - 5904],

                                 2      2
    [[132, 83, 46, 3], [3, -1], x  - 5 y  - 6844],

                                 2      2
    [[133, 2, 79, 52], [3, -1], x  - 5 y  + 13516],

                                 2      2
    [[133, 2, 88, 43], [4, -1], x  - 3 y  + 5543],

                                2        2
    [[133, 3, 9, 1], [15, -1], x  - 221 y  + 212],

                                 2      2
    [[133, 3, 99, 31], [6, -1], x  - 2 y  + 1913],

                                 2      2
    [[133, 5, 47, 1], [34, -1], x  - 8 y  - 17],

                                 2      2
    [[133, 5, 55, 9], [10, -1], x  - 6 y  + 461],

                                 2      2
    [[133, 5, 87, 41], [4, -1], x  - 3 y  + 5018],

                                 2      2
    [[133, 5, 94, 2], [34, -1], x  - 2 y  - 17],

                               2        2
    [[133, 7, 5, 1], [8, -1], x  - 735 y  + 686],

                               2        2
    [[133, 7, 7, 2], [6, -1], x  - 392 y  + 1519],

                                 2        2
    [[133, 7, 11, 1], [14, -1], x  - 147 y  + 98],

                                2        2
    [[133, 7, 11, 7], [3, -1], x  - 245 y  + 11956],

                                2       2
    [[133, 7, 14, 4], [6, -1], x  - 98 y  + 1519],

                                 2       2
    [[133, 7, 29, 1], [23, -1], x  - 21 y  - 28],

                                 2       2
    [[133, 7, 31, 11], [5, -1], x  - 21 y  + 2492],

                                2       2
    [[133, 7, 35, 7], [8, -1], x  - 15 y  + 686],

                                 2      2
    [[133, 7, 49, 14], [6, -1], x  - 8 y  + 1519],

                                 2      2
    [[133, 7, 77, 7], [14, -1], x  - 3 y  + 98],

                                 2      2
    [[133, 7, 77, 49], [3, -1], x  - 5 y  + 11956],

                                 2      2
    [[133, 7, 98, 28], [6, -1], x  - 2 y  + 1519],

                                 2      2
    [[133, 8, 61, 14], [7, -1], x  - 5 y  + 916],

                                 2      2
    [[133, 8, 86, 39], [4, -1], x  - 3 y  + 4499],

                                  2       2
    [[133, 10, 37, 4], [11, -1], x  - 13 y  + 108],

                                  2       2
    [[133, 10, 40, 1], [20, -1], x  - 11 y  - 89],

                                  2      2
    [[133, 11, 85, 37], [4, -1], x  - 3 y  + 3986],

                                  2      2
    [[133, 11, 97, 25], [6, -1], x  - 2 y  + 1129],

                                  2      2
    [[133, 12, 75, 46], [3, -1], x  - 5 y  + 10436],

                                 2        2
    [[133, 14, 12, 5], [4, -1], x  - 147 y  + 3479],

                                  2      2
    [[133, 14, 50, 1], [16, -1], x  - 7 y  - 189],

                                  2      2
    [[133, 14, 84, 35], [4, -1], x  - 3 y  + 3479],

                                  2      2
    [[133, 15, 48, 11], [6, -1], x  - 8 y  + 743],

                                  2      2
    [[133, 15, 96, 22], [6, -1], x  - 2 y  + 743],

                                  2       2
    [[133, 17, 27, 2], [10, -1], x  - 24 y  - 193],

                                  2      2
    [[133, 17, 54, 4], [10, -1], x  - 6 y  - 193],

                                  2      2
    [[133, 17, 73, 43], [3, -1], x  - 5 y  + 8956],

                                  2      2
    [[133, 17, 83, 33], [4, -1], x  - 3 y  + 2978],

                                2        2
    [[133, 19, 5, 1], [6, -1], x  - 722 y  + 361],

                                  2      2
    [[133, 19, 95, 19], [6, -1], x  - 2 y  + 361],

                                  2      2
    [[133, 20, 82, 31], [4, -1], x  - 3 y  + 2483],

                                 2       2
    [[133, 21, 15, 1], [9, -1], x  - 77 y  - 364],

                                 2       2
    [[133, 22, 34, 3], [8, -1], x  - 15 y  - 349],

                                  2      2
    [[133, 22, 71, 40], [3, -1], x  - 5 y  + 7516],

                                 2      2
    [[133, 23, 47, 8], [6, -1], x  - 8 y  - 17],

                                 2      2
    [[133, 23, 59, 7], [7, -1], x  - 5 y  - 284],

                                  2      2
    [[133, 23, 81, 29], [4, -1], x  - 3 y  + 1994],

                                  2      2
    [[133, 23, 94, 16], [6, -1], x  - 2 y  - 17],

                                  2      2
    [[133, 26, 80, 27], [4, -1], x  - 3 y  + 1511],

                                  2      2
    [[133, 27, 69, 37], [3, -1], x  - 5 y  + 6116],

                                  2      2
    [[133, 27, 93, 13], [6, -1], x  - 2 y  - 391],

                                 2       2
    [[133, 28, 29, 6], [5, -1], x  - 21 y  - 28],

                                  2      2
    [[133, 29, 79, 25], [4, -1], x  - 3 y  + 1034],

                                 2      2
    [[133, 31, 46, 5], [6, -1], x  - 8 y  - 761],

                                  2      2
    [[133, 31, 92, 10], [6, -1], x  - 2 y  - 761],

                                  2      2
    [[133, 32, 67, 34], [3, -1], x  - 5 y  + 4756],

                                  2      2
    [[133, 32, 78, 23], [4, -1], x  - 3 y  + 563],

                                 2        2
    [[133, 35, 11, 3], [4, -1], x  - 147 y  + 98],

                                 2       2
    [[133, 35, 13, 1], [6, -1], x  - 98 y  - 1127],

                                  2      2
    [[133, 35, 77, 21], [4, -1], x  - 3 y  + 98],

                                 2      2
    [[133, 35, 91, 7], [6, -1], x  - 2 y  - 1127],

                                  2      2
    [[133, 37, 65, 31], [3, -1], x  - 5 y  + 3436],

                                2         2
    [[133, 38, 4, 1], [4, -1], x  - 1083 y  - 361],

                                  2      2
    [[133, 38, 76, 19], [4, -1], x  - 3 y  - 361],

                                 2      2
    [[133, 39, 45, 2], [6, -1], x  - 8 y  - 1489],

                                 2      2
    [[133, 39, 90, 4], [6, -1], x  - 2 y  - 1489],

                                  2      2
    [[133, 41, 75, 17], [4, -1], x  - 3 y  - 814],

                                2        2
    [[133, 42, 9, 4], [3, -1], x  - 245 y  + 2156],

                                  2      2
    [[133, 42, 63, 28], [3, -1], x  - 5 y  + 2156],

                                 2      2
    [[133, 43, 89, 1], [6, -1], x  - 2 y  - 1847],

                                  2      2
    [[133, 44, 74, 15], [4, -1], x  - 3 y  - 1261],

                                  2      2
    [[133, 47, 61, 25], [3, -1], x  - 5 y  + 916],

                                  2      2
    [[133, 47, 73, 13], [4, -1], x  - 3 y  - 1702],

                                 2       2
    [[133, 49, 27, 1], [5, -1], x  - 21 y  - 2380],

                                  2      2
    [[133, 50, 72, 11], [4, -1], x  - 3 y  - 2137],

                                  2      2
    [[133, 52, 59, 22], [3, -1], x  - 5 y  - 284],

                                 2      2
    [[133, 53, 71, 9], [4, -1], x  - 3 y  - 2566],

                                 2        2
    [[133, 56, 10, 1], [4, -1], x  - 147 y  - 2989],

                                 2      2
    [[133, 56, 70, 7], [4, -1], x  - 3 y  - 2989],

                                2         2
    [[133, 57, 3, 1], [3, -1], x  - 1805 y  - 1444],

                                  2      2
    [[133, 57, 57, 19], [3, -1], x  - 5 y  - 1444],

                                 2      2
    [[133, 59, 69, 5], [4, -1], x  - 3 y  - 3406],

                                  2      2
    [[133, 62, 55, 16], [3, -1], x  - 5 y  - 2564],

                                 2      2
    [[133, 62, 68, 3], [4, -1], x  - 3 y  - 3817],

                                 2      2
    [[133, 65, 67, 1], [4, -1], x  - 3 y  - 4222],

                                  2      2
    [[133, 67, 53, 13], [3, -1], x  - 5 y  - 3644],

                                  2      2
    [[133, 72, 51, 10], [3, -1], x  - 5 y  - 4684],

                                2        2
    [[133, 77, 7, 1], [3, -1], x  - 245 y  - 5684],

                                 2      2
    [[133, 77, 49, 7], [3, -1], x  - 5 y  - 5684],

                                 2      2
    [[133, 82, 47, 4], [3, -1], x  - 5 y  - 6644],

                                 2      2
    [[133, 87, 45, 1], [3, -1], x  - 5 y  - 7564],

                                 2       2
    [[134, 1, 17, 2], [16, -1], x  - 63 y  + 251],

                                 2      2
    [[134, 1, 51, 6], [16, -1], x  - 7 y  + 251],

                                 2      2
    [[134, 1, 80, 53], [3, -1], x  - 5 y  + 14044],

                                 2      2
    [[134, 1, 89, 44], [4, -1], x  - 3 y  + 5807],

                                2       2
    [[134, 2, 25, 8], [6, -1], x  - 32 y  + 2044],

                                 2       2
    [[134, 2, 39, 5], [14, -1], x  - 12 y  + 296],

                                 2      2
    [[134, 2, 50, 16], [6, -1], x  - 8 y  + 2044],

                                  2      2
    [[134, 2, 78, 10], [14, -1], x  - 3 y  + 296],

                                  2      2
    [[134, 2, 100, 32], [6, -1], x  - 2 y  + 2044],

                                2       2
    [[134, 4, 31, 8], [7, -1], x  - 20 y  + 1264],

                                 2       2
    [[134, 4, 44, 21], [4, -1], x  - 12 y  + 5276],

                                 2      2
    [[134, 4, 62, 16], [7, -1], x  - 5 y  + 1264],

                                 2      2
    [[134, 4, 88, 42], [4, -1], x  - 3 y  + 5276],

                                 2       2
    [[134, 6, 15, 1], [18, -1], x  - 80 y  + 44],

                                 2       2
    [[134, 6, 30, 2], [18, -1], x  - 20 y  + 44],

                                 2       2
    [[134, 6, 39, 25], [3, -1], x  - 20 y  + 12464],

                                 2      2
    [[134, 6, 60, 4], [18, -1], x  - 5 y  + 44],

                                 2      2
    [[134, 6, 78, 50], [3, -1], x  - 5 y  + 12464],

                                 2      2
    [[134, 6, 99, 29], [6, -1], x  - 2 y  + 1646],

                                 2      2
    [[134, 7, 87, 40], [4, -1], x  - 3 y  + 4751],

                                  2       2
    [[134, 10, 43, 19], [4, -1], x  - 12 y  + 4232],

                                  2      2
    [[134, 10, 49, 13], [6, -1], x  - 8 y  + 1252],

                                  2      2
    [[134, 10, 55, 7], [10, -1], x  - 6 y  + 194],

                                  2      2
    [[134, 10, 86, 38], [4, -1], x  - 3 y  + 4232],

                                  2      2
    [[134, 10, 98, 26], [6, -1], x  - 2 y  + 1252],

                                 2       2
    [[134, 11, 35, 6], [8, -1], x  - 15 y  + 419],

                                  2      2
    [[134, 11, 76, 47], [3, -1], x  - 5 y  + 10924],

                                  2      2
    [[134, 13, 85, 36], [4, -1], x  - 3 y  + 3719],

                                  2      2
    [[134, 14, 77, 3], [14, -1], x  - 3 y  - 169],

                                  2      2
    [[134, 14, 97, 23], [6, -1], x  - 2 y  + 862],

                                  2       2
    [[134, 16, 37, 22], [3, -1], x  - 20 y  + 9424],

                                  2       2
    [[134, 16, 42, 17], [4, -1], x  - 12 y  + 3212],

                                  2      2
    [[134, 16, 74, 44], [3, -1], x  - 5 y  + 9424],

                                  2      2
    [[134, 16, 84, 34], [4, -1], x  - 3 y  + 3212],

                                 2       2
    [[134, 18, 24, 5], [6, -1], x  - 32 y  + 476],

                                  2      2
    [[134, 18, 48, 10], [6, -1], x  - 8 y  + 476],

                                  2      2
    [[134, 18, 96, 20], [6, -1], x  - 2 y  + 476],

                                 2       2
    [[134, 19, 20, 3], [7, -1], x  - 45 y  + 44],

                                 2      2
    [[134, 19, 60, 9], [7, -1], x  - 5 y  + 44],

                                  2      2
    [[134, 19, 83, 32], [4, -1], x  - 3 y  + 2711],

                                 2       2
    [[134, 20, 15, 4], [5, -1], x  - 84 y  + 944],

                                 2       2
    [[134, 20, 30, 8], [5, -1], x  - 21 y  + 944],

                                  2      2
    [[134, 21, 72, 41], [3, -1], x  - 5 y  + 7964],

                                  2       2
    [[134, 22, 27, 1], [10, -1], x  - 24 y  - 460],

                                  2       2
    [[134, 22, 41, 15], [4, -1], x  - 12 y  + 2216],

                                  2      2
    [[134, 22, 54, 2], [10, -1], x  - 6 y  - 460],

                                  2      2
    [[134, 22, 82, 30], [4, -1], x  - 3 y  + 2216],

                                  2      2
    [[134, 22, 95, 17], [6, -1], x  - 2 y  + 94],

                                  2      2
    [[134, 25, 81, 28], [4, -1], x  - 3 y  + 1727],

                                 2       2
    [[134, 26, 17, 1], [8, -1], x  - 60 y  - 616],

                                 2       2
    [[134, 26, 34, 2], [8, -1], x  - 15 y  - 616],

                                  2       2
    [[134, 26, 35, 19], [3, -1], x  - 20 y  + 6544],

                                 2      2
    [[134, 26, 47, 7], [6, -1], x  - 8 y  - 284],

                                  2      2
    [[134, 26, 70, 38], [3, -1], x  - 5 y  + 6544],

                                  2      2
    [[134, 26, 94, 14], [6, -1], x  - 2 y  - 284],

                                  2       2
    [[134, 28, 40, 13], [4, -1], x  - 12 y  + 1244],

                                  2      2
    [[134, 28, 80, 26], [4, -1], x  - 3 y  + 1244],

                                  2      2
    [[134, 30, 93, 11], [6, -1], x  - 2 y  - 658],

                                  2      2
    [[134, 31, 68, 35], [3, -1], x  - 5 y  + 5164],

                                  2      2
    [[134, 31, 79, 24], [4, -1], x  - 3 y  + 767],

                                 2       2
    [[134, 34, 23, 2], [6, -1], x  - 32 y  - 1028],

                                 2       2
    [[134, 34, 29, 1], [7, -1], x  - 20 y  - 1136],

                                  2       2
    [[134, 34, 39, 11], [4, -1], x  - 12 y  + 296],

                                 2      2
    [[134, 34, 46, 4], [6, -1], x  - 8 y  - 1028],

                                 2      2
    [[134, 34, 58, 2], [7, -1], x  - 5 y  - 1136],

                                  2      2
    [[134, 34, 78, 22], [4, -1], x  - 3 y  + 296],

                                 2      2
    [[134, 34, 92, 8], [6, -1], x  - 2 y  - 1028],

                                  2       2
    [[134, 36, 33, 16], [3, -1], x  - 20 y  + 3824],

                                  2      2
    [[134, 36, 66, 32], [3, -1], x  - 5 y  + 3824],

                                  2      2
    [[134, 37, 77, 20], [4, -1], x  - 3 y  - 169],

                                 2      2
    [[134, 38, 91, 5], [6, -1], x  - 2 y  - 1394],

                                 2       2
    [[134, 40, 38, 9], [4, -1], x  - 12 y  - 628],

                                  2      2
    [[134, 40, 76, 18], [4, -1], x  - 3 y  - 628],

                                 2       2
    [[134, 41, 28, 3], [5, -1], x  - 21 y  - 1492],

                                  2      2
    [[134, 41, 64, 29], [3, -1], x  - 5 y  + 2524],

                                 2      2
    [[134, 42, 45, 1], [6, -1], x  - 8 y  - 1756],

                                 2      2
    [[134, 42, 90, 2], [6, -1], x  - 2 y  - 1756],

                                  2      2
    [[134, 43, 75, 16], [4, -1], x  - 3 y  - 1081],

                                  2       2
    [[134, 46, 31, 13], [3, -1], x  - 20 y  + 1264],

                                 2       2
    [[134, 46, 37, 7], [4, -1], x  - 12 y  - 1528],

                                  2      2
    [[134, 46, 62, 26], [3, -1], x  - 5 y  + 1264],

                                  2      2
    [[134, 46, 74, 14], [4, -1], x  - 3 y  - 1528],

                                  2      2
    [[134, 49, 73, 12], [4, -1], x  - 3 y  - 1969],

                                  2      2
    [[134, 51, 60, 23], [3, -1], x  - 5 y  + 44],

                                 2       2
    [[134, 52, 36, 5], [4, -1], x  - 12 y  - 2404],

                                  2      2
    [[134, 52, 72, 10], [4, -1], x  - 3 y  - 2404],

                                 2      2
    [[134, 55, 71, 8], [4, -1], x  - 3 y  - 2833],

                                  2       2
    [[134, 56, 29, 10], [3, -1], x  - 20 y  - 1136],

                                  2      2
    [[134, 56, 58, 20], [3, -1], x  - 5 y  - 1136],

                                 2       2
    [[134, 58, 35, 3], [4, -1], x  - 12 y  - 3256],

                                 2      2
    [[134, 58, 70, 6], [4, -1], x  - 3 y  - 3256],

                                  2      2
    [[134, 61, 56, 17], [3, -1], x  - 5 y  - 2276],

                                 2      2
    [[134, 61, 69, 4], [4, -1], x  - 3 y  - 3673],

                                 2       2
    [[134, 64, 34, 1], [4, -1], x  - 12 y  - 4084],

                                 2      2
    [[134, 64, 68, 2], [4, -1], x  - 3 y  - 4084],

                                 2       2
    [[134, 66, 27, 7], [3, -1], x  - 20 y  - 3376],

                                  2      2
    [[134, 66, 54, 14], [3, -1], x  - 5 y  - 3376],

                                  2      2
    [[134, 71, 52, 11], [3, -1], x  - 5 y  - 4436],

                                 2       2
    [[134, 76, 25, 4], [3, -1], x  - 20 y  - 5456],

                                 2      2
    [[134, 76, 50, 8], [3, -1], x  - 5 y  - 5456],

                                 2      2
    [[134, 81, 48, 5], [3, -1], x  - 5 y  - 6436],

                                 2       2
    [[134, 86, 23, 1], [3, -1], x  - 20 y  - 7376],

                                 2      2
    [[134, 86, 46, 2], [3, -1], x  - 5 y  - 7376],

                                  2      2
    [[135, 1, 101, 33], [6, -1], x  - 2 y  + 2177],

                                 2       2
    [[135, 3, 28, 5], [10, -1], x  - 24 y  + 591],

                                  2      2
    [[135, 3, 56, 10], [10, -1], x  - 6 y  + 591],

                                 2      2
    [[135, 3, 89, 43], [4, -1], x  - 3 y  + 5538],

                                2        2
    [[135, 5, 10, 3], [6, -1], x  - 200 y  + 1775],

                                2       2
    [[135, 5, 20, 6], [6, -1], x  - 50 y  + 1775],

                                 2       2
    [[135, 5, 23, 3], [12, -1], x  - 35 y  + 290],

                                 2      2
    [[135, 5, 50, 15], [6, -1], x  - 8 y  + 1775],

                                 2      2
    [[135, 5, 79, 51], [3, -1], x  - 5 y  + 12980],

                                  2      2
    [[135, 5, 100, 30], [6, -1], x  - 2 y  + 1775],

                                 2      2
    [[135, 6, 88, 41], [4, -1], x  - 3 y  + 5007],

                                2        2
    [[135, 9, 11, 3], [6, -1], x  - 162 y  + 1377],

                                 2        2
    [[135, 9, 13, 1], [14, -1], x  - 108 y  + 27],

                                 2       2
    [[135, 9, 17, 1], [16, -1], x  - 63 y  - 18],

                                 2       2
    [[135, 9, 26, 2], [14, -1], x  - 27 y  + 27],

                                 2       2
    [[135, 9, 29, 13], [4, -1], x  - 27 y  + 4482],

                                2       2
    [[135, 9, 33, 9], [6, -1], x  - 18 y  + 1377],

                                 2       2
    [[135, 9, 39, 3], [14, -1], x  - 12 y  + 27],

                                 2      2
    [[135, 9, 51, 3], [16, -1], x  - 7 y  - 18],

                                 2      2
    [[135, 9, 78, 6], [14, -1], x  - 3 y  + 27],

                                 2      2
    [[135, 9, 87, 39], [4, -1], x  - 3 y  + 4482],

                                 2      2
    [[135, 9, 99, 27], [6, -1], x  - 2 y  + 1377],

                                  2      2
    [[135, 10, 77, 48], [3, -1], x  - 5 y  + 11420],

                                  2       2
    [[135, 12, 31, 10], [5, -1], x  - 21 y  + 1956],

                                  2      2
    [[135, 12, 86, 37], [4, -1], x  - 3 y  + 3963],

                                  2      2
    [[135, 13, 49, 12], [6, -1], x  - 8 y  + 983],

                                  2      2
    [[135, 13, 98, 24], [6, -1], x  - 2 y  + 983],

                                2         2
    [[135, 15, 5, 3], [3, -1], x  - 1125 y  + 9900],

                                2        2
    [[135, 15, 7, 1], [8, -1], x  - 375 y  + 150],

                                  2        2
    [[135, 15, 11, 1], [10, -1], x  - 150 y  - 75],

                                 2        2
    [[135, 15, 15, 9], [3, -1], x  - 125 y  + 9900],

                                 2       2
    [[135, 15, 17, 7], [4, -1], x  - 75 y  + 3450],

                                  2       2
    [[135, 15, 25, 15], [3, -1], x  - 45 y  + 9900],

                                 2       2
    [[135, 15, 35, 5], [8, -1], x  - 15 y  + 150],

                                  2      2
    [[135, 15, 55, 5], [10, -1], x  - 6 y  - 75],

                                  2      2
    [[135, 15, 61, 11], [7, -1], x  - 5 y  + 380],

                                  2      2
    [[135, 15, 75, 45], [3, -1], x  - 5 y  + 9900],

                                  2      2
    [[135, 15, 85, 35], [4, -1], x  - 3 y  + 3450],

                                  2      2
    [[135, 17, 97, 21], [6, -1], x  - 2 y  + 593],

                                  2       2
    [[135, 18, 28, 11], [4, -1], x  - 27 y  + 2943],

                                  2      2
    [[135, 18, 84, 33], [4, -1], x  - 3 y  + 2943],

                                  2      2
    [[135, 20, 73, 42], [3, -1], x  - 5 y  + 8420],

                                 2       2
    [[135, 21, 16, 3], [6, -1], x  - 72 y  + 207],

                                 2       2
    [[135, 21, 32, 6], [6, -1], x  - 18 y  + 207],

                                  2       2
    [[135, 21, 37, 1], [11, -1], x  - 13 y  - 428],

                                 2      2
    [[135, 21, 48, 9], [6, -1], x  - 8 y  + 207],

                                  2      2
    [[135, 21, 83, 31], [4, -1], x  - 3 y  + 2442],

                                  2      2
    [[135, 21, 96, 18], [6, -1], x  - 2 y  + 207],

                                  2      2
    [[135, 24, 82, 29], [4, -1], x  - 3 y  + 1947],

                                 2       2
    [[135, 25, 19, 3], [6, -1], x  - 50 y  - 175],

                                  2      2
    [[135, 25, 71, 39], [3, -1], x  - 5 y  + 6980],

                                  2      2
    [[135, 25, 95, 15], [6, -1], x  - 2 y  - 175],

                                2         2
    [[135, 27, 3, 1], [4, -1], x  - 2187 y  + 1458],

                                2        2
    [[135, 27, 9, 3], [4, -1], x  - 243 y  + 1458],

                                 2       2
    [[135, 27, 27, 9], [4, -1], x  - 27 y  + 1458],

                                  2      2
    [[135, 27, 81, 27], [4, -1], x  - 3 y  + 1458],

                                 2      2
    [[135, 29, 47, 6], [6, -1], x  - 8 y  - 553],

                                  2      2
    [[135, 29, 94, 12], [6, -1], x  - 2 y  - 553],

                                 2       2
    [[135, 30, 16, 5], [4, -1], x  - 75 y  + 975],

                                  2       2
    [[135, 30, 23, 12], [3, -1], x  - 45 y  + 5580],

                                 2       2
    [[135, 30, 34, 1], [8, -1], x  - 15 y  - 885],

                                 2      2
    [[135, 30, 59, 4], [7, -1], x  - 5 y  - 820],

                                  2      2
    [[135, 30, 69, 36], [3, -1], x  - 5 y  + 5580],

                                  2      2
    [[135, 30, 80, 25], [4, -1], x  - 3 y  + 975],

                                 2       2
    [[135, 33, 29, 5], [5, -1], x  - 21 y  - 564],

                                 2       2
    [[135, 33, 31, 3], [6, -1], x  - 18 y  - 927],

                                  2      2
    [[135, 33, 79, 23], [4, -1], x  - 3 y  + 498],

                                 2      2
    [[135, 33, 93, 9], [6, -1], x  - 2 y  - 927],

                                  2      2
    [[135, 35, 67, 33], [3, -1], x  - 5 y  + 4220],

                                 2       2
    [[135, 36, 26, 7], [4, -1], x  - 27 y  + 27],

                                  2      2
    [[135, 36, 78, 21], [4, -1], x  - 3 y  + 27],

                                 2      2
    [[135, 37, 46, 3], [6, -1], x  - 8 y  - 1297],

                                 2      2
    [[135, 37, 92, 6], [6, -1], x  - 2 y  - 1297],

                                  2      2
    [[135, 39, 77, 19], [4, -1], x  - 3 y  - 438],

                                 2        2
    [[135, 40, 13, 6], [3, -1], x  - 125 y  + 2900],

                                  2      2
    [[135, 40, 65, 30], [3, -1], x  - 5 y  + 2900],

                                 2      2
    [[135, 41, 91, 3], [6, -1], x  - 2 y  - 1663],

                                  2      2
    [[135, 42, 76, 17], [4, -1], x  - 3 y  - 897],

                                2        2
    [[135, 45, 5, 1], [4, -1], x  - 675 y  - 1350],

                                2        2
    [[135, 45, 7, 3], [3, -1], x  - 405 y  + 1620],

                                 2       2
    [[135, 45, 15, 3], [4, -1], x  - 75 y  - 1350],

                                 2       2
    [[135, 45, 21, 9], [3, -1], x  - 45 y  + 1620],

                                 2       2
    [[135, 45, 25, 5], [4, -1], x  - 27 y  - 1350],

                                  2      2
    [[135, 45, 63, 27], [3, -1], x  - 5 y  + 1620],

                                  2      2
    [[135, 45, 75, 15], [4, -1], x  - 3 y  - 1350],

                                  2      2
    [[135, 48, 74, 13], [4, -1], x  - 3 y  - 1797],

                                  2      2
    [[135, 50, 61, 24], [3, -1], x  - 5 y  + 380],

                                  2      2
    [[135, 51, 73, 11], [4, -1], x  - 3 y  - 2238],

                                2        2
    [[135, 54, 8, 1], [4, -1], x  - 243 y  - 2673],

                                 2       2
    [[135, 54, 24, 3], [4, -1], x  - 27 y  - 2673],

                                 2      2
    [[135, 54, 72, 9], [4, -1], x  - 3 y  - 2673],

                                  2      2
    [[135, 55, 59, 21], [3, -1], x  - 5 y  - 820],

                                 2      2
    [[135, 57, 71, 7], [4, -1], x  - 3 y  - 3102],

                                 2       2
    [[135, 60, 14, 1], [4, -1], x  - 75 y  - 3525],

                                 2       2
    [[135, 60, 19, 6], [3, -1], x  - 45 y  - 1980],

                                  2      2
    [[135, 60, 57, 18], [3, -1], x  - 5 y  - 1980],

                                 2      2
    [[135, 60, 70, 5], [4, -1], x  - 3 y  - 3525],

                                 2       2
    [[135, 63, 23, 1], [4, -1], x  - 27 y  - 3942],

                                 2      2
    [[135, 63, 69, 3], [4, -1], x  - 3 y  - 3942],

                                 2        2
    [[135, 65, 11, 3], [3, -1], x  - 125 y  - 3100],

                                  2      2
    [[135, 65, 55, 15], [3, -1], x  - 5 y  - 3100],

                                 2      2
    [[135, 66, 68, 1], [4, -1], x  - 3 y  - 4353],

                                  2      2
    [[135, 70, 53, 12], [3, -1], x  - 5 y  - 4180],

                                 2       2
    [[135, 75, 17, 3], [3, -1], x  - 45 y  - 5220],

                                 2      2
    [[135, 75, 51, 9], [3, -1], x  - 5 y  - 5220],

                                 2      2
    [[135, 80, 49, 6], [3, -1], x  - 5 y  - 6220],

                                 2      2
    [[135, 85, 47, 3], [3, -1], x  - 5 y  - 7180],

                                 2       2
    [[136, 2, 45, 22], [4, -1], x  - 12 y  + 5804],

                                 2      2
    [[136, 2, 90, 44], [4, -1], x  - 3 y  + 5804],

                               2        2
    [[136, 4, 8, 3], [5, -1], x  - 336 y  + 3008],

                               2        2
    [[136, 4, 9, 2], [8, -1], x  - 240 y  + 944],

                                2       2
    [[136, 4, 16, 6], [5, -1], x  - 84 y  + 3008],

                                2       2
    [[136, 4, 18, 4], [8, -1], x  - 60 y  + 944],

                                 2       2
    [[136, 4, 20, 13], [3, -1], x  - 80 y  + 13504],

                                 2       2
    [[136, 4, 21, 1], [26, -1], x  - 42 y  + 26],

                                 2       2
    [[136, 4, 32, 12], [5, -1], x  - 21 y  + 3008],

                                2       2
    [[136, 4, 36, 8], [8, -1], x  - 15 y  + 944],

                                 2       2
    [[136, 4, 40, 26], [3, -1], x  - 20 y  + 13504],

                                 2       2
    [[136, 4, 43, 1], [38, -1], x  - 10 y  - 6],

                                 2      2
    [[136, 4, 61, 5], [18, -1], x  - 5 y  + 109],

                                 2      2
    [[136, 4, 79, 9], [14, -1], x  - 3 y  + 227],

                                 2      2
    [[136, 4, 80, 52], [3, -1], x  - 5 y  + 13504],

                                  2      2
    [[136, 4, 101, 31], [6, -1], x  - 2 y  + 1906],

                                 2      2
    [[136, 5, 89, 42], [4, -1], x  - 3 y  + 5267],

                                 2       2
    [[136, 7, 38, 5], [11, -1], x  - 13 y  + 276],

                                 2       2
    [[136, 7, 41, 2], [20, -1], x  - 11 y  - 5],

                                2        2
    [[136, 8, 7, 1], [10, -1], x  - 384 y  + 320],

                                2        2
    [[136, 8, 11, 5], [4, -1], x  - 192 y  + 4736],

                                 2       2
    [[136, 8, 14, 2], [10, -1], x  - 96 y  + 320],

                                 2       2
    [[136, 8, 22, 10], [4, -1], x  - 48 y  + 4736],

                                2       2
    [[136, 8, 25, 7], [6, -1], x  - 32 y  + 1504],

                                 2       2
    [[136, 8, 28, 4], [10, -1], x  - 24 y  + 320],

                                 2       2
    [[136, 8, 44, 20], [4, -1], x  - 12 y  + 4736],

                                 2      2
    [[136, 8, 50, 14], [6, -1], x  - 8 y  + 1504],

                                 2      2
    [[136, 8, 56, 8], [10, -1], x  - 6 y  + 320],

                                 2      2
    [[136, 8, 88, 40], [4, -1], x  - 3 y  + 4736],

                                  2      2
    [[136, 8, 100, 28], [6, -1], x  - 2 y  + 1504],

                                 2      2
    [[136, 9, 78, 49], [3, -1], x  - 5 y  + 11924],

                                  2       2
    [[136, 11, 23, 2], [12, -1], x  - 35 y  + 19],

                                  2      2
    [[136, 11, 62, 13], [7, -1], x  - 5 y  + 724],

                                  2      2
    [[136, 11, 87, 38], [4, -1], x  - 3 y  + 4211],

                                  2      2
    [[136, 12, 99, 25], [6, -1], x  - 2 y  + 1106],

                                  2       2
    [[136, 14, 38, 23], [3, -1], x  - 20 y  + 10384],

                                  2       2
    [[136, 14, 43, 18], [4, -1], x  - 12 y  + 3692],

                                  2      2
    [[136, 14, 76, 46], [3, -1], x  - 5 y  + 10384],

                                  2      2
    [[136, 14, 86, 36], [4, -1], x  - 3 y  + 3692],

                                  2       2
    [[136, 16, 39, 1], [14, -1], x  - 12 y  - 244],

                                  2      2
    [[136, 16, 49, 11], [6, -1], x  - 8 y  + 712],

                                  2      2
    [[136, 16, 78, 2], [14, -1], x  - 3 y  - 244],

                                  2      2
    [[136, 16, 98, 22], [6, -1], x  - 2 y  + 712],

                                2        2
    [[136, 17, 5, 2], [4, -1], x  - 867 y  + 3179],

                                  2      2
    [[136, 17, 85, 34], [4, -1], x  - 3 y  + 3179],

                                 2       2
    [[136, 19, 35, 4], [8, -1], x  - 15 y  - 121],

                                  2      2
    [[136, 19, 74, 43], [3, -1], x  - 5 y  + 8884],

                                 2       2
    [[136, 20, 21, 8], [4, -1], x  - 48 y  + 2672],

                                  2       2
    [[136, 20, 42, 16], [4, -1], x  - 12 y  + 2672],

                                  2      2
    [[136, 20, 55, 3], [10, -1], x  - 6 y  - 346],

                                  2      2
    [[136, 20, 84, 32], [4, -1], x  - 3 y  + 2672],

                                  2      2
    [[136, 20, 97, 19], [6, -1], x  - 2 y  + 322],

                                  2      2
    [[136, 23, 83, 30], [4, -1], x  - 3 y  + 2171],

                                2        2
    [[136, 24, 6, 1], [6, -1], x  - 512 y  - 64],

                                2        2
    [[136, 24, 9, 5], [3, -1], x  - 320 y  + 7424],

                                 2        2
    [[136, 24, 12, 2], [6, -1], x  - 128 y  - 64],

                                  2       2
    [[136, 24, 18, 10], [3, -1], x  - 80 y  + 7424],

                                 2       2
    [[136, 24, 24, 4], [6, -1], x  - 32 y  - 64],

                                  2       2
    [[136, 24, 36, 20], [3, -1], x  - 20 y  + 7424],

                                 2      2
    [[136, 24, 48, 8], [6, -1], x  - 8 y  - 64],

                                  2      2
    [[136, 24, 72, 40], [3, -1], x  - 5 y  + 7424],

                                  2      2
    [[136, 24, 96, 16], [6, -1], x  - 2 y  - 64],

                                 2       2
    [[136, 25, 30, 7], [5, -1], x  - 21 y  + 404],

                                 2        2
    [[136, 26, 10, 1], [7, -1], x  - 180 y  - 496],

                                 2       2
    [[136, 26, 20, 2], [7, -1], x  - 45 y  - 496],

                                 2       2
    [[136, 26, 30, 3], [7, -1], x  - 20 y  - 496],

                                  2       2
    [[136, 26, 41, 14], [4, -1], x  - 12 y  + 1676],

                                 2      2
    [[136, 26, 60, 6], [7, -1], x  - 5 y  - 496],

                                  2      2
    [[136, 26, 82, 28], [4, -1], x  - 3 y  + 1676],

                                  2      2
    [[136, 28, 95, 13], [6, -1], x  - 2 y  - 446],

                                  2      2
    [[136, 29, 70, 37], [3, -1], x  - 5 y  + 6004],

                                  2      2
    [[136, 29, 81, 26], [4, -1], x  - 3 y  + 1187],

                                 2        2
    [[136, 32, 10, 3], [4, -1], x  - 192 y  + 704],

                                 2       2
    [[136, 32, 20, 6], [4, -1], x  - 48 y  + 704],

                                  2       2
    [[136, 32, 40, 12], [4, -1], x  - 12 y  + 704],

                                 2      2
    [[136, 32, 47, 5], [6, -1], x  - 8 y  - 824],

                                  2      2
    [[136, 32, 80, 24], [4, -1], x  - 3 y  + 704],

                                  2      2
    [[136, 32, 94, 10], [6, -1], x  - 2 y  - 824],

                                2         2
    [[136, 34, 2, 1], [3, -1], x  - 5780 y  + 4624],

                                2         2
    [[136, 34, 4, 2], [3, -1], x  - 1445 y  + 4624],

                                  2       2
    [[136, 34, 34, 17], [3, -1], x  - 20 y  + 4624],

                                  2      2
    [[136, 34, 68, 34], [3, -1], x  - 5 y  + 4624],

                                  2      2
    [[136, 35, 79, 22], [4, -1], x  - 3 y  + 227],

                                 2      2
    [[136, 36, 93, 7], [6, -1], x  - 2 y  - 1198],

                                  2       2
    [[136, 38, 39, 10], [4, -1], x  - 12 y  - 244],

                                  2      2
    [[136, 38, 78, 20], [4, -1], x  - 3 y  - 244],

                                  2      2
    [[136, 39, 66, 31], [3, -1], x  - 5 y  + 3284],

                                 2       2
    [[136, 40, 23, 1], [6, -1], x  - 32 y  - 1568],

                                 2      2
    [[136, 40, 46, 2], [6, -1], x  - 8 y  - 1568],

                                 2      2
    [[136, 40, 92, 4], [6, -1], x  - 2 y  - 1568],

                                  2      2
    [[136, 41, 77, 18], [4, -1], x  - 3 y  - 709],

                                 2       2
    [[136, 44, 16, 7], [3, -1], x  - 80 y  + 1984],

                                 2       2
    [[136, 44, 19, 4], [4, -1], x  - 48 y  - 1168],

                                  2       2
    [[136, 44, 32, 14], [3, -1], x  - 20 y  + 1984],

                                 2       2
    [[136, 44, 38, 8], [4, -1], x  - 12 y  - 1168],

                                  2      2
    [[136, 44, 64, 28], [3, -1], x  - 5 y  + 1984],

                                  2      2
    [[136, 44, 76, 16], [4, -1], x  - 3 y  - 1168],

                                 2      2
    [[136, 44, 91, 1], [6, -1], x  - 2 y  - 1934],

                                 2       2
    [[136, 46, 14, 1], [5, -1], x  - 84 y  - 2032],

                                 2       2
    [[136, 46, 28, 2], [5, -1], x  - 21 y  - 2032],

                                  2      2
    [[136, 47, 75, 14], [4, -1], x  - 3 y  - 1621],

                                  2      2
    [[136, 49, 62, 25], [3, -1], x  - 5 y  + 724],

                                 2       2
    [[136, 50, 37, 6], [4, -1], x  - 12 y  - 2068],

                                  2      2
    [[136, 50, 74, 12], [4, -1], x  - 3 y  - 2068],

                                  2      2
    [[136, 53, 73, 10], [4, -1], x  - 3 y  - 2509],

                                  2       2
    [[136, 54, 30, 11], [3, -1], x  - 20 y  - 496],

                                  2      2
    [[136, 54, 60, 22], [3, -1], x  - 5 y  - 496],

                                2        2
    [[136, 56, 9, 1], [4, -1], x  - 192 y  - 2944],

                                 2       2
    [[136, 56, 18, 2], [4, -1], x  - 48 y  - 2944],

                                 2       2
    [[136, 56, 36, 4], [4, -1], x  - 12 y  - 2944],

                                 2      2
    [[136, 56, 72, 8], [4, -1], x  - 3 y  - 2944],

                                  2      2
    [[136, 59, 58, 19], [3, -1], x  - 5 y  - 1676],

                                 2      2
    [[136, 59, 71, 6], [4, -1], x  - 3 y  - 3373],

                                 2       2
    [[136, 62, 35, 2], [4, -1], x  - 12 y  - 3796],

                                 2      2
    [[136, 62, 70, 4], [4, -1], x  - 3 y  - 3796],

                                2        2
    [[136, 64, 7, 2], [3, -1], x  - 320 y  - 2816],

                                 2       2
    [[136, 64, 14, 4], [3, -1], x  - 80 y  - 2816],

                                 2       2
    [[136, 64, 28, 8], [3, -1], x  - 20 y  - 2816],

                                  2      2
    [[136, 64, 56, 16], [3, -1], x  - 5 y  - 2816],

                                 2      2
    [[136, 65, 69, 2], [4, -1], x  - 3 y  - 4213],

                                  2      2
    [[136, 69, 54, 13], [3, -1], x  - 5 y  - 3916],

                                 2       2
    [[136, 74, 26, 5], [3, -1], x  - 20 y  - 4976],

                                  2      2
    [[136, 74, 52, 10], [3, -1], x  - 5 y  - 4976],

                                 2      2
    [[136, 79, 50, 7], [3, -1], x  - 5 y  - 5996],

                                 2       2
    [[136, 84, 12, 1], [3, -1], x  - 80 y  - 6976],

                                 2       2
    [[136, 84, 24, 2], [3, -1], x  - 20 y  - 6976],

                                 2      2
    [[136, 84, 48, 4], [3, -1], x  - 5 y  - 6976],

                                 2      2
    [[136, 89, 46, 1], [3, -1], x  - 5 y  - 7916],

                                  2      2
    [[137, 1, 57, 11], [10, -1], x  - 6 y  + 725],

                                 2      2
    [[137, 1, 91, 45], [4, -1], x  - 3 y  + 6074],

                                 2      2
    [[137, 1, 97, 5], [34, -1], x  - 2 y  + 49],

                                 2      2
    [[137, 3, 51, 16], [6, -1], x  - 8 y  + 2039],

                                 2      2
    [[137, 3, 81, 53], [3, -1], x  - 5 y  + 14036],

                                  2      2
    [[137, 3, 102, 32], [6, -1], x  - 2 y  + 2039],

                                 2      2
    [[137, 4, 52, 5], [16, -1], x  - 7 y  + 159],

                                 2      2
    [[137, 4, 90, 43], [4, -1], x  - 3 y  + 5531],

                                2       2
    [[137, 7, 21, 5], [7, -1], x  - 45 y  + 1076],

                                 2       2
    [[137, 7, 25, 1], [22, -1], x  - 30 y  - 19],

                                 2      2
    [[137, 7, 63, 15], [7, -1], x  - 5 y  + 1076],

                                 2      2
    [[137, 7, 89, 41], [4, -1], x  - 3 y  + 4994],

                                  2      2
    [[137, 7, 101, 29], [6, -1], x  - 2 y  + 1633],

                                2       2
    [[137, 8, 36, 7], [8, -1], x  - 15 y  + 671],

                                 2      2
    [[137, 8, 79, 50], [3, -1], x  - 5 y  + 12436],

                                  2      2
    [[137, 10, 88, 39], [4, -1], x  - 3 y  + 4463],

                                  2      2
    [[137, 11, 50, 13], [6, -1], x  - 8 y  + 1231],

                                  2      2
    [[137, 11, 79, 5], [14, -1], x  - 3 y  - 46],

                                   2      2
    [[137, 11, 100, 26], [6, -1], x  - 2 y  + 1231],

                                  2       2
    [[137, 13, 28, 3], [10, -1], x  - 24 y  + 47],

                                  2      2
    [[137, 13, 56, 6], [10, -1], x  - 6 y  + 47],

                                  2      2
    [[137, 13, 61, 1], [18, -1], x  - 5 y  - 164],

                                  2      2
    [[137, 13, 77, 47], [3, -1], x  - 5 y  + 10876],

                                  2      2
    [[137, 13, 87, 37], [4, -1], x  - 3 y  + 3938],

                                  2      2
    [[137, 15, 99, 23], [6, -1], x  - 2 y  + 833],

                                  2      2
    [[137, 16, 86, 35], [4, -1], x  - 3 y  + 3419],

                                  2       2
    [[137, 17, 23, 1], [12, -1], x  - 35 y  - 254],

                                 2       2
    [[137, 17, 31, 9], [5, -1], x  - 21 y  + 1412],

                                  2      2
    [[137, 18, 75, 44], [3, -1], x  - 5 y  + 9356],

                                  2      2
    [[137, 19, 49, 10], [6, -1], x  - 8 y  + 439],

                                  2      2
    [[137, 19, 85, 33], [4, -1], x  - 3 y  + 2906],

                                  2      2
    [[137, 19, 98, 20], [6, -1], x  - 2 y  + 439],

                                 2      2
    [[137, 22, 61, 8], [7, -1], x  - 5 y  - 164],

                                  2      2
    [[137, 22, 84, 31], [4, -1], x  - 3 y  + 2399],

                                 2       2
    [[137, 23, 35, 3], [8, -1], x  - 15 y  - 394],

                                  2      2
    [[137, 23, 73, 41], [3, -1], x  - 5 y  + 7876],

                                  2      2
    [[137, 23, 97, 17], [6, -1], x  - 2 y  + 49],

                                  2      2
    [[137, 25, 55, 1], [10, -1], x  - 6 y  - 619],

                                  2      2
    [[137, 25, 83, 29], [4, -1], x  - 3 y  + 1898],

                                 2      2
    [[137, 27, 48, 7], [6, -1], x  - 8 y  - 337],

                                  2      2
    [[137, 27, 96, 14], [6, -1], x  - 2 y  - 337],

                                  2      2
    [[137, 28, 71, 38], [3, -1], x  - 5 y  + 6436],

                                  2      2
    [[137, 28, 82, 27], [4, -1], x  - 3 y  + 1403],

                                  2      2
    [[137, 31, 81, 25], [4, -1], x  - 3 y  + 914],

                                  2      2
    [[137, 31, 95, 11], [6, -1], x  - 2 y  - 719],

                                  2      2
    [[137, 33, 69, 35], [3, -1], x  - 5 y  + 5036],

                                  2      2
    [[137, 34, 80, 23], [4, -1], x  - 3 y  + 431],

                                 2      2
    [[137, 35, 47, 4], [6, -1], x  - 8 y  - 1097],

                                 2      2
    [[137, 35, 94, 8], [6, -1], x  - 2 y  - 1097],

                                 2      2
    [[137, 37, 59, 1], [7, -1], x  - 5 y  - 1364],

                                  2      2
    [[137, 37, 79, 21], [4, -1], x  - 3 y  - 46],

                                 2       2
    [[137, 38, 29, 4], [5, -1], x  - 21 y  - 1108],

                                  2      2
    [[137, 38, 67, 32], [3, -1], x  - 5 y  + 3676],

                                 2      2
    [[137, 39, 93, 5], [6, -1], x  - 2 y  - 1471],

                                  2      2
    [[137, 40, 78, 19], [4, -1], x  - 3 y  - 517],

                                 2      2
    [[137, 43, 46, 1], [6, -1], x  - 8 y  - 1841],

                                  2      2
    [[137, 43, 65, 29], [3, -1], x  - 5 y  + 2356],

                                  2      2
    [[137, 43, 77, 17], [4, -1], x  - 3 y  - 982],

                                 2      2
    [[137, 43, 92, 2], [6, -1], x  - 2 y  - 1841],

                                  2      2
    [[137, 46, 76, 15], [4, -1], x  - 3 y  - 1441],

                                  2      2
    [[137, 48, 63, 26], [3, -1], x  - 5 y  + 1076],

                                  2      2
    [[137, 49, 75, 13], [4, -1], x  - 3 y  - 1894],

                                  2      2
    [[137, 52, 74, 11], [4, -1], x  - 3 y  - 2341],

                                  2      2
    [[137, 53, 61, 23], [3, -1], x  - 5 y  - 164],

                                 2      2
    [[137, 55, 73, 9], [4, -1], x  - 3 y  - 2782],

                                  2      2
    [[137, 58, 59, 20], [3, -1], x  - 5 y  - 1364],

                                 2      2
    [[137, 58, 72, 7], [4, -1], x  - 3 y  - 3217],

                                 2      2
    [[137, 61, 71, 5], [4, -1], x  - 3 y  - 3646],

                                  2      2
    [[137, 63, 57, 17], [3, -1], x  - 5 y  - 2524],

                                 2      2
    [[137, 64, 70, 3], [4, -1], x  - 3 y  - 4069],

                                 2      2
    [[137, 67, 69, 1], [4, -1], x  - 3 y  - 4486],

                                  2      2
    [[137, 68, 55, 14], [3, -1], x  - 5 y  - 3644],

                                  2      2
    [[137, 73, 53, 11], [3, -1], x  - 5 y  - 4724],

                                 2      2
    [[137, 78, 51, 8], [3, -1], x  - 5 y  - 5764],

                                 2      2
    [[137, 83, 49, 5], [3, -1], x  - 5 y  - 6764],

                                 2      2
    [[137, 88, 47, 2], [3, -1], x  - 5 y  - 7724],

                                 2       2
    [[138, 2, 31, 3], [18, -1], x  - 20 y  + 176],

                                 2       2
    [[138, 2, 41, 27], [3, -1], x  - 20 y  + 14576],

                                 2      2
    [[138, 2, 62, 6], [18, -1], x  - 5 y  + 176],

                                 2      2
    [[138, 2, 82, 54], [3, -1], x  - 5 y  + 14576],

                                  2      2
    [[138, 2, 103, 33], [6, -1], x  - 2 y  + 2174],

                                 2      2
    [[138, 3, 64, 17], [7, -1], x  - 5 y  + 1436],

                                 2      2
    [[138, 3, 91, 44], [4, -1], x  - 3 y  + 5799],

                                2       2
    [[138, 5, 16, 3], [9, -1], x  - 77 y  + 668],

                                 2        2
    [[138, 6, 10, 1], [14, -1], x  - 192 y  + 156],

                                2        2
    [[138, 6, 15, 7], [4, -1], x  - 108 y  + 5256],

                                2       2
    [[138, 6, 17, 5], [6, -1], x  - 72 y  + 1764],

                                 2       2
    [[138, 6, 19, 3], [10, -1], x  - 54 y  + 450],

                                 2       2
    [[138, 6, 20, 2], [14, -1], x  - 48 y  + 156],

                                 2       2
    [[138, 6, 30, 14], [4, -1], x  - 27 y  + 5256],

                                 2       2
    [[138, 6, 34, 10], [6, -1], x  - 18 y  + 1764],

                                 2       2
    [[138, 6, 40, 4], [14, -1], x  - 12 y  + 156],

                                 2       2
    [[138, 6, 45, 21], [4, -1], x  - 12 y  + 5256],

                                 2      2
    [[138, 6, 51, 15], [6, -1], x  - 8 y  + 1764],

                                 2      2
    [[138, 6, 57, 9], [10, -1], x  - 6 y  + 450],

                                 2      2
    [[138, 6, 80, 8], [14, -1], x  - 3 y  + 156],

                                 2      2
    [[138, 6, 90, 42], [4, -1], x  - 3 y  + 5256],

                                  2      2
    [[138, 6, 102, 30], [6, -1], x  - 2 y  + 1764],

                                 2      2
    [[138, 7, 80, 51], [3, -1], x  - 5 y  + 12956],

                                 2       2
    [[138, 9, 32, 11], [5, -1], x  - 21 y  + 2460],

                                 2      2
    [[138, 9, 89, 40], [4, -1], x  - 3 y  + 4719],

                                   2      2
    [[138, 10, 101, 27], [6, -1], x  - 2 y  + 1358],

                                2        2
    [[138, 12, 6, 1], [8, -1], x  - 540 y  + 396],

                                 2        2
    [[138, 12, 12, 2], [8, -1], x  - 135 y  + 396],

                                 2        2
    [[138, 12, 13, 8], [3, -1], x  - 180 y  + 11376],

                                 2       2
    [[138, 12, 18, 3], [8, -1], x  - 60 y  + 396],

                                  2       2
    [[138, 12, 26, 1], [16, -1], x  - 28 y  - 116],

                                  2       2
    [[138, 12, 26, 16], [3, -1], x  - 45 y  + 11376],

                                 2       2
    [[138, 12, 36, 6], [8, -1], x  - 15 y  + 396],

                                  2       2
    [[138, 12, 39, 24], [3, -1], x  - 20 y  + 11376],

                                  2       2
    [[138, 12, 44, 19], [4, -1], x  - 12 y  + 4188],

                                  2      2
    [[138, 12, 52, 2], [16, -1], x  - 7 y  - 116],

                                  2      2
    [[138, 12, 78, 48], [3, -1], x  - 5 y  + 11376],

                                  2      2
    [[138, 12, 88, 38], [4, -1], x  - 3 y  + 4188],

                                 2       2
    [[138, 14, 25, 6], [6, -1], x  - 32 y  + 956],

                                  2      2
    [[138, 14, 50, 12], [6, -1], x  - 8 y  + 956],

                                   2      2
    [[138, 14, 100, 24], [6, -1], x  - 2 y  + 956],

                                  2       2
    [[138, 15, 29, 12], [4, -1], x  - 27 y  + 3663],

                                  2      2
    [[138, 15, 87, 36], [4, -1], x  - 3 y  + 3663],

                                  2      2
    [[138, 17, 76, 45], [3, -1], x  - 5 y  + 9836],

                                  2       2
    [[138, 18, 14, 1], [10, -1], x  - 96 y  - 228],

                                  2       2
    [[138, 18, 19, 1], [11, -1], x  - 52 y  - 272],

                                  2       2
    [[138, 18, 28, 2], [10, -1], x  - 24 y  - 228],

                                 2       2
    [[138, 18, 31, 5], [7, -1], x  - 20 y  + 176],

                                 2       2
    [[138, 18, 33, 7], [6, -1], x  - 18 y  + 558],

                                  2       2
    [[138, 18, 38, 2], [11, -1], x  - 13 y  - 272],

                                  2       2
    [[138, 18, 43, 17], [4, -1], x  - 12 y  + 3144],

                                  2      2
    [[138, 18, 56, 4], [10, -1], x  - 6 y  - 228],

                                  2      2
    [[138, 18, 62, 10], [7, -1], x  - 5 y  + 176],

                                  2      2
    [[138, 18, 79, 1], [14, -1], x  - 3 y  - 321],

                                  2      2
    [[138, 18, 86, 34], [4, -1], x  - 3 y  + 3144],

                                  2      2
    [[138, 18, 99, 21], [6, -1], x  - 2 y  + 558],

                                  2      2
    [[138, 21, 85, 32], [4, -1], x  - 3 y  + 2631],

                                  2       2
    [[138, 22, 37, 21], [3, -1], x  - 20 y  + 8336],

                                 2      2
    [[138, 22, 49, 9], [6, -1], x  - 8 y  + 164],

                                  2      2
    [[138, 22, 74, 42], [3, -1], x  - 5 y  + 8336],

                                  2      2
    [[138, 22, 98, 18], [6, -1], x  - 2 y  + 164],

                                 2        2
    [[138, 24, 14, 5], [4, -1], x  - 108 y  + 2124],

                                  2       2
    [[138, 24, 28, 10], [4, -1], x  - 27 y  + 2124],

                                  2       2
    [[138, 24, 42, 15], [4, -1], x  - 12 y  + 2124],

                                  2      2
    [[138, 24, 84, 30], [4, -1], x  - 3 y  + 2124],

                                  2      2
    [[138, 26, 97, 15], [6, -1], x  - 2 y  - 226],

                                  2       2
    [[138, 27, 24, 13], [3, -1], x  - 45 y  + 6876],

                                 2       2
    [[138, 27, 35, 2], [8, -1], x  - 15 y  - 669],

                                  2      2
    [[138, 27, 72, 39], [3, -1], x  - 5 y  + 6876],

                                  2      2
    [[138, 27, 83, 28], [4, -1], x  - 3 y  + 1623],

                                2        2
    [[138, 30, 5, 1], [5, -1], x  - 756 y  - 144],

                                2        2
    [[138, 30, 8, 1], [6, -1], x  - 288 y  - 612],

                                 2        2
    [[138, 30, 10, 2], [5, -1], x  - 189 y  - 144],

                                 2       2
    [[138, 30, 15, 3], [5, -1], x  - 84 y  - 144],

                                 2       2
    [[138, 30, 16, 2], [6, -1], x  - 72 y  - 612],

                                 2       2
    [[138, 30, 24, 3], [6, -1], x  - 32 y  - 612],

                                 2       2
    [[138, 30, 30, 6], [5, -1], x  - 21 y  - 144],

                                 2       2
    [[138, 30, 32, 4], [6, -1], x  - 18 y  - 612],

                                  2       2
    [[138, 30, 41, 13], [4, -1], x  - 12 y  + 1128],

                                 2      2
    [[138, 30, 48, 6], [6, -1], x  - 8 y  - 612],

                                  2      2
    [[138, 30, 82, 26], [4, -1], x  - 3 y  + 1128],

                                  2      2
    [[138, 30, 96, 12], [6, -1], x  - 2 y  - 612],

                                  2       2
    [[138, 32, 35, 18], [3, -1], x  - 20 y  + 5456],

                                  2      2
    [[138, 32, 70, 36], [3, -1], x  - 5 y  + 5456],

                                 2       2
    [[138, 33, 20, 1], [7, -1], x  - 45 y  - 1044],

                                 2       2
    [[138, 33, 27, 8], [4, -1], x  - 27 y  + 639],

                                 2      2
    [[138, 33, 60, 3], [7, -1], x  - 5 y  - 1044],

                                  2      2
    [[138, 33, 81, 24], [4, -1], x  - 3 y  + 639],

                                 2      2
    [[138, 34, 95, 9], [6, -1], x  - 2 y  - 994],

                                  2       2
    [[138, 36, 40, 11], [4, -1], x  - 12 y  + 156],

                                  2      2
    [[138, 36, 80, 22], [4, -1], x  - 3 y  + 156],

                                  2      2
    [[138, 37, 68, 33], [3, -1], x  - 5 y  + 4076],

                                 2      2
    [[138, 38, 47, 3], [6, -1], x  - 8 y  - 1372],

                                 2      2
    [[138, 38, 94, 6], [6, -1], x  - 2 y  - 1372],

                                  2      2
    [[138, 39, 79, 20], [4, -1], x  - 3 y  - 321],

                                 2        2
    [[138, 42, 11, 5], [3, -1], x  - 180 y  + 2736],

                                 2        2
    [[138, 42, 13, 3], [4, -1], x  - 108 y  - 792],

                                  2       2
    [[138, 42, 22, 10], [3, -1], x  - 45 y  + 2736],

                                 2       2
    [[138, 42, 26, 6], [4, -1], x  - 27 y  - 792],

                                 2       2
    [[138, 42, 31, 1], [6, -1], x  - 18 y  - 1746],

                                  2       2
    [[138, 42, 33, 15], [3, -1], x  - 20 y  + 2736],

                                 2       2
    [[138, 42, 39, 9], [4, -1], x  - 12 y  - 792],

                                  2      2
    [[138, 42, 66, 30], [3, -1], x  - 5 y  + 2736],

                                  2      2
    [[138, 42, 78, 18], [4, -1], x  - 3 y  - 792],

                                 2      2
    [[138, 42, 93, 3], [6, -1], x  - 2 y  - 1746],

                                  2      2
    [[138, 45, 77, 16], [4, -1], x  - 3 y  - 1257],

                                  2      2
    [[138, 47, 64, 27], [3, -1], x  - 5 y  + 1436],

                                 2       2
    [[138, 48, 38, 7], [4, -1], x  - 12 y  - 1716],

                                  2      2
    [[138, 48, 76, 14], [4, -1], x  - 3 y  - 1716],

                                 2       2
    [[138, 51, 25, 4], [4, -1], x  - 27 y  - 2169],

                                 2       2
    [[138, 51, 28, 1], [5, -1], x  - 21 y  - 2580],

                                  2      2
    [[138, 51, 75, 12], [4, -1], x  - 3 y  - 2169],

                                  2       2
    [[138, 52, 31, 12], [3, -1], x  - 20 y  + 176],

                                  2      2
    [[138, 52, 62, 24], [3, -1], x  - 5 y  + 176],

                                 2       2
    [[138, 54, 37, 5], [4, -1], x  - 12 y  - 2616],

                                  2      2
    [[138, 54, 74, 10], [4, -1], x  - 3 y  - 2616],

                                 2       2
    [[138, 57, 20, 7], [3, -1], x  - 45 y  - 1044],

                                  2      2
    [[138, 57, 60, 21], [3, -1], x  - 5 y  - 1044],

                                 2      2
    [[138, 57, 73, 8], [4, -1], x  - 3 y  - 3057],

                                 2        2
    [[138, 60, 12, 1], [4, -1], x  - 108 y  - 3492],

                                 2       2
    [[138, 60, 24, 2], [4, -1], x  - 27 y  - 3492],

                                 2       2
    [[138, 60, 36, 3], [4, -1], x  - 12 y  - 3492],

                                 2      2
    [[138, 60, 72, 6], [4, -1], x  - 3 y  - 3492],

                                 2       2
    [[138, 62, 29, 9], [3, -1], x  - 20 y  - 2224],

                                  2      2
    [[138, 62, 58, 18], [3, -1], x  - 5 y  - 2224],

                                 2      2
    [[138, 63, 71, 4], [4, -1], x  - 3 y  - 3921],

                                 2       2
    [[138, 66, 35, 1], [4, -1], x  - 12 y  - 4344],

                                 2      2
    [[138, 66, 70, 2], [4, -1], x  - 3 y  - 4344],

                                  2      2
    [[138, 67, 56, 15], [3, -1], x  - 5 y  - 3364],

                                2        2
    [[138, 72, 9, 2], [3, -1], x  - 180 y  - 4464],

                                 2       2
    [[138, 72, 18, 4], [3, -1], x  - 45 y  - 4464],

                                 2       2
    [[138, 72, 27, 6], [3, -1], x  - 20 y  - 4464],

                                  2      2
    [[138, 72, 54, 12], [3, -1], x  - 5 y  - 4464],

                                 2      2
    [[138, 77, 52, 9], [3, -1], x  - 5 y  - 5524],

                                 2       2
    [[138, 82, 25, 3], [3, -1], x  - 20 y  - 6544],

                                 2      2
    [[138, 82, 50, 6], [3, -1], x  - 5 y  - 6544],

                                 2       2
    [[138, 87, 16, 1], [3, -1], x  - 45 y  - 7524],

                                 2      2
    [[138, 87, 48, 3], [3, -1], x  - 5 y  - 7524],

                                 2       2
    [[139, 1, 22, 1], [38, -1], x  - 40 y  + 39],

                                 2       2
    [[139, 1, 29, 1], [48, -1], x  - 23 y  + 22],

                                 2       2
    [[139, 1, 33, 13], [5, -1], x  - 21 y  + 3548],

                                2       2
    [[139, 1, 37, 9], [8, -1], x  - 15 y  + 1214],

                                 2       2
    [[139, 1, 44, 2], [38, -1], x  - 10 y  + 39],

                                 2      2
    [[139, 1, 52, 17], [6, -1], x  - 8 y  + 2311],

                                  2      2
    [[139, 1, 81, 11], [14, -1], x  - 3 y  + 362],

                                 2      2
    [[139, 1, 83, 55], [3, -1], x  - 5 y  + 15124],

                                  2      2
    [[139, 1, 104, 34], [6, -1], x  - 2 y  + 2311],

                                 2      2
    [[139, 2, 92, 45], [4, -1], x  - 3 y  + 6071],

                                 2        2
    [[139, 4, 13, 2], [11, -1], x  - 117 y  + 452],

                                 2       2
    [[139, 4, 14, 1], [20, -1], x  - 99 y  + 83],

                                 2       2
    [[139, 4, 39, 6], [11, -1], x  - 13 y  + 452],

                                 2       2
    [[139, 4, 42, 3], [20, -1], x  - 11 y  + 83],

                                 2      2
    [[139, 5, 91, 43], [4, -1], x  - 3 y  + 5522],

                                  2      2
    [[139, 5, 103, 31], [6, -1], x  - 2 y  + 1897],

                                 2      2
    [[139, 6, 81, 52], [3, -1], x  - 5 y  + 13484],

                                 2      2
    [[139, 8, 90, 41], [4, -1], x  - 3 y  + 4979],

                                 2      2
    [[139, 9, 51, 14], [6, -1], x  - 8 y  + 1487],

                                  2      2
    [[139, 9, 102, 28], [6, -1], x  - 2 y  + 1487],

                                  2       2
    [[139, 11, 31, 1], [18, -1], x  - 20 y  - 101],

                                  2      2
    [[139, 11, 57, 7], [10, -1], x  - 6 y  + 173],

                                  2      2
    [[139, 11, 62, 2], [18, -1], x  - 5 y  - 101],

                                  2      2
    [[139, 11, 79, 49], [3, -1], x  - 5 y  + 11884],

                                  2      2
    [[139, 11, 89, 39], [4, -1], x  - 3 y  + 4442],

                                  2       2
    [[139, 13, 20, 1], [14, -1], x  - 48 y  - 121],

                                  2       2
    [[139, 13, 40, 2], [14, -1], x  - 12 y  - 121],

                                  2      2
    [[139, 13, 80, 4], [14, -1], x  - 3 y  - 121],

                                   2      2
    [[139, 13, 101, 25], [6, -1], x  - 2 y  + 1081],

                                 2       2
    [[139, 14, 21, 4], [7, -1], x  - 45 y  + 524],

                                  2      2
    [[139, 14, 63, 12], [7, -1], x  - 5 y  + 524],

                                  2      2
    [[139, 14, 88, 37], [4, -1], x  - 3 y  + 3911],

                                 2       2
    [[139, 16, 36, 5], [8, -1], x  - 15 y  + 119],

                                  2      2
    [[139, 16, 77, 46], [3, -1], x  - 5 y  + 10324],

                                  2      2
    [[139, 17, 50, 11], [6, -1], x  - 8 y  + 679],

                                  2      2
    [[139, 17, 87, 35], [4, -1], x  - 3 y  + 3386],

                                   2      2
    [[139, 17, 100, 22], [6, -1], x  - 2 y  + 679],

                                  2      2
    [[139, 20, 86, 33], [4, -1], x  - 3 y  + 2867],

                                  2      2
    [[139, 21, 75, 43], [3, -1], x  - 5 y  + 8804],

                                  2      2
    [[139, 21, 99, 19], [6, -1], x  - 2 y  + 281],

                                 2       2
    [[139, 22, 31, 8], [5, -1], x  - 21 y  + 860],

                                  2       2
    [[139, 23, 28, 1], [10, -1], x  - 24 y  - 505],

                                  2      2
    [[139, 23, 56, 2], [10, -1], x  - 6 y  - 505],

                                  2      2
    [[139, 23, 85, 31], [4, -1], x  - 3 y  + 2354],

                                 2      2
    [[139, 25, 49, 8], [6, -1], x  - 8 y  - 113],

                                  2      2
    [[139, 25, 98, 16], [6, -1], x  - 2 y  - 113],

                                  2      2
    [[139, 26, 73, 40], [3, -1], x  - 5 y  + 7324],

                                  2      2
    [[139, 26, 84, 29], [4, -1], x  - 3 y  + 1847],

                                 2      2
    [[139, 29, 61, 5], [7, -1], x  - 5 y  - 716],

                                  2      2
    [[139, 29, 83, 27], [4, -1], x  - 3 y  + 1346],

                                  2      2
    [[139, 29, 97, 13], [6, -1], x  - 2 y  - 503],

                                 2       2
    [[139, 31, 35, 1], [8, -1], x  - 15 y  - 946],

                                  2      2
    [[139, 31, 71, 37], [3, -1], x  - 5 y  + 5884],

                                  2      2
    [[139, 32, 82, 25], [4, -1], x  - 3 y  + 851],

                                 2      2
    [[139, 33, 48, 5], [6, -1], x  - 8 y  - 889],

                                  2      2
    [[139, 33, 96, 10], [6, -1], x  - 2 y  - 889],

                                  2      2
    [[139, 35, 81, 23], [4, -1], x  - 3 y  + 362],

                                  2      2
    [[139, 36, 69, 34], [3, -1], x  - 5 y  + 4484],

                                 2      2
    [[139, 37, 95, 7], [6, -1], x  - 2 y  - 1271],

                                  2      2
    [[139, 38, 80, 21], [4, -1], x  - 3 y  - 121],

                                 2      2
    [[139, 41, 47, 2], [6, -1], x  - 8 y  - 1649],

                                  2      2
    [[139, 41, 67, 31], [3, -1], x  - 5 y  + 3124],

                                  2      2
    [[139, 41, 79, 19], [4, -1], x  - 3 y  - 598],

                                 2      2
    [[139, 41, 94, 4], [6, -1], x  - 2 y  - 1649],

                                 2       2
    [[139, 43, 29, 3], [5, -1], x  - 21 y  - 1660],

                                  2      2
    [[139, 44, 78, 17], [4, -1], x  - 3 y  - 1069],

                                 2      2
    [[139, 45, 93, 1], [6, -1], x  - 2 y  - 2023],

                                  2      2
    [[139, 46, 65, 28], [3, -1], x  - 5 y  + 1804],

                                  2      2
    [[139, 47, 77, 15], [4, -1], x  - 3 y  - 1534],

                                  2      2
    [[139, 50, 76, 13], [4, -1], x  - 3 y  - 1993],

                                  2      2
    [[139, 51, 63, 25], [3, -1], x  - 5 y  + 524],

                                  2      2
    [[139, 53, 75, 11], [4, -1], x  - 3 y  - 2446],

                                  2      2
    [[139, 56, 61, 22], [3, -1], x  - 5 y  - 716],

                                 2      2
    [[139, 56, 74, 9], [4, -1], x  - 3 y  - 2893],

                                 2      2
    [[139, 59, 73, 7], [4, -1], x  - 3 y  - 3334],

                                  2      2
    [[139, 61, 59, 19], [3, -1], x  - 5 y  - 1916],

                                 2      2
    [[139, 62, 72, 5], [4, -1], x  - 3 y  - 3769],

                                 2      2
    [[139, 65, 71, 3], [4, -1], x  - 3 y  - 4198],

                                  2      2
    [[139, 66, 57, 16], [3, -1], x  - 5 y  - 3076],

                                 2      2
    [[139, 68, 70, 1], [4, -1], x  - 3 y  - 4621],

                                  2      2
    [[139, 71, 55, 13], [3, -1], x  - 5 y  - 4196],

                                  2      2
    [[139, 76, 53, 10], [3, -1], x  - 5 y  - 5276],

                                 2      2
    [[139, 81, 51, 7], [3, -1], x  - 5 y  - 6316],

                                 2      2
    [[139, 86, 49, 4], [3, -1], x  - 5 y  - 7316],

                                 2      2
    [[139, 91, 47, 1], [3, -1], x  - 5 y  - 8276],

                                 2      2
    [[140, 1, 93, 46], [4, -1], x  - 3 y  + 6347],

                                2        2
    [[140, 4, 13, 4], [6, -1], x  - 128 y  + 2032],

                                 2       2
    [[140, 4, 23, 11], [4, -1], x  - 48 y  + 5792],

                                2       2
    [[140, 4, 26, 8], [6, -1], x  - 32 y  + 2032],

                                 2       2
    [[140, 4, 29, 5], [10, -1], x  - 24 y  + 584],

                                 2       2
    [[140, 4, 33, 1], [34, -1], x  - 18 y  + 2],

                                 2       2
    [[140, 4, 46, 22], [4, -1], x  - 12 y  + 5792],

                                 2      2
    [[140, 4, 52, 16], [6, -1], x  - 8 y  + 2032],

                                  2      2
    [[140, 4, 58, 10], [10, -1], x  - 6 y  + 584],

                                 2      2
    [[140, 4, 92, 44], [4, -1], x  - 3 y  + 5792],

                                 2      2
    [[140, 4, 99, 3], [34, -1], x  - 2 y  + 2],

                                  2      2
    [[140, 4, 104, 32], [6, -1], x  - 2 y  + 2032],

                                 2       2
    [[140, 5, 26, 1], [27, -1], x  - 29 y  + 4],

                                2       2
    [[140, 5, 37, 8], [8, -1], x  - 15 y  + 935],

                                 2      2
    [[140, 5, 82, 53], [3, -1], x  - 5 y  + 14020],

                                2        2
    [[140, 7, 13, 6], [4, -1], x  - 147 y  + 5243],

                                 2      2
    [[140, 7, 53, 4], [16, -1], x  - 7 y  + 63],

                                 2      2
    [[140, 7, 91, 42], [4, -1], x  - 3 y  + 5243],

                                 2      2
    [[140, 8, 81, 7], [14, -1], x  - 3 y  + 83],

                                  2      2
    [[140, 8, 103, 29], [6, -1], x  - 2 y  + 1618],

                                2        2
    [[140, 10, 8, 5], [3, -1], x  - 500 y  + 12400],

                                2        2
    [[140, 10, 9, 4], [4, -1], x  - 300 y  + 4700],

                                  2        2
    [[140, 10, 16, 10], [3, -1], x  - 125 y  + 12400],

                                 2       2
    [[140, 10, 18, 8], [4, -1], x  - 75 y  + 4700],

                                 2       2
    [[140, 10, 32, 7], [7, -1], x  - 20 y  + 880],

                                  2       2
    [[140, 10, 40, 25], [3, -1], x  - 20 y  + 12400],

                                  2       2
    [[140, 10, 45, 20], [4, -1], x  - 12 y  + 4700],

                                  2      2
    [[140, 10, 64, 14], [7, -1], x  - 5 y  + 880],

                                  2      2
    [[140, 10, 80, 50], [3, -1], x  - 5 y  + 12400],

                                  2      2
    [[140, 10, 90, 40], [4, -1], x  - 3 y  + 4700],

                                  2      2
    [[140, 12, 51, 13], [6, -1], x  - 8 y  + 1208],

                                   2      2
    [[140, 12, 102, 26], [6, -1], x  - 2 y  + 1208],

                                  2      2
    [[140, 13, 89, 38], [4, -1], x  - 3 y  + 4163],

                                2        2
    [[140, 14, 8, 1], [9, -1], x  - 308 y  + 112],

                                 2       2
    [[140, 14, 16, 2], [9, -1], x  - 77 y  + 112],

                                 2       2
    [[140, 14, 16, 5], [5, -1], x  - 84 y  + 1904],

                                  2       2
    [[140, 14, 32, 10], [5, -1], x  - 21 y  + 1904],

                                  2      2
    [[140, 15, 78, 47], [3, -1], x  - 5 y  + 10820],

                                 2       2
    [[140, 16, 22, 9], [4, -1], x  - 48 y  + 3632],

                                  2       2
    [[140, 16, 44, 18], [4, -1], x  - 12 y  + 3632],

                                  2      2
    [[140, 16, 57, 5], [10, -1], x  - 6 y  - 106],

                                  2      2
    [[140, 16, 88, 36], [4, -1], x  - 3 y  + 3632],

                                   2      2
    [[140, 16, 101, 23], [6, -1], x  - 2 y  + 802],

                                  2      2
    [[140, 19, 87, 34], [4, -1], x  - 3 y  + 3107],

                                2        2
    [[140, 20, 5, 1], [6, -1], x  - 800 y  + 400],

                                2        2
    [[140, 20, 9, 1], [8, -1], x  - 240 y  - 160],

                                 2        2
    [[140, 20, 10, 2], [6, -1], x  - 200 y  + 400],

                                 2       2
    [[140, 20, 18, 2], [8, -1], x  - 60 y  - 160],

                                  2       2
    [[140, 20, 19, 11], [3, -1], x  - 80 y  + 9280],

                                 2       2
    [[140, 20, 20, 4], [6, -1], x  - 50 y  + 400],

                                 2       2
    [[140, 20, 25, 5], [6, -1], x  - 32 y  + 400],

                                 2       2
    [[140, 20, 36, 4], [8, -1], x  - 15 y  - 160],

                                  2       2
    [[140, 20, 38, 22], [3, -1], x  - 20 y  + 9280],

                                  2      2
    [[140, 20, 50, 10], [6, -1], x  - 8 y  + 400],

                                  2      2
    [[140, 20, 76, 44], [3, -1], x  - 5 y  + 9280],

                                   2      2
    [[140, 20, 100, 20], [6, -1], x  - 2 y  + 400],

                                  2       2
    [[140, 22, 43, 16], [4, -1], x  - 12 y  + 2588],

                                  2      2
    [[140, 22, 86, 32], [4, -1], x  - 3 y  + 2588],

                                  2      2
    [[140, 24, 99, 17], [6, -1], x  - 2 y  + 2],

                                 2       2
    [[140, 25, 17, 6], [4, -1], x  - 75 y  + 2075],

                                 2      2
    [[140, 25, 62, 7], [7, -1], x  - 5 y  - 380],

                                  2      2
    [[140, 25, 74, 41], [3, -1], x  - 5 y  + 7780],

                                  2      2
    [[140, 25, 85, 30], [4, -1], x  - 3 y  + 2075],

                                2         2
    [[140, 28, 3, 1], [4, -1], x  - 2352 y  + 1568],

                                2        2
    [[140, 28, 6, 2], [4, -1], x  - 588 y  + 1568],

                                2        2
    [[140, 28, 7, 1], [6, -1], x  - 392 y  - 392],

                                 2        2
    [[140, 28, 12, 4], [4, -1], x  - 147 y  + 1568],

                                 2       2
    [[140, 28, 14, 2], [6, -1], x  - 98 y  - 392],

                                 2       2
    [[140, 28, 21, 7], [4, -1], x  - 48 y  + 1568],

                                  2       2
    [[140, 28, 42, 14], [4, -1], x  - 12 y  + 1568],

                                 2      2
    [[140, 28, 49, 7], [6, -1], x  - 8 y  - 392],

                                  2      2
    [[140, 28, 84, 28], [4, -1], x  - 3 y  + 1568],

                                  2      2
    [[140, 28, 98, 14], [6, -1], x  - 2 y  - 392],

                                  2       2
    [[140, 30, 36, 19], [3, -1], x  - 20 y  + 6320],

                                  2      2
    [[140, 30, 72, 38], [3, -1], x  - 5 y  + 6320],

                                  2      2
    [[140, 31, 83, 26], [4, -1], x  - 3 y  + 1067],

                                  2      2
    [[140, 32, 97, 11], [6, -1], x  - 2 y  - 782],

                                  2       2
    [[140, 34, 41, 12], [4, -1], x  - 12 y  + 572],

                                  2      2
    [[140, 34, 82, 24], [4, -1], x  - 3 y  + 572],

                                2         2
    [[140, 35, 2, 1], [3, -1], x  - 6125 y  + 4900],

                                2        2
    [[140, 35, 6, 1], [5, -1], x  - 525 y  - 700],

                                 2        2
    [[140, 35, 10, 5], [3, -1], x  - 245 y  + 4900],

                                 2        2
    [[140, 35, 14, 7], [3, -1], x  - 125 y  + 4900],

                                 2       2
    [[140, 35, 30, 5], [5, -1], x  - 21 y  - 700],

                                  2      2
    [[140, 35, 70, 35], [3, -1], x  - 5 y  + 4900],

                                 2        2
    [[140, 36, 12, 1], [6, -1], x  - 128 y  - 1168],

                                 2       2
    [[140, 36, 24, 2], [6, -1], x  - 32 y  - 1168],

                                 2      2
    [[140, 36, 48, 4], [6, -1], x  - 8 y  - 1168],

                                 2      2
    [[140, 36, 96, 8], [6, -1], x  - 2 y  - 1168],

                                  2      2
    [[140, 37, 81, 22], [4, -1], x  - 3 y  + 83],

                                2         2
    [[140, 40, 4, 1], [4, -1], x  - 1200 y  - 400],

                                2        2
    [[140, 40, 8, 2], [4, -1], x  - 300 y  - 400],

                                 2       2
    [[140, 40, 16, 4], [4, -1], x  - 75 y  - 400],

                                 2       2
    [[140, 40, 17, 8], [3, -1], x  - 80 y  + 3520],

                                 2       2
    [[140, 40, 19, 1], [6, -1], x  - 50 y  - 1550],

                                 2       2
    [[140, 40, 20, 5], [4, -1], x  - 48 y  - 400],

                                  2       2
    [[140, 40, 34, 16], [3, -1], x  - 20 y  + 3520],

                                  2       2
    [[140, 40, 40, 10], [4, -1], x  - 12 y  - 400],

                                  2      2
    [[140, 40, 68, 32], [3, -1], x  - 5 y  + 3520],

                                  2      2
    [[140, 40, 80, 20], [4, -1], x  - 3 y  - 400],

                                 2      2
    [[140, 40, 95, 5], [6, -1], x  - 2 y  - 1550],

                                  2      2
    [[140, 43, 79, 18], [4, -1], x  - 3 y  - 877],

                                 2      2
    [[140, 44, 47, 1], [6, -1], x  - 8 y  - 1928],

                                 2      2
    [[140, 44, 94, 2], [6, -1], x  - 2 y  - 1928],

                                  2      2
    [[140, 45, 66, 29], [3, -1], x  - 5 y  + 2180],

                                 2       2
    [[140, 46, 39, 8], [4, -1], x  - 12 y  - 1348],

                                  2      2
    [[140, 46, 78, 16], [4, -1], x  - 3 y  - 1348],

                                 2        2
    [[140, 49, 11, 2], [4, -1], x  - 147 y  - 1813],

                                  2      2
    [[140, 49, 77, 14], [4, -1], x  - 3 y  - 1813],

                                  2       2
    [[140, 50, 32, 13], [3, -1], x  - 20 y  + 880],

                                  2      2
    [[140, 50, 64, 26], [3, -1], x  - 5 y  + 880],

                                 2       2
    [[140, 52, 19, 3], [4, -1], x  - 48 y  - 2272],

                                 2       2
    [[140, 52, 38, 6], [4, -1], x  - 12 y  - 2272],

                                  2      2
    [[140, 52, 76, 12], [4, -1], x  - 3 y  - 2272],

                                 2       2
    [[140, 55, 15, 2], [4, -1], x  - 75 y  - 2725],

                                  2      2
    [[140, 55, 62, 23], [3, -1], x  - 5 y  - 380],

                                  2      2
    [[140, 55, 75, 10], [4, -1], x  - 3 y  - 2725],

                                 2       2
    [[140, 58, 37, 4], [4, -1], x  - 12 y  - 3172],

                                 2      2
    [[140, 58, 74, 8], [4, -1], x  - 3 y  - 3172],

                                2         2
    [[140, 60, 3, 1], [3, -1], x  - 2000 y  - 1600],

                                2        2
    [[140, 60, 6, 2], [3, -1], x  - 500 y  - 1600],

                                 2        2
    [[140, 60, 12, 4], [3, -1], x  - 125 y  - 1600],

                                 2       2
    [[140, 60, 15, 5], [3, -1], x  - 80 y  - 1600],

                                  2       2
    [[140, 60, 30, 10], [3, -1], x  - 20 y  - 1600],

                                  2      2
    [[140, 60, 60, 20], [3, -1], x  - 5 y  - 1600],

                                 2      2
    [[140, 61, 73, 6], [4, -1], x  - 3 y  - 3613],

                                 2       2
    [[140, 64, 18, 1], [4, -1], x  - 48 y  - 4048],

                                 2       2
    [[140, 64, 36, 2], [4, -1], x  - 12 y  - 4048],

                                 2      2
    [[140, 64, 72, 4], [4, -1], x  - 3 y  - 4048],

                                  2      2
    [[140, 65, 58, 17], [3, -1], x  - 5 y  - 2780],

                                 2      2
    [[140, 67, 71, 2], [4, -1], x  - 3 y  - 4477],

                                2        2
    [[140, 70, 4, 1], [3, -1], x  - 980 y  - 3920],

                                2        2
    [[140, 70, 8, 2], [3, -1], x  - 245 y  - 3920],

                                 2       2
    [[140, 70, 28, 7], [3, -1], x  - 20 y  - 3920],

                                  2      2
    [[140, 70, 56, 14], [3, -1], x  - 5 y  - 3920],

                                  2      2
    [[140, 75, 54, 11], [3, -1], x  - 5 y  - 5020],

                                 2       2
    [[140, 80, 13, 2], [3, -1], x  - 80 y  - 6080],

                                 2       2
    [[140, 80, 26, 4], [3, -1], x  - 20 y  - 6080],

                                 2      2
    [[140, 80, 52, 8], [3, -1], x  - 5 y  - 6080],

                                 2        2
    [[140, 85, 10, 1], [3, -1], x  - 125 y  - 7100],

                                 2      2
    [[140, 85, 50, 5], [3, -1], x  - 5 y  - 7100],

                                 2       2
    [[140, 90, 24, 1], [3, -1], x  - 20 y  - 8080],

                                 2      2
    [[140, 90, 48, 2], [3, -1], x  - 5 y  - 8080],

                                 2       2
    [[141, 3, 17, 1], [25, -1], x  - 69 y  + 60],

                                 2       2
    [[141, 3, 31, 15], [4, -1], x  - 27 y  + 6066],

                                 2       2
    [[141, 3, 35, 11], [6, -1], x  - 18 y  + 2169],

                                 2       2
    [[141, 3, 41, 5], [14, -1], x  - 12 y  + 291],

                                  2      2
    [[141, 3, 82, 10], [14, -1], x  - 3 y  + 291],

                                 2      2
    [[141, 3, 93, 45], [4, -1], x  - 3 y  + 6066],

                                  2      2
    [[141, 3, 105, 33], [6, -1], x  - 2 y  + 2169],

                                 2      2
    [[141, 4, 83, 54], [3, -1], x  - 5 y  + 14564],

                                2        2
    [[141, 6, 8, 1], [12, -1], x  - 315 y  + 279],

                                2        2
    [[141, 6, 11, 4], [5, -1], x  - 189 y  + 2988],

                                 2       2
    [[141, 6, 24, 3], [12, -1], x  - 35 y  + 279],

                                 2       2
    [[141, 6, 33, 12], [5, -1], x  - 21 y  + 2988],

                                 2      2
    [[141, 6, 65, 16], [7, -1], x  - 5 y  + 1244],

                                 2      2
    [[141, 6, 92, 43], [4, -1], x  - 3 y  + 5511],

                                 2      2
    [[141, 7, 52, 15], [6, -1], x  - 8 y  + 1751],

                                  2      2
    [[141, 7, 104, 30], [6, -1], x  - 2 y  + 1751],

                                 2        2
    [[141, 9, 11, 1], [13, -1], x  - 165 y  + 84],

                                 2       2
    [[141, 9, 21, 1], [18, -1], x  - 45 y  - 36],

                                 2       2
    [[141, 9, 27, 17], [3, -1], x  - 45 y  + 12924],

                                 2       2
    [[141, 9, 29, 4], [10, -1], x  - 24 y  + 303],

                                2       2
    [[141, 9, 37, 7], [8, -1], x  - 15 y  + 654],

                                 2      2
    [[141, 9, 58, 8], [10, -1], x  - 6 y  + 303],

                                 2      2
    [[141, 9, 63, 3], [18, -1], x  - 5 y  - 36],

                                 2      2
    [[141, 9, 81, 51], [3, -1], x  - 5 y  + 12924],

                                 2      2
    [[141, 9, 91, 41], [4, -1], x  - 3 y  + 4962],

                                   2      2
    [[141, 11, 103, 27], [6, -1], x  - 2 y  + 1337],

                                  2       2
    [[141, 12, 30, 13], [4, -1], x  - 27 y  + 4419],

                                  2      2
    [[141, 12, 90, 39], [4, -1], x  - 3 y  + 4419],

                                  2      2
    [[141, 14, 79, 48], [3, -1], x  - 5 y  + 11324],

                                  2        2
    [[141, 15, 13, 1], [11, -1], x  - 117 y  - 108],

                                 2       2
    [[141, 15, 17, 4], [6, -1], x  - 72 y  + 927],

                                  2       2
    [[141, 15, 27, 1], [14, -1], x  - 27 y  - 198],

                                 2       2
    [[141, 15, 34, 8], [6, -1], x  - 18 y  + 927],

                                  2       2
    [[141, 15, 39, 3], [11, -1], x  - 13 y  - 108],

                                  2      2
    [[141, 15, 51, 12], [6, -1], x  - 8 y  + 927],

                                  2      2
    [[141, 15, 53, 1], [16, -1], x  - 7 y  - 218],

                                  2      2
    [[141, 15, 81, 3], [14, -1], x  - 3 y  - 198],

                                  2      2
    [[141, 15, 89, 37], [4, -1], x  - 3 y  + 3882],

                                   2      2
    [[141, 15, 102, 24], [6, -1], x  - 2 y  + 927],

                                  2      2
    [[141, 18, 88, 35], [4, -1], x  - 3 y  + 3351],

                                  2      2
    [[141, 19, 77, 45], [3, -1], x  - 5 y  + 9764],

                                   2      2
    [[141, 19, 101, 21], [6, -1], x  - 2 y  + 521],

                                2        2
    [[141, 21, 7, 1], [7, -1], x  - 405 y  - 36],

                                  2       2
    [[141, 21, 19, 1], [10, -1], x  - 54 y  - 387],

                                 2       2
    [[141, 21, 21, 3], [7, -1], x  - 45 y  - 36],

                                  2       2
    [[141, 21, 29, 11], [4, -1], x  - 27 y  + 2826],

                                  2      2
    [[141, 21, 57, 3], [10, -1], x  - 6 y  - 387],

                                 2      2
    [[141, 21, 63, 9], [7, -1], x  - 5 y  - 36],

                                  2      2
    [[141, 21, 87, 33], [4, -1], x  - 3 y  + 2826],

                                 2      2
    [[141, 23, 50, 9], [6, -1], x  - 8 y  + 119],

                                   2      2
    [[141, 23, 100, 18], [6, -1], x  - 2 y  + 119],

                                 2        2
    [[141, 24, 12, 1], [8, -1], x  - 135 y  - 441],

                                  2       2
    [[141, 24, 25, 14], [3, -1], x  - 45 y  + 8244],

                                 2       2
    [[141, 24, 36, 3], [8, -1], x  - 15 y  - 441],

                                  2      2
    [[141, 24, 75, 42], [3, -1], x  - 5 y  + 8244],

                                  2      2
    [[141, 24, 86, 31], [4, -1], x  - 3 y  + 2307],

                                 2       2
    [[141, 27, 31, 7], [5, -1], x  - 21 y  + 300],

                                 2       2
    [[141, 27, 33, 5], [6, -1], x  - 18 y  - 279],

                                  2      2
    [[141, 27, 85, 29], [4, -1], x  - 3 y  + 1794],

                                  2      2
    [[141, 27, 99, 15], [6, -1], x  - 2 y  - 279],

                                  2      2
    [[141, 29, 73, 39], [3, -1], x  - 5 y  + 6764],

                                 2       2
    [[141, 30, 28, 9], [4, -1], x  - 27 y  + 1287],

                                  2      2
    [[141, 30, 84, 27], [4, -1], x  - 3 y  + 1287],

                                 2      2
    [[141, 31, 49, 6], [6, -1], x  - 8 y  - 673],

                                  2      2
    [[141, 31, 98, 12], [6, -1], x  - 2 y  - 673],

                                  2      2
    [[141, 33, 83, 25], [4, -1], x  - 3 y  + 786],

                                  2      2
    [[141, 34, 71, 36], [3, -1], x  - 5 y  + 5324],

                                 2      2
    [[141, 35, 97, 9], [6, -1], x  - 2 y  - 1063],

                                 2      2
    [[141, 36, 61, 2], [7, -1], x  - 5 y  - 1276],

                                  2      2
    [[141, 36, 82, 23], [4, -1], x  - 3 y  + 291],

                                 2       2
    [[141, 39, 16, 1], [6, -1], x  - 72 y  - 1449],

                                  2       2
    [[141, 39, 23, 11], [3, -1], x  - 45 y  + 3924],

                                 2       2
    [[141, 39, 27, 7], [4, -1], x  - 27 y  - 198],

                                 2       2
    [[141, 39, 32, 2], [6, -1], x  - 18 y  - 1449],

                                 2      2
    [[141, 39, 48, 3], [6, -1], x  - 8 y  - 1449],

                                  2      2
    [[141, 39, 69, 33], [3, -1], x  - 5 y  + 3924],

                                  2      2
    [[141, 39, 81, 21], [4, -1], x  - 3 y  - 198],

                                 2      2
    [[141, 39, 96, 6], [6, -1], x  - 2 y  - 1449],

                                  2      2
    [[141, 42, 80, 19], [4, -1], x  - 3 y  - 681],

                                 2      2
    [[141, 43, 95, 3], [6, -1], x  - 2 y  - 1831],

                                  2      2
    [[141, 44, 67, 30], [3, -1], x  - 5 y  + 2564],

                                  2      2
    [[141, 45, 79, 17], [4, -1], x  - 3 y  - 1158],

                                 2       2
    [[141, 48, 26, 5], [4, -1], x  - 27 y  - 1629],

                                 2       2
    [[141, 48, 29, 2], [5, -1], x  - 21 y  - 2220],

                                  2      2
    [[141, 48, 78, 15], [4, -1], x  - 3 y  - 1629],

                                  2      2
    [[141, 49, 65, 27], [3, -1], x  - 5 y  + 1244],

                                  2      2
    [[141, 51, 77, 13], [4, -1], x  - 3 y  - 2094],

                                 2       2
    [[141, 54, 21, 8], [3, -1], x  - 45 y  - 36],

                                  2      2
    [[141, 54, 63, 24], [3, -1], x  - 5 y  - 36],

                                  2      2
    [[141, 54, 76, 11], [4, -1], x  - 3 y  - 2553],

                                 2       2
    [[141, 57, 25, 3], [4, -1], x  - 27 y  - 3006],

                                 2      2
    [[141, 57, 75, 9], [4, -1], x  - 3 y  - 3006],

                                  2      2
    [[141, 59, 61, 21], [3, -1], x  - 5 y  - 1276],

                                 2      2
    [[141, 60, 74, 7], [4, -1], x  - 3 y  - 3453],

                                 2      2
    [[141, 63, 73, 5], [4, -1], x  - 3 y  - 3894],

                                  2      2
    [[141, 64, 59, 18], [3, -1], x  - 5 y  - 2476],

                                 2       2
    [[141, 66, 24, 1], [4, -1], x  - 27 y  - 4329],

                                 2      2
    [[141, 66, 72, 3], [4, -1], x  - 3 y  - 4329],

                                 2       2
    [[141, 69, 19, 5], [3, -1], x  - 45 y  - 3636],

                                  2      2
    [[141, 69, 57, 15], [3, -1], x  - 5 y  - 3636],

                                 2      2
    [[141, 69, 71, 1], [4, -1], x  - 3 y  - 4758],

                                  2      2
    [[141, 74, 55, 12], [3, -1], x  - 5 y  - 4756],

                                 2      2
    [[141, 79, 53, 9], [3, -1], x  - 5 y  - 5836],

                                 2       2
    [[141, 84, 17, 2], [3, -1], x  - 45 y  - 6876],

                                 2      2
    [[141, 84, 51, 6], [3, -1], x  - 5 y  - 6876],

                                 2      2
    [[141, 89, 49, 3], [3, -1], x  - 5 y  - 7876],

                                 2       2
    [[142, 1, 40, 7], [11, -1], x  - 13 y  + 636],

                                 2       2
    [[142, 1, 43, 4], [20, -1], x  - 11 y  + 175],

                                2        2
    [[142, 2, 9, 1], [16, -1], x  - 252 y  + 248],

                                2        2
    [[142, 2, 11, 3], [7, -1], x  - 180 y  + 1616],

                                 2        2
    [[142, 2, 13, 1], [22, -1], x  - 120 y  + 116],

                                 2       2
    [[142, 2, 18, 2], [16, -1], x  - 63 y  + 248],

                                 2       2
    [[142, 2, 19, 1], [30, -1], x  - 56 y  + 52],

                                2       2
    [[142, 2, 22, 6], [7, -1], x  - 45 y  + 1616],

                                 2       2
    [[142, 2, 26, 2], [22, -1], x  - 30 y  + 116],

                                 2       2
    [[142, 2, 27, 3], [16, -1], x  - 28 y  + 248],

                                2       2
    [[142, 2, 33, 9], [7, -1], x  - 20 y  + 1616],

                                 2       2
    [[142, 2, 38, 2], [30, -1], x  - 14 y  + 52],

                                 2       2
    [[142, 2, 41, 1], [52, -1], x  - 12 y  + 8],

                                 2       2
    [[142, 2, 47, 23], [4, -1], x  - 12 y  + 6344],

                                 2      2
    [[142, 2, 53, 17], [6, -1], x  - 8 y  + 2308],

                                 2      2
    [[142, 2, 54, 6], [16, -1], x  - 7 y  + 248],

                                  2      2
    [[142, 2, 59, 11], [10, -1], x  - 6 y  + 722],

                                 2      2
    [[142, 2, 66, 18], [7, -1], x  - 5 y  + 1616],

                                 2      2
    [[142, 2, 82, 2], [52, -1], x  - 3 y  + 8],

                                 2      2
    [[142, 2, 94, 46], [4, -1], x  - 3 y  + 6344],

                                  2      2
    [[142, 2, 106, 34], [6, -1], x  - 2 y  + 2308],

                                 2      2
    [[142, 3, 84, 55], [3, -1], x  - 5 y  + 15116],

                                 2      2
    [[142, 5, 93, 44], [4, -1], x  - 3 y  + 5783],

                                  2      2
    [[142, 6, 105, 31], [6, -1], x  - 2 y  + 1886],

                                 2       2
    [[142, 8, 41, 26], [3, -1], x  - 20 y  + 13456],

                                 2       2
    [[142, 8, 46, 21], [4, -1], x  - 12 y  + 5228],

                                 2      2
    [[142, 8, 82, 52], [3, -1], x  - 5 y  + 13456],

                                 2      2
    [[142, 8, 92, 42], [4, -1], x  - 3 y  + 5228],

                                 2       2
    [[142, 10, 26, 7], [6, -1], x  - 32 y  + 1468],

                                  2       2
    [[142, 10, 41, 3], [14, -1], x  - 12 y  + 8],

                                  2      2
    [[142, 10, 52, 14], [6, -1], x  - 8 y  + 1468],

                                  2      2
    [[142, 10, 82, 6], [14, -1], x  - 3 y  + 8],

                                   2      2
    [[142, 10, 104, 28], [6, -1], x  - 2 y  + 1468],

                                  2      2
    [[142, 11, 91, 40], [4, -1], x  - 3 y  + 4679],

                                  2        2
    [[142, 12, 12, 1], [12, -1], x  - 140 y  - 4],

                                  2       2
    [[142, 12, 24, 2], [12, -1], x  - 35 y  - 4],

                                 2       2
    [[142, 13, 37, 6], [8, -1], x  - 15 y  + 371],

                                  2      2
    [[142, 13, 80, 49], [3, -1], x  - 5 y  + 11836],

                                  2       2
    [[142, 14, 29, 3], [10, -1], x  - 24 y  + 20],

                                  2       2
    [[142, 14, 45, 19], [4, -1], x  - 12 y  + 4136],

                                  2      2
    [[142, 14, 58, 6], [10, -1], x  - 6 y  + 20],

                                  2      2
    [[142, 14, 90, 38], [4, -1], x  - 3 y  + 4136],

                                   2      2
    [[142, 14, 103, 25], [6, -1], x  - 2 y  + 1054],

                                  2      2
    [[142, 17, 64, 11], [7, -1], x  - 5 y  + 316],

                                  2      2
    [[142, 17, 89, 36], [4, -1], x  - 3 y  + 3599],

                                  2       2
    [[142, 18, 39, 23], [3, -1], x  - 20 y  + 10256],

                                  2      2
    [[142, 18, 51, 11], [6, -1], x  - 8 y  + 644],

                                  2      2
    [[142, 18, 78, 46], [3, -1], x  - 5 y  + 10256],

                                   2      2
    [[142, 18, 102, 22], [6, -1], x  - 2 y  + 644],

                                 2       2
    [[142, 19, 32, 9], [5, -1], x  - 21 y  + 1340],

                                  2       2
    [[142, 20, 44, 17], [4, -1], x  - 12 y  + 3068],

                                  2      2
    [[142, 20, 88, 34], [4, -1], x  - 3 y  + 3068],

                                   2      2
    [[142, 22, 101, 19], [6, -1], x  - 2 y  + 238],

                                 2       2
    [[142, 23, 16, 1], [9, -1], x  - 77 y  - 452],

                                  2      2
    [[142, 23, 76, 43], [3, -1], x  - 5 y  + 8716],

                                  2      2
    [[142, 23, 87, 32], [4, -1], x  - 3 y  + 2543],

                                 2       2
    [[142, 26, 25, 4], [6, -1], x  - 32 y  - 164],

                                  2       2
    [[142, 26, 43, 15], [4, -1], x  - 12 y  + 2024],

                                 2      2
    [[142, 26, 50, 8], [6, -1], x  - 8 y  - 164],

                                  2      2
    [[142, 26, 57, 1], [10, -1], x  - 6 y  - 670],

                                  2      2
    [[142, 26, 86, 30], [4, -1], x  - 3 y  + 2024],

                                   2      2
    [[142, 26, 100, 16], [6, -1], x  - 2 y  - 164],

                                 2       2
    [[142, 28, 18, 1], [8, -1], x  - 60 y  - 724],

                                 2       2
    [[142, 28, 36, 2], [8, -1], x  - 15 y  - 724],

                                  2       2
    [[142, 28, 37, 20], [3, -1], x  - 20 y  + 7216],

                                  2      2
    [[142, 28, 74, 40], [3, -1], x  - 5 y  + 7216],

                                  2      2
    [[142, 29, 85, 28], [4, -1], x  - 3 y  + 1511],

                                  2      2
    [[142, 30, 99, 13], [6, -1], x  - 2 y  - 562],

                                 2       2
    [[142, 32, 31, 2], [7, -1], x  - 20 y  - 944],

                                  2       2
    [[142, 32, 42, 13], [4, -1], x  - 12 y  + 1004],

                                 2      2
    [[142, 32, 62, 4], [7, -1], x  - 5 y  - 944],

                                  2      2
    [[142, 32, 84, 26], [4, -1], x  - 3 y  + 1004],

                                  2      2
    [[142, 33, 72, 37], [3, -1], x  - 5 y  + 5756],

                                 2      2
    [[142, 34, 49, 5], [6, -1], x  - 8 y  - 956],

                                  2      2
    [[142, 34, 98, 10], [6, -1], x  - 2 y  - 956],

                                  2      2
    [[142, 35, 83, 24], [4, -1], x  - 3 y  + 503],

                                  2       2
    [[142, 38, 35, 17], [3, -1], x  - 20 y  + 4336],

                                  2       2
    [[142, 38, 41, 11], [4, -1], x  - 12 y  + 8],

                                  2      2
    [[142, 38, 70, 34], [3, -1], x  - 5 y  + 4336],

                                  2      2
    [[142, 38, 82, 22], [4, -1], x  - 3 y  + 8],

                                 2      2
    [[142, 38, 97, 7], [6, -1], x  - 2 y  - 1346],

                                 2       2
    [[142, 40, 15, 2], [5, -1], x  - 84 y  - 1264],

                                 2       2
    [[142, 40, 30, 4], [5, -1], x  - 21 y  - 1264],

                                  2      2
    [[142, 41, 81, 20], [4, -1], x  - 3 y  - 481],

                                 2       2
    [[142, 42, 24, 1], [6, -1], x  - 32 y  - 1732],

                                 2      2
    [[142, 42, 48, 2], [6, -1], x  - 8 y  - 1732],

                                 2      2
    [[142, 42, 96, 4], [6, -1], x  - 2 y  - 1732],

                                  2      2
    [[142, 43, 68, 31], [3, -1], x  - 5 y  + 2956],

                                 2       2
    [[142, 44, 40, 9], [4, -1], x  - 12 y  - 964],

                                  2      2
    [[142, 44, 80, 18], [4, -1], x  - 3 y  - 964],

                                 2      2
    [[142, 46, 95, 1], [6, -1], x  - 2 y  - 2114],

                                  2      2
    [[142, 47, 79, 16], [4, -1], x  - 3 y  - 1441],

                                  2       2
    [[142, 48, 33, 14], [3, -1], x  - 20 y  + 1616],

                                  2      2
    [[142, 48, 66, 28], [3, -1], x  - 5 y  + 1616],

                                 2       2
    [[142, 50, 39, 7], [4, -1], x  - 12 y  - 1912],

                                  2      2
    [[142, 50, 78, 14], [4, -1], x  - 3 y  - 1912],

                                  2      2
    [[142, 53, 64, 25], [3, -1], x  - 5 y  + 316],

                                  2      2
    [[142, 53, 77, 12], [4, -1], x  - 3 y  - 2377],

                                 2       2
    [[142, 56, 38, 5], [4, -1], x  - 12 y  - 2836],

                                  2      2
    [[142, 56, 76, 10], [4, -1], x  - 3 y  - 2836],

                                  2       2
    [[142, 58, 31, 11], [3, -1], x  - 20 y  - 944],

                                  2      2
    [[142, 58, 62, 22], [3, -1], x  - 5 y  - 944],

                                 2      2
    [[142, 59, 75, 8], [4, -1], x  - 3 y  - 3289],

                                 2       2
    [[142, 62, 37, 3], [4, -1], x  - 12 y  - 3736],

                                 2      2
    [[142, 62, 74, 6], [4, -1], x  - 3 y  - 3736],

                                  2      2
    [[142, 63, 60, 19], [3, -1], x  - 5 y  - 2164],

                                 2      2
    [[142, 65, 73, 4], [4, -1], x  - 3 y  - 4177],

                                 2       2
    [[142, 68, 29, 8], [3, -1], x  - 20 y  - 3344],

                                 2       2
    [[142, 68, 36, 1], [4, -1], x  - 12 y  - 4612],

                                  2      2
    [[142, 68, 58, 16], [3, -1], x  - 5 y  - 3344],

                                 2      2
    [[142, 68, 72, 2], [4, -1], x  - 3 y  - 4612],

                                  2      2
    [[142, 73, 56, 13], [3, -1], x  - 5 y  - 4484],

                                 2       2
    [[142, 78, 27, 5], [3, -1], x  - 20 y  - 5584],

                                  2      2
    [[142, 78, 54, 10], [3, -1], x  - 5 y  - 5584],

                                 2      2
    [[142, 83, 52, 7], [3, -1], x  - 5 y  - 6644],

                                 2       2
    [[142, 88, 25, 2], [3, -1], x  - 20 y  - 7664],

                                 2      2
    [[142, 88, 50, 4], [3, -1], x  - 5 y  - 7664],

                                 2      2
    [[142, 93, 48, 1], [3, -1], x  - 5 y  - 8644],

                                 2      2
    [[143, 1, 95, 47], [4, -1], x  - 3 y  + 6626],

                                  2      2
    [[143, 1, 107, 35], [6, -1], x  - 2 y  + 2449],

                                2       2
    [[143, 2, 38, 9], [8, -1], x  - 15 y  + 1211],

                                 2      2
    [[143, 2, 85, 56], [3, -1], x  - 5 y  + 15676],

                                 2      2
    [[143, 4, 94, 45], [4, -1], x  - 3 y  + 6059],

                                 2      2
    [[143, 5, 53, 16], [6, -1], x  - 8 y  + 2023],

                                 2      2
    [[143, 5, 83, 9], [14, -1], x  - 3 y  + 218],

                                  2      2
    [[143, 5, 106, 32], [6, -1], x  - 2 y  + 2023],

                                 2       2
    [[143, 7, 16, 1], [18, -1], x  - 80 y  + 31],

                                 2       2
    [[143, 7, 32, 2], [18, -1], x  - 20 y  + 31],

                                 2      2
    [[143, 7, 59, 9], [10, -1], x  - 6 y  + 437],

                                 2      2
    [[143, 7, 64, 4], [18, -1], x  - 5 y  + 31],

                                 2      2
    [[143, 7, 83, 53], [3, -1], x  - 5 y  + 13996],

                                 2      2
    [[143, 7, 93, 43], [4, -1], x  - 3 y  + 5498],

                                  2      2
    [[143, 7, 101, 1], [34, -1], x  - 2 y  - 47],

                                  2      2
    [[143, 9, 105, 29], [6, -1], x  - 2 y  + 1601],

                                  2       2
    [[143, 10, 18, 1], [16, -1], x  - 63 y  - 37],

                                  2      2
    [[143, 10, 54, 3], [16, -1], x  - 7 y  - 37],

                                  2      2
    [[143, 10, 92, 41], [4, -1], x  - 3 y  + 4943],

                                2         2
    [[143, 11, 3, 1], [5, -1], x  - 2541 y  + 2420],

                                  2       2
    [[143, 11, 33, 11], [5, -1], x  - 21 y  + 2420],

                                  2       2
    [[143, 11, 43, 1], [20, -1], x  - 11 y  - 110],

                                  2      2
    [[143, 12, 81, 50], [3, -1], x  - 5 y  + 12356],

                                2         2
    [[143, 13, 4, 1], [6, -1], x  - 1352 y  + 1183],

                                2        2
    [[143, 13, 5, 1], [7, -1], x  - 845 y  + 676],

                                2        2
    [[143, 13, 7, 3], [4, -1], x  - 507 y  + 4394],

                                2        2
    [[143, 13, 8, 2], [6, -1], x  - 338 y  + 1183],

                                  2      2
    [[143, 13, 52, 13], [6, -1], x  - 8 y  + 1183],

                                  2      2
    [[143, 13, 65, 13], [7, -1], x  - 5 y  + 676],

                                  2      2
    [[143, 13, 91, 39], [4, -1], x  - 3 y  + 4394],

                                   2      2
    [[143, 13, 104, 26], [6, -1], x  - 2 y  + 1183],

                                  2      2
    [[143, 16, 90, 37], [4, -1], x  - 3 y  + 3851],

                                 2       2
    [[143, 17, 37, 5], [8, -1], x  - 15 y  + 86],

                                  2       2
    [[143, 17, 41, 1], [14, -1], x  - 12 y  - 277],

                                  2      2
    [[143, 17, 79, 47], [3, -1], x  - 5 y  + 10756],

                                  2      2
    [[143, 17, 82, 2], [14, -1], x  - 3 y  - 277],

                                   2      2
    [[143, 17, 103, 23], [6, -1], x  - 2 y  + 769],

                                  2       2
    [[143, 18, 24, 1], [12, -1], x  - 35 y  - 289],

                                  2       2
    [[143, 19, 29, 2], [10, -1], x  - 24 y  - 265],

                                  2      2
    [[143, 19, 58, 4], [10, -1], x  - 6 y  - 265],

                                  2      2
    [[143, 19, 89, 35], [4, -1], x  - 3 y  + 3314],

                                  2      2
    [[143, 21, 51, 10], [6, -1], x  - 8 y  + 359],

                                   2      2
    [[143, 21, 102, 20], [6, -1], x  - 2 y  + 359],

                                2        2
    [[143, 22, 7, 4], [3, -1], x  - 605 y  + 9196],

                                2        2
    [[143, 22, 8, 3], [4, -1], x  - 363 y  + 2783],

                                  2      2
    [[143, 22, 77, 44], [3, -1], x  - 5 y  + 9196],

                                  2      2
    [[143, 22, 88, 33], [4, -1], x  - 3 y  + 2783],

                                  2      2
    [[143, 25, 87, 31], [4, -1], x  - 3 y  + 2258],

                                   2      2
    [[143, 25, 101, 17], [6, -1], x  - 2 y  - 47],

                                  2      2
    [[143, 27, 75, 41], [3, -1], x  - 5 y  + 7676],

                                 2       2
    [[143, 28, 21, 2], [7, -1], x  - 45 y  - 604],

                                 2      2
    [[143, 28, 63, 6], [7, -1], x  - 5 y  - 604],

                                  2      2
    [[143, 28, 86, 29], [4, -1], x  - 3 y  + 1739],

                                 2      2
    [[143, 29, 50, 7], [6, -1], x  - 8 y  - 449],

                                   2      2
    [[143, 29, 100, 14], [6, -1], x  - 2 y  - 449],

                                  2      2
    [[143, 31, 85, 27], [4, -1], x  - 3 y  + 1226],

                                 2       2
    [[143, 32, 31, 6], [5, -1], x  - 21 y  - 268],

                                 2       2
    [[143, 32, 36, 1], [8, -1], x  - 15 y  - 1009],

                                  2      2
    [[143, 32, 73, 38], [3, -1], x  - 5 y  + 6196],

                                2        2
    [[143, 33, 9, 1], [6, -1], x  - 242 y  - 847],

                                  2      2
    [[143, 33, 99, 11], [6, -1], x  - 2 y  - 847],

                                  2      2
    [[143, 34, 84, 25], [4, -1], x  - 3 y  + 719],

                                 2      2
    [[143, 37, 49, 4], [6, -1], x  - 8 y  - 1241],

                                  2      2
    [[143, 37, 71, 35], [3, -1], x  - 5 y  + 4756],

                                  2      2
    [[143, 37, 83, 23], [4, -1], x  - 3 y  + 218],

                                 2      2
    [[143, 37, 98, 8], [6, -1], x  - 2 y  - 1241],

                                  2      2
    [[143, 40, 82, 21], [4, -1], x  - 3 y  - 277],

                                 2      2
    [[143, 41, 97, 5], [6, -1], x  - 2 y  - 1631],

                                  2      2
    [[143, 42, 69, 32], [3, -1], x  - 5 y  + 3356],

                                  2      2
    [[143, 43, 81, 19], [4, -1], x  - 3 y  - 766],

                                 2      2
    [[143, 45, 48, 1], [6, -1], x  - 8 y  - 2017],

                                 2      2
    [[143, 45, 96, 2], [6, -1], x  - 2 y  - 2017],

                                  2      2
    [[143, 46, 80, 17], [4, -1], x  - 3 y  - 1249],

                                  2      2
    [[143, 47, 67, 29], [3, -1], x  - 5 y  + 1996],

                                  2      2
    [[143, 49, 79, 15], [4, -1], x  - 3 y  - 1726],

                                2        2
    [[143, 52, 5, 2], [3, -1], x  - 845 y  + 676],

                                2        2
    [[143, 52, 6, 1], [4, -1], x  - 507 y  - 2197],

                                  2      2
    [[143, 52, 65, 26], [3, -1], x  - 5 y  + 676],

                                  2      2
    [[143, 52, 78, 13], [4, -1], x  - 3 y  - 2197],

                                 2       2
    [[143, 53, 29, 1], [5, -1], x  - 21 y  - 2788],

                                2        2
    [[143, 55, 7, 1], [4, -1], x  - 363 y  - 2662],

                                  2      2
    [[143, 55, 77, 11], [4, -1], x  - 3 y  - 2662],

                                  2      2
    [[143, 57, 63, 23], [3, -1], x  - 5 y  - 604],

                                 2      2
    [[143, 58, 76, 9], [4, -1], x  - 3 y  - 3121],

                                 2      2
    [[143, 61, 75, 7], [4, -1], x  - 3 y  - 3574],

                                  2      2
    [[143, 62, 61, 20], [3, -1], x  - 5 y  - 1844],

                                 2      2
    [[143, 64, 74, 5], [4, -1], x  - 3 y  - 4021],

                                  2      2
    [[143, 67, 59, 17], [3, -1], x  - 5 y  - 3044],

                                 2      2
    [[143, 67, 73, 3], [4, -1], x  - 3 y  - 4462],

                                 2      2
    [[143, 70, 72, 1], [4, -1], x  - 3 y  - 4897],

                                  2      2
    [[143, 72, 57, 14], [3, -1], x  - 5 y  - 4204],

                                2        2
    [[143, 77, 5, 1], [3, -1], x  - 605 y  - 5324],

                                  2      2
    [[143, 77, 55, 11], [3, -1], x  - 5 y  - 5324],

                                 2      2
    [[143, 82, 53, 8], [3, -1], x  - 5 y  - 6404],

                                 2      2
    [[143, 87, 51, 5], [3, -1], x  - 5 y  - 7444],

                                 2      2
    [[143, 92, 49, 2], [3, -1], x  - 5 y  - 8444],

                                 2      2
    [[144, 1, 86, 57], [3, -1], x  - 5 y  + 16244],

                                 2       2
    [[144, 3, 34, 13], [5, -1], x  - 21 y  + 3540],

                                 2      2
    [[144, 3, 95, 46], [4, -1], x  - 3 y  + 6339],

                                  2      2
    [[144, 4, 107, 33], [6, -1], x  - 2 y  + 2162],

                                2        2
    [[144, 6, 14, 9], [3, -1], x  - 180 y  + 14544],

                                2       2
    [[144, 6, 19, 4], [8, -1], x  - 60 y  + 924],

                                 2       2
    [[144, 6, 28, 18], [3, -1], x  - 45 y  + 14544],

                                2       2
    [[144, 6, 38, 8], [8, -1], x  - 15 y  + 924],

                                 2       2
    [[144, 6, 42, 27], [3, -1], x  - 20 y  + 14544],

                                 2       2
    [[144, 6, 47, 22], [4, -1], x  - 12 y  + 5772],

                                 2      2
    [[144, 6, 84, 54], [3, -1], x  - 5 y  + 14544],

                                 2      2
    [[144, 6, 94, 44], [4, -1], x  - 3 y  + 5772],

                                 2      2
    [[144, 8, 53, 15], [6, -1], x  - 8 y  + 1736],

                                  2      2
    [[144, 8, 106, 30], [6, -1], x  - 2 y  + 1736],

                                2       2
    [[144, 9, 22, 5], [7, -1], x  - 45 y  + 1044],

                                 2       2
    [[144, 9, 31, 14], [4, -1], x  - 27 y  + 5211],

                                 2      2
    [[144, 9, 66, 15], [7, -1], x  - 5 y  + 1044],

                                 2      2
    [[144, 9, 93, 42], [4, -1], x  - 3 y  + 5211],

                                  2      2
    [[144, 11, 82, 51], [3, -1], x  - 5 y  + 12884],

                                  2        2
    [[144, 12, 10, 1], [11, -1], x  - 208 y  + 64],

                                  2       2
    [[144, 12, 20, 2], [11, -1], x  - 52 y  + 64],

                                  2       2
    [[144, 12, 23, 10], [4, -1], x  - 48 y  + 4656],

                                 2       2
    [[144, 12, 35, 9], [6, -1], x  - 18 y  + 1314],

                                  2       2
    [[144, 12, 40, 4], [11, -1], x  - 13 y  + 64],

                                  2       2
    [[144, 12, 46, 20], [4, -1], x  - 12 y  + 4656],

                                  2      2
    [[144, 12, 59, 7], [10, -1], x  - 6 y  + 150],

                                  2      2
    [[144, 12, 83, 5], [14, -1], x  - 3 y  - 69],

                                  2      2
    [[144, 12, 92, 40], [4, -1], x  - 3 y  + 4656],

                                   2      2
    [[144, 12, 105, 27], [6, -1], x  - 2 y  + 1314],

                                  2      2
    [[144, 15, 91, 38], [4, -1], x  - 3 y  + 4107],

                                2         2
    [[144, 16, 5, 3], [3, -1], x  - 1280 y  + 11264],

                                 2        2
    [[144, 16, 10, 6], [3, -1], x  - 320 y  + 11264],

                                 2        2
    [[144, 16, 13, 3], [6, -1], x  - 128 y  + 896],

                                  2       2
    [[144, 16, 20, 12], [3, -1], x  - 80 y  + 11264],

                                 2       2
    [[144, 16, 26, 6], [6, -1], x  - 32 y  + 896],

                                  2       2
    [[144, 16, 40, 24], [3, -1], x  - 20 y  + 11264],

                                  2      2
    [[144, 16, 52, 12], [6, -1], x  - 8 y  + 896],

                                  2      2
    [[144, 16, 80, 48], [3, -1], x  - 5 y  + 11264],

                                   2      2
    [[144, 16, 104, 24], [6, -1], x  - 2 y  + 896],

                                2        2
    [[144, 18, 5, 2], [4, -1], x  - 972 y  + 3564],

                                 2        2
    [[144, 18, 10, 4], [4, -1], x  - 243 y  + 3564],

                                 2        2
    [[144, 18, 15, 6], [4, -1], x  - 108 y  + 3564],

                                  2       2
    [[144, 18, 30, 12], [4, -1], x  - 27 y  + 3564],

                                  2       2
    [[144, 18, 45, 18], [4, -1], x  - 12 y  + 3564],

                                  2      2
    [[144, 18, 90, 36], [4, -1], x  - 3 y  + 3564],

                                   2      2
    [[144, 20, 103, 21], [6, -1], x  - 2 y  + 482],

                                  2       2
    [[144, 21, 26, 15], [3, -1], x  - 45 y  + 9684],

                                 2       2
    [[144, 21, 37, 4], [8, -1], x  - 15 y  - 201],

                                  2      2
    [[144, 21, 78, 45], [3, -1], x  - 5 y  + 9684],

                                  2      2
    [[144, 21, 89, 34], [4, -1], x  - 3 y  + 3027],

                                2         2
    [[144, 24, 4, 1], [5, -1], x  - 1344 y  + 768],

                                2        2
    [[144, 24, 8, 1], [7, -1], x  - 320 y  - 256],

                                2        2
    [[144, 24, 8, 2], [5, -1], x  - 336 y  + 768],

                                 2        2
    [[144, 24, 11, 4], [4, -1], x  - 192 y  + 2496],

                                 2       2
    [[144, 24, 16, 2], [7, -1], x  - 80 y  - 256],

                                 2       2
    [[144, 24, 16, 4], [5, -1], x  - 84 y  + 768],

                                 2       2
    [[144, 24, 17, 3], [6, -1], x  - 72 y  + 72],

                                 2       2
    [[144, 24, 22, 8], [4, -1], x  - 48 y  + 2496],

                                  2       2
    [[144, 24, 29, 1], [10, -1], x  - 24 y  - 552],

                                 2       2
    [[144, 24, 32, 4], [7, -1], x  - 20 y  - 256],

                                 2       2
    [[144, 24, 32, 8], [5, -1], x  - 21 y  + 768],

                                 2       2
    [[144, 24, 34, 6], [6, -1], x  - 18 y  + 72],

                                  2       2
    [[144, 24, 44, 16], [4, -1], x  - 12 y  + 2496],

                                 2      2
    [[144, 24, 51, 9], [6, -1], x  - 8 y  + 72],

                                  2      2
    [[144, 24, 58, 2], [10, -1], x  - 6 y  - 552],

                                 2      2
    [[144, 24, 64, 8], [7, -1], x  - 5 y  - 256],

                                  2      2
    [[144, 24, 88, 32], [4, -1], x  - 3 y  + 2496],

                                   2      2
    [[144, 24, 102, 18], [6, -1], x  - 2 y  + 72],

                                  2       2
    [[144, 26, 38, 21], [3, -1], x  - 20 y  + 8144],

                                  2      2
    [[144, 26, 76, 42], [3, -1], x  - 5 y  + 8144],

                                  2       2
    [[144, 27, 29, 10], [4, -1], x  - 27 y  + 1971],

                                  2      2
    [[144, 27, 87, 30], [4, -1], x  - 3 y  + 1971],

                                   2      2
    [[144, 28, 101, 15], [6, -1], x  - 2 y  - 334],

                                  2       2
    [[144, 30, 43, 14], [4, -1], x  - 12 y  + 1452],

                                  2      2
    [[144, 30, 86, 28], [4, -1], x  - 3 y  + 1452],

                                  2      2
    [[144, 31, 74, 39], [3, -1], x  - 5 y  + 6644],

                                 2       2
    [[144, 32, 25, 3], [6, -1], x  - 32 y  - 736],

                                 2      2
    [[144, 32, 50, 6], [6, -1], x  - 8 y  - 736],

                                   2      2
    [[144, 32, 100, 12], [6, -1], x  - 2 y  - 736],

                                  2      2
    [[144, 33, 85, 26], [4, -1], x  - 3 y  + 939],

                                2         2
    [[144, 36, 2, 1], [3, -1], x  - 6480 y  + 5184],

                                2         2
    [[144, 36, 4, 2], [3, -1], x  - 1620 y  + 5184],

                                2        2
    [[144, 36, 6, 3], [3, -1], x  - 720 y  + 5184],

                                2        2
    [[144, 36, 7, 2], [4, -1], x  - 432 y  + 432],

                                2        2
    [[144, 36, 8, 4], [3, -1], x  - 405 y  + 5184],

                                 2        2
    [[144, 36, 11, 1], [6, -1], x  - 162 y  - 1134],

                                 2        2
    [[144, 36, 12, 6], [3, -1], x  - 180 y  + 5184],

                                 2        2
    [[144, 36, 14, 4], [4, -1], x  - 108 y  + 432],

                                 2       2
    [[144, 36, 18, 9], [3, -1], x  - 80 y  + 5184],

                                 2       2
    [[144, 36, 21, 6], [4, -1], x  - 48 y  + 432],

                                  2       2
    [[144, 36, 24, 12], [3, -1], x  - 45 y  + 5184],

                                 2       2
    [[144, 36, 28, 8], [4, -1], x  - 27 y  + 432],

                                 2       2
    [[144, 36, 33, 3], [6, -1], x  - 18 y  - 1134],

                                  2       2
    [[144, 36, 36, 18], [3, -1], x  - 20 y  + 5184],

                                  2       2
    [[144, 36, 42, 12], [4, -1], x  - 12 y  + 432],

                                  2      2
    [[144, 36, 72, 36], [3, -1], x  - 5 y  + 5184],

                                  2      2
    [[144, 36, 84, 24], [4, -1], x  - 3 y  + 432],

                                 2      2
    [[144, 36, 99, 9], [6, -1], x  - 2 y  - 1134],

                                 2      2
    [[144, 39, 62, 1], [7, -1], x  - 5 y  - 1516],

                                  2      2
    [[144, 39, 83, 22], [4, -1], x  - 3 y  - 69],

                                 2      2
    [[144, 40, 49, 3], [6, -1], x  - 8 y  - 1528],

                                 2      2
    [[144, 40, 98, 6], [6, -1], x  - 2 y  - 1528],

                                  2      2
    [[144, 41, 70, 33], [3, -1], x  - 5 y  + 3764],

                                  2       2
    [[144, 42, 41, 10], [4, -1], x  - 12 y  - 564],

                                  2      2
    [[144, 42, 82, 20], [4, -1], x  - 3 y  - 564],

                                 2      2
    [[144, 44, 97, 3], [6, -1], x  - 2 y  - 1918],

                                2        2
    [[144, 45, 9, 2], [4, -1], x  - 243 y  - 1053],

                                 2        2
    [[144, 45, 10, 1], [5, -1], x  - 189 y  - 1836],

                                 2       2
    [[144, 45, 27, 6], [4, -1], x  - 27 y  - 1053],

                                 2       2
    [[144, 45, 30, 3], [5, -1], x  - 21 y  - 1836],

                                  2      2
    [[144, 45, 81, 18], [4, -1], x  - 3 y  - 1053],

                                  2       2
    [[144, 46, 34, 15], [3, -1], x  - 20 y  + 2384],

                                  2      2
    [[144, 46, 68, 30], [3, -1], x  - 5 y  + 2384],

                                2        2
    [[144, 48, 5, 1], [4, -1], x  - 768 y  - 1536],

                                 2        2
    [[144, 48, 10, 2], [4, -1], x  - 192 y  - 1536],

                                 2       2
    [[144, 48, 20, 4], [4, -1], x  - 48 y  - 1536],

                                 2       2
    [[144, 48, 40, 8], [4, -1], x  - 12 y  - 1536],

                                  2      2
    [[144, 48, 80, 16], [4, -1], x  - 3 y  - 1536],

                                 2       2
    [[144, 51, 22, 9], [3, -1], x  - 45 y  + 1044],

                                  2      2
    [[144, 51, 66, 27], [3, -1], x  - 5 y  + 1044],

                                  2      2
    [[144, 51, 79, 14], [4, -1], x  - 3 y  - 2013],

                                 2        2
    [[144, 54, 13, 2], [4, -1], x  - 108 y  - 2484],

                                 2       2
    [[144, 54, 26, 4], [4, -1], x  - 27 y  - 2484],

                                 2       2
    [[144, 54, 39, 6], [4, -1], x  - 12 y  - 2484],

                                  2      2
    [[144, 54, 78, 12], [4, -1], x  - 3 y  - 2484],

                                2        2
    [[144, 56, 8, 3], [3, -1], x  - 320 y  - 256],

                                 2       2
    [[144, 56, 16, 6], [3, -1], x  - 80 y  - 256],

                                  2       2
    [[144, 56, 32, 12], [3, -1], x  - 20 y  - 256],

                                  2      2
    [[144, 56, 64, 24], [3, -1], x  - 5 y  - 256],

                                  2      2
    [[144, 57, 77, 10], [4, -1], x  - 3 y  - 2949],

                                 2       2
    [[144, 60, 19, 2], [4, -1], x  - 48 y  - 3408],

                                 2       2
    [[144, 60, 38, 4], [4, -1], x  - 12 y  - 3408],

                                 2      2
    [[144, 60, 76, 8], [4, -1], x  - 3 y  - 3408],

                                  2      2
    [[144, 61, 62, 21], [3, -1], x  - 5 y  - 1516],

                                 2       2
    [[144, 63, 25, 2], [4, -1], x  - 27 y  - 3861],

                                 2      2
    [[144, 63, 75, 6], [4, -1], x  - 3 y  - 3861],

                                 2        2
    [[144, 66, 10, 3], [3, -1], x  - 180 y  - 2736],

                                 2       2
    [[144, 66, 20, 6], [3, -1], x  - 45 y  - 2736],

                                 2       2
    [[144, 66, 30, 9], [3, -1], x  - 20 y  - 2736],

                                 2       2
    [[144, 66, 37, 2], [4, -1], x  - 12 y  - 4308],

                                  2      2
    [[144, 66, 60, 18], [3, -1], x  - 5 y  - 2736],

                                 2      2
    [[144, 66, 74, 4], [4, -1], x  - 3 y  - 4308],

                                 2      2
    [[144, 69, 73, 2], [4, -1], x  - 3 y  - 4749],

                                  2      2
    [[144, 71, 58, 15], [3, -1], x  - 5 y  - 3916],

                                 2       2
    [[144, 76, 14, 3], [3, -1], x  - 80 y  - 5056],

                                 2       2
    [[144, 76, 28, 6], [3, -1], x  - 20 y  - 5056],

                                  2      2
    [[144, 76, 56, 12], [3, -1], x  - 5 y  - 5056],

                                2        2
    [[144, 81, 6, 1], [3, -1], x  - 405 y  - 6156],

                                 2       2
    [[144, 81, 18, 3], [3, -1], x  - 45 y  - 6156],

                                 2      2
    [[144, 81, 54, 9], [3, -1], x  - 5 y  - 6156],

                                 2       2
    [[144, 86, 26, 3], [3, -1], x  - 20 y  - 7216],

                                 2      2
    [[144, 86, 52, 6], [3, -1], x  - 5 y  - 7216],

                                 2      2
    [[144, 91, 50, 3], [3, -1], x  - 5 y  - 8236],

                                 2      2
    [[145, 2, 96, 47], [4, -1], x  - 3 y  + 6623],

                                 2      2
    [[145, 3, 54, 17], [6, -1], x  - 8 y  + 2303],

                                  2      2
    [[145, 3, 108, 34], [6, -1], x  - 2 y  + 2303],

                                2        2
    [[145, 5, 6, 1], [10, -1], x  - 600 y  + 575],

                                 2        2
    [[145, 5, 11, 1], [16, -1], x  - 175 y  + 150],

                                 2        2
    [[145, 5, 12, 2], [10, -1], x  - 150 y  + 575],

                                 2        2
    [[145, 5, 13, 1], [18, -1], x  - 125 y  + 100],

                                 2        2
    [[145, 5, 17, 11], [3, -1], x  - 125 y  + 15100],

                                2       2
    [[145, 5, 19, 9], [4, -1], x  - 75 y  + 6050],

                                 2       2
    [[145, 5, 30, 5], [10, -1], x  - 24 y  + 575],

                                 2      2
    [[145, 5, 55, 5], [16, -1], x  - 7 y  + 150],

                                  2      2
    [[145, 5, 60, 10], [10, -1], x  - 6 y  + 575],

                                 2      2
    [[145, 5, 65, 5], [18, -1], x  - 5 y  + 100],

                                 2      2
    [[145, 5, 67, 17], [7, -1], x  - 5 y  + 1420],

                                 2      2
    [[145, 5, 85, 55], [3, -1], x  - 5 y  + 15100],

                                 2      2
    [[145, 5, 95, 45], [4, -1], x  - 3 y  + 6050],

                                 2       2
    [[145, 7, 21, 2], [14, -1], x  - 48 y  + 143],

                                 2       2
    [[145, 7, 42, 4], [14, -1], x  - 12 y  + 143],

                                 2      2
    [[145, 7, 84, 8], [14, -1], x  - 3 y  + 143],

                                  2      2
    [[145, 7, 107, 31], [6, -1], x  - 2 y  + 1873],

                                 2      2
    [[145, 8, 94, 43], [4, -1], x  - 3 y  + 5483],

                                 2       2
    [[145, 10, 38, 7], [8, -1], x  - 15 y  + 635],

                                  2      2
    [[145, 10, 83, 52], [3, -1], x  - 5 y  + 13420],

                                  2      2
    [[145, 11, 53, 14], [6, -1], x  - 8 y  + 1447],

                                  2      2
    [[145, 11, 93, 41], [4, -1], x  - 3 y  + 4922],

                                   2      2
    [[145, 11, 106, 28], [6, -1], x  - 2 y  + 1447],

                                  2      2
    [[145, 14, 92, 39], [4, -1], x  - 3 y  + 4367],

                                 2       2
    [[145, 15, 21, 5], [6, -1], x  - 50 y  + 1025],

                                  2      2
    [[145, 15, 81, 49], [3, -1], x  - 5 y  + 11780],

                                   2      2
    [[145, 15, 105, 25], [6, -1], x  - 2 y  + 1025],

                                  2       2
    [[145, 16, 33, 10], [5, -1], x  - 21 y  + 1844],

                                  2      2
    [[145, 17, 59, 5], [10, -1], x  - 6 y  - 139],

                                  2      2
    [[145, 17, 91, 37], [4, -1], x  - 3 y  + 3818],

                                  2      2
    [[145, 19, 52, 11], [6, -1], x  - 8 y  + 607],

                                  2      2
    [[145, 19, 83, 1], [14, -1], x  - 3 y  - 358],

                                   2      2
    [[145, 19, 104, 22], [6, -1], x  - 2 y  + 607],

                                 2        2
    [[145, 20, 13, 2], [7, -1], x  - 125 y  + 100],

                                 2       2
    [[145, 20, 18, 7], [4, -1], x  - 75 y  + 3275],

                                  2      2
    [[145, 20, 65, 10], [7, -1], x  - 5 y  + 100],

                                  2      2
    [[145, 20, 79, 46], [3, -1], x  - 5 y  + 10180],

                                  2      2
    [[145, 20, 90, 35], [4, -1], x  - 3 y  + 3275],

                                  2      2
    [[145, 23, 89, 33], [4, -1], x  - 3 y  + 2738],

                                   2      2
    [[145, 23, 103, 19], [6, -1], x  - 2 y  + 193],

                                 2       2
    [[145, 25, 37, 3], [8, -1], x  - 15 y  - 490],

                                  2      2
    [[145, 25, 77, 43], [3, -1], x  - 5 y  + 8620],

                                  2      2
    [[145, 26, 88, 31], [4, -1], x  - 3 y  + 2207],

                                 2      2
    [[145, 27, 51, 8], [6, -1], x  - 8 y  - 217],

                                   2      2
    [[145, 27, 102, 16], [6, -1], x  - 2 y  - 217],

                                2         2
    [[145, 29, 3, 1], [4, -1], x  - 2523 y  + 1682],

                                  2      2
    [[145, 29, 87, 29], [4, -1], x  - 3 y  + 1682],

                                 2        2
    [[145, 30, 15, 8], [3, -1], x  - 125 y  + 7100],

                                  2      2
    [[145, 30, 75, 40], [3, -1], x  - 5 y  + 7100],

                                   2      2
    [[145, 31, 101, 13], [6, -1], x  - 2 y  - 623],

                                  2      2
    [[145, 32, 86, 27], [4, -1], x  - 3 y  + 1163],

                                 2        2
    [[145, 35, 10, 1], [6, -1], x  - 200 y  - 1025],

                                 2       2
    [[145, 35, 17, 5], [4, -1], x  - 75 y  + 650],

                                 2       2
    [[145, 35, 20, 2], [6, -1], x  - 50 y  - 1025],

                                 2       2
    [[145, 35, 21, 1], [7, -1], x  - 45 y  - 1180],

                                 2      2
    [[145, 35, 50, 5], [6, -1], x  - 8 y  - 1025],

                                 2      2
    [[145, 35, 63, 3], [7, -1], x  - 5 y  - 1180],

                                  2      2
    [[145, 35, 73, 37], [3, -1], x  - 5 y  + 5620],

                                  2      2
    [[145, 35, 85, 25], [4, -1], x  - 3 y  + 650],

                                   2      2
    [[145, 35, 100, 10], [6, -1], x  - 2 y  - 1025],

                                 2       2
    [[145, 37, 31, 5], [5, -1], x  - 21 y  - 844],

                                  2      2
    [[145, 38, 84, 23], [4, -1], x  - 3 y  + 143],

                                 2      2
    [[145, 39, 99, 7], [6, -1], x  - 2 y  - 1423],

                                  2      2
    [[145, 40, 71, 34], [3, -1], x  - 5 y  + 4180],

                                  2      2
    [[145, 41, 83, 21], [4, -1], x  - 3 y  - 358],

                                 2      2
    [[145, 43, 49, 2], [6, -1], x  - 8 y  - 1817],

                                 2      2
    [[145, 43, 98, 4], [6, -1], x  - 2 y  - 1817],

                                  2      2
    [[145, 44, 82, 19], [4, -1], x  - 3 y  - 853],

                                  2      2
    [[145, 45, 69, 31], [3, -1], x  - 5 y  + 2780],

                                  2      2
    [[145, 47, 81, 17], [4, -1], x  - 3 y  - 1342],

                                 2      2
    [[145, 47, 97, 1], [6, -1], x  - 2 y  - 2207],

                                 2       2
    [[145, 50, 16, 3], [4, -1], x  - 75 y  - 1825],

                                  2      2
    [[145, 50, 67, 28], [3, -1], x  - 5 y  + 1420],

                                  2      2
    [[145, 50, 80, 15], [4, -1], x  - 3 y  - 1825],

                                  2      2
    [[145, 53, 79, 13], [4, -1], x  - 3 y  - 2302],

                                 2        2
    [[145, 55, 13, 5], [3, -1], x  - 125 y  + 100],

                                  2      2
    [[145, 55, 65, 25], [3, -1], x  - 5 y  + 100],

                                  2      2
    [[145, 56, 78, 11], [4, -1], x  - 3 y  - 2773],

                                 2      2
    [[145, 59, 77, 9], [4, -1], x  - 3 y  - 3238],

                                  2      2
    [[145, 60, 63, 22], [3, -1], x  - 5 y  - 1180],

                                 2      2
    [[145, 62, 76, 7], [4, -1], x  - 3 y  - 3697],

                                 2       2
    [[145, 65, 15, 1], [4, -1], x  - 75 y  - 4150],

                                  2      2
    [[145, 65, 61, 19], [3, -1], x  - 5 y  - 2420],

                                 2      2
    [[145, 65, 75, 5], [4, -1], x  - 3 y  - 4150],

                                 2      2
    [[145, 68, 74, 3], [4, -1], x  - 3 y  - 4597],

                                  2      2
    [[145, 70, 59, 16], [3, -1], x  - 5 y  - 3620],

                                 2      2
    [[145, 71, 73, 1], [4, -1], x  - 3 y  - 5038],

                                  2      2
    [[145, 75, 57, 13], [3, -1], x  - 5 y  - 4780],

                                 2        2
    [[145, 80, 11, 2], [3, -1], x  - 125 y  - 5900],

                                  2      2
    [[145, 80, 55, 10], [3, -1], x  - 5 y  - 5900],

                                 2      2
    [[145, 85, 53, 7], [3, -1], x  - 5 y  - 6980],

                                 2      2
    [[145, 90, 51, 4], [3, -1], x  - 5 y  - 8020],

                                 2      2
    [[145, 95, 49, 1], [3, -1], x  - 5 y  - 9020],

                                 2       2
    [[146, 1, 25, 4], [12, -1], x  - 35 y  + 559],

                                 2      2
    [[146, 1, 68, 19], [7, -1], x  - 5 y  + 1804],

                                 2      2
    [[146, 1, 97, 48], [4, -1], x  - 3 y  + 6911],

                                  2      2
    [[146, 2, 85, 11], [14, -1], x  - 3 y  + 359],

                                  2      2
    [[146, 2, 109, 35], [6, -1], x  - 2 y  + 2446],

                                 2       2
    [[146, 4, 43, 28], [3, -1], x  - 20 y  + 15664],

                                 2       2
    [[146, 4, 48, 23], [4, -1], x  - 12 y  + 6332],

                                 2      2
    [[146, 4, 86, 56], [3, -1], x  - 5 y  + 15664],

                                 2      2
    [[146, 4, 96, 46], [4, -1], x  - 3 y  + 6332],

                                2       2
    [[146, 6, 27, 8], [6, -1], x  - 32 y  + 2012],

                                 2       2
    [[146, 6, 39, 1], [30, -1], x  - 14 y  - 22],

                                 2      2
    [[146, 6, 54, 16], [6, -1], x  - 8 y  + 2012],

                                  2      2
    [[146, 6, 108, 32], [6, -1], x  - 2 y  + 2012],

                                 2      2
    [[146, 7, 95, 44], [4, -1], x  - 3 y  + 5759],

                                2       2
    [[146, 8, 17, 6], [5, -1], x  - 84 y  + 2960],

                                 2       2
    [[146, 8, 22, 1], [20, -1], x  - 44 y  - 20],

                                 2       2
    [[146, 8, 34, 12], [5, -1], x  - 21 y  + 2960],

                                 2       2
    [[146, 8, 44, 2], [20, -1], x  - 11 y  - 20],

                                 2      2
    [[146, 9, 84, 53], [3, -1], x  - 5 y  + 13964],

                                  2       2
    [[146, 10, 15, 2], [10, -1], x  - 96 y  + 284],

                                  2       2
    [[146, 10, 30, 4], [10, -1], x  - 24 y  + 284],

                                  2       2
    [[146, 10, 47, 21], [4, -1], x  - 12 y  + 5192],

                                  2      2
    [[146, 10, 60, 8], [10, -1], x  - 6 y  + 284],

                                  2      2
    [[146, 10, 94, 42], [4, -1], x  - 3 y  + 5192],

                                   2      2
    [[146, 10, 107, 29], [6, -1], x  - 2 y  + 1582],

                                  2      2
    [[146, 13, 55, 2], [16, -1], x  - 7 y  - 141],

                                  2      2
    [[146, 13, 93, 40], [4, -1], x  - 3 y  + 4631],

                                 2       2
    [[146, 14, 19, 3], [8, -1], x  - 60 y  + 344],

                                  2       2
    [[146, 14, 21, 1], [14, -1], x  - 48 y  - 148],

                                 2       2
    [[146, 14, 38, 6], [8, -1], x  - 15 y  + 344],

                                  2       2
    [[146, 14, 41, 25], [3, -1], x  - 20 y  + 12304],

                                  2       2
    [[146, 14, 42, 2], [14, -1], x  - 12 y  - 148],

                                  2      2
    [[146, 14, 53, 13], [6, -1], x  - 8 y  + 1156],

                                  2      2
    [[146, 14, 65, 1], [18, -1], x  - 5 y  - 191],

                                  2      2
    [[146, 14, 82, 50], [3, -1], x  - 5 y  + 12304],

                                  2      2
    [[146, 14, 84, 4], [14, -1], x  - 3 y  - 148],

                                   2      2
    [[146, 14, 106, 26], [6, -1], x  - 2 y  + 1156],

                                 2        2
    [[146, 16, 11, 2], [7, -1], x  - 180 y  + 464],

                                 2       2
    [[146, 16, 22, 4], [7, -1], x  - 45 y  + 464],

                                 2       2
    [[146, 16, 33, 6], [7, -1], x  - 20 y  + 464],

                                  2       2
    [[146, 16, 46, 19], [4, -1], x  - 12 y  + 4076],

                                  2      2
    [[146, 16, 66, 12], [7, -1], x  - 5 y  + 464],

                                  2      2
    [[146, 16, 92, 38], [4, -1], x  - 3 y  + 4076],

                                   2      2
    [[146, 18, 105, 23], [6, -1], x  - 2 y  + 734],

                                  2      2
    [[146, 19, 80, 47], [3, -1], x  - 5 y  + 10684],

                                  2      2
    [[146, 19, 91, 36], [4, -1], x  - 3 y  + 3527],

                                 2       2
    [[146, 22, 26, 5], [6, -1], x  - 32 y  + 316],

                                  2       2
    [[146, 22, 45, 17], [4, -1], x  - 12 y  + 2984],

                                  2      2
    [[146, 22, 52, 10], [6, -1], x  - 8 y  + 316],

                                  2      2
    [[146, 22, 59, 3], [10, -1], x  - 6 y  - 430],

                                  2      2
    [[146, 22, 90, 34], [4, -1], x  - 3 y  + 2984],

                                   2      2
    [[146, 22, 104, 20], [6, -1], x  - 2 y  + 316],

                                  2       2
    [[146, 23, 40, 1], [11, -1], x  - 13 y  - 516],

                                  2       2
    [[146, 24, 39, 22], [3, -1], x  - 20 y  + 9104],

                                  2      2
    [[146, 24, 78, 44], [3, -1], x  - 5 y  + 9104],

                                  2      2
    [[146, 25, 89, 32], [4, -1], x  - 3 y  + 2447],

                                   2      2
    [[146, 26, 103, 17], [6, -1], x  - 2 y  - 98],

                                  2       2
    [[146, 28, 44, 15], [4, -1], x  - 12 y  + 1916],

                                  2      2
    [[146, 28, 88, 30], [4, -1], x  - 3 y  + 1916],

                                 2       2
    [[146, 29, 32, 7], [5, -1], x  - 21 y  + 188],

                                 2       2
    [[146, 29, 37, 2], [8, -1], x  - 15 y  - 781],

                                  2      2
    [[146, 29, 76, 41], [3, -1], x  - 5 y  + 7564],

                                 2      2
    [[146, 30, 51, 7], [6, -1], x  - 8 y  - 508],

                                   2      2
    [[146, 30, 102, 14], [6, -1], x  - 2 y  - 508],

                                 2      2
    [[146, 31, 64, 5], [7, -1], x  - 5 y  - 836],

                                  2      2
    [[146, 31, 87, 28], [4, -1], x  - 3 y  + 1391],

                                  2       2
    [[146, 34, 37, 19], [3, -1], x  - 20 y  + 6064],

                                  2       2
    [[146, 34, 43, 13], [4, -1], x  - 12 y  + 872],

                                  2      2
    [[146, 34, 74, 38], [3, -1], x  - 5 y  + 6064],

                                  2      2
    [[146, 34, 86, 26], [4, -1], x  - 3 y  + 872],

                                   2      2
    [[146, 34, 101, 11], [6, -1], x  - 2 y  - 914],

                                  2      2
    [[146, 37, 85, 24], [4, -1], x  - 3 y  + 359],

                                 2       2
    [[146, 38, 25, 2], [6, -1], x  - 32 y  - 1316],

                                 2      2
    [[146, 38, 50, 4], [6, -1], x  - 8 y  - 1316],

                                  2      2
    [[146, 38, 100, 8], [6, -1], x  - 2 y  - 1316],

                                  2      2
    [[146, 39, 72, 35], [3, -1], x  - 5 y  + 4604],

                                  2       2
    [[146, 40, 42, 11], [4, -1], x  - 12 y  - 148],

                                  2      2
    [[146, 40, 84, 22], [4, -1], x  - 3 y  - 148],

                                 2      2
    [[146, 42, 99, 5], [6, -1], x  - 2 y  - 1714],

                                  2      2
    [[146, 43, 83, 20], [4, -1], x  - 3 y  - 649],

                                  2       2
    [[146, 44, 35, 16], [3, -1], x  - 20 y  + 3184],

                                  2      2
    [[146, 44, 70, 32], [3, -1], x  - 5 y  + 3184],

                                 2       2
    [[146, 46, 41, 9], [4, -1], x  - 12 y  - 1144],

                                 2      2
    [[146, 46, 49, 1], [6, -1], x  - 8 y  - 2108],

                                  2      2
    [[146, 46, 82, 18], [4, -1], x  - 3 y  - 1144],

                                 2      2
    [[146, 46, 98, 2], [6, -1], x  - 2 y  - 2108],

                                  2      2
    [[146, 49, 68, 29], [3, -1], x  - 5 y  + 1804],

                                  2      2
    [[146, 49, 81, 16], [4, -1], x  - 3 y  - 1633],

                                 2       2
    [[146, 50, 15, 1], [5, -1], x  - 84 y  - 2416],

                                 2       2
    [[146, 50, 30, 2], [5, -1], x  - 21 y  - 2416],

                                 2       2
    [[146, 52, 40, 7], [4, -1], x  - 12 y  - 2116],

                                  2      2
    [[146, 52, 80, 14], [4, -1], x  - 3 y  - 2116],

                                  2       2
    [[146, 54, 33, 13], [3, -1], x  - 20 y  + 464],

                                  2      2
    [[146, 54, 66, 26], [3, -1], x  - 5 y  + 464],

                                  2      2
    [[146, 55, 79, 12], [4, -1], x  - 3 y  - 2593],

                                 2       2
    [[146, 58, 39, 5], [4, -1], x  - 12 y  - 3064],

                                  2      2
    [[146, 58, 78, 10], [4, -1], x  - 3 y  - 3064],

                                  2      2
    [[146, 59, 64, 23], [3, -1], x  - 5 y  - 836],

                                 2      2
    [[146, 61, 77, 8], [4, -1], x  - 3 y  - 3529],

                                  2       2
    [[146, 64, 31, 10], [3, -1], x  - 20 y  - 2096],

                                 2       2
    [[146, 64, 38, 3], [4, -1], x  - 12 y  - 3988],

                                  2      2
    [[146, 64, 62, 20], [3, -1], x  - 5 y  - 2096],

                                 2      2
    [[146, 64, 76, 6], [4, -1], x  - 3 y  - 3988],

                                 2      2
    [[146, 67, 75, 4], [4, -1], x  - 3 y  - 4441],

                                  2      2
    [[146, 69, 60, 17], [3, -1], x  - 5 y  - 3316],

                                 2       2
    [[146, 70, 37, 1], [4, -1], x  - 12 y  - 4888],

                                 2      2
    [[146, 70, 74, 2], [4, -1], x  - 3 y  - 4888],

                                 2       2
    [[146, 74, 29, 7], [3, -1], x  - 20 y  - 4496],

                                  2      2
    [[146, 74, 58, 14], [3, -1], x  - 5 y  - 4496],

                                  2      2
    [[146, 79, 56, 11], [3, -1], x  - 5 y  - 5636],

                                 2       2
    [[146, 84, 27, 4], [3, -1], x  - 20 y  - 6736],

                                 2      2
    [[146, 84, 54, 8], [3, -1], x  - 5 y  - 6736],

                                 2      2
    [[146, 89, 52, 5], [3, -1], x  - 5 y  - 7796],

                                 2       2
    [[146, 94, 25, 1], [3, -1], x  - 20 y  - 8816],

                                 2      2
    [[146, 94, 50, 2], [3, -1], x  - 5 y  - 8816],

                                 2      2
    [[147, 1, 55, 18], [6, -1], x  - 8 y  + 2591],

                                  2      2
    [[147, 1, 110, 36], [6, -1], x  - 2 y  + 2591],

                                 2        2
    [[147, 3, 11, 1], [18, -1], x  - 180 y  + 171],

                                2        2
    [[147, 3, 13, 3], [8, -1], x  - 135 y  + 1206],

                                 2       2
    [[147, 3, 22, 2], [18, -1], x  - 45 y  + 171],

                                 2       2
    [[147, 3, 26, 1], [34, -1], x  - 32 y  + 23],

                                 2       2
    [[147, 3, 29, 19], [3, -1], x  - 45 y  + 16236],

                                 2       2
    [[147, 3, 33, 3], [18, -1], x  - 20 y  + 171],

                                2       2
    [[147, 3, 39, 9], [8, -1], x  - 15 y  + 1206],

                                 2      2
    [[147, 3, 52, 2], [34, -1], x  - 8 y  + 23],

                                  2      2
    [[147, 3, 61, 11], [10, -1], x  - 6 y  + 717],

                                 2      2
    [[147, 3, 66, 6], [18, -1], x  - 5 y  + 171],

                                 2      2
    [[147, 3, 87, 57], [3, -1], x  - 5 y  + 16236],

                                 2      2
    [[147, 3, 97, 47], [4, -1], x  - 3 y  + 6618],

                                  2      2
    [[147, 3, 104, 4], [34, -1], x  - 2 y  + 23],

                                  2      2
    [[147, 5, 109, 33], [6, -1], x  - 2 y  + 2153],

                                 2       2
    [[147, 6, 32, 15], [4, -1], x  - 27 y  + 6039],

                                 2      2
    [[147, 6, 96, 45], [4, -1], x  - 3 y  + 6039],

                                2       2
    [[147, 7, 17, 3], [9, -1], x  - 77 y  + 644],

                                 2       2
    [[147, 7, 25, 3], [12, -1], x  - 35 y  + 266],

                                 2      2
    [[147, 8, 85, 54], [3, -1], x  - 5 y  + 14516],

                                2       2
    [[147, 9, 18, 5], [6, -1], x  - 72 y  + 1719],

                                 2       2
    [[147, 9, 36, 10], [6, -1], x  - 18 y  + 1719],

                                 2       2
    [[147, 9, 41, 5], [11, -1], x  - 13 y  + 244],

                                 2      2
    [[147, 9, 54, 15], [6, -1], x  - 8 y  + 1719],

                                 2      2
    [[147, 9, 85, 7], [14, -1], x  - 3 y  + 66],

                                 2      2
    [[147, 9, 95, 43], [4, -1], x  - 3 y  + 5466],

                                  2      2
    [[147, 9, 108, 30], [6, -1], x  - 2 y  + 1719],

                                  2      2
    [[147, 12, 67, 14], [7, -1], x  - 5 y  + 836],

                                  2      2
    [[147, 12, 94, 41], [4, -1], x  - 3 y  + 4899],

                                  2      2
    [[147, 13, 83, 51], [3, -1], x  - 5 y  + 12836],

                                   2      2
    [[147, 13, 107, 27], [6, -1], x  - 2 y  + 1289],

                                  2        2
    [[147, 15, 10, 1], [10, -1], x  - 216 y  - 9],

                                  2       2
    [[147, 15, 20, 2], [10, -1], x  - 54 y  - 9],

                                  2       2
    [[147, 15, 30, 3], [10, -1], x  - 24 y  - 9],

                                  2       2
    [[147, 15, 31, 13], [4, -1], x  - 27 y  + 4338],

                                  2      2
    [[147, 15, 60, 6], [10, -1], x  - 6 y  - 9],

                                  2      2
    [[147, 15, 93, 39], [4, -1], x  - 3 y  + 4338],

                                  2      2
    [[147, 17, 53, 12], [6, -1], x  - 8 y  + 863],

                                   2      2
    [[147, 17, 106, 24], [6, -1], x  - 2 y  + 863],

                                  2       2
    [[147, 18, 27, 16], [3, -1], x  - 45 y  + 11196],

                                 2       2
    [[147, 18, 38, 5], [8, -1], x  - 15 y  + 51],

                                  2      2
    [[147, 18, 81, 48], [3, -1], x  - 5 y  + 11196],

                                  2      2
    [[147, 18, 92, 37], [4, -1], x  - 3 y  + 3783],

                                2        2
    [[147, 21, 5, 1], [6, -1], x  - 882 y  + 441],

                                 2        2
    [[147, 21, 11, 3], [5, -1], x  - 189 y  + 1260],

                                 2        2
    [[147, 21, 13, 5], [4, -1], x  - 147 y  + 3234],

                                 2       2
    [[147, 21, 15, 3], [6, -1], x  - 98 y  + 441],

                                 2       2
    [[147, 21, 33, 9], [5, -1], x  - 21 y  + 1260],

                                 2       2
    [[147, 21, 35, 7], [6, -1], x  - 18 y  + 441],

                                  2      2
    [[147, 21, 91, 35], [4, -1], x  - 3 y  + 3234],

                                   2      2
    [[147, 21, 105, 21], [6, -1], x  - 2 y  + 441],

                                  2      2
    [[147, 23, 79, 45], [3, -1], x  - 5 y  + 9596],

                                  2       2
    [[147, 24, 30, 11], [4, -1], x  - 27 y  + 2691],

                                  2      2
    [[147, 24, 90, 33], [4, -1], x  - 3 y  + 2691],

                                 2      2
    [[147, 25, 52, 9], [6, -1], x  - 8 y  + 23],

                                   2      2
    [[147, 25, 104, 18], [6, -1], x  - 2 y  + 23],

                                  2      2
    [[147, 27, 59, 1], [10, -1], x  - 6 y  - 723],

                                 2      2
    [[147, 27, 65, 7], [7, -1], x  - 5 y  - 484],

                                  2      2
    [[147, 27, 89, 31], [4, -1], x  - 3 y  + 2154],

                                 2        2
    [[147, 28, 11, 6], [3, -1], x  - 245 y  + 8036],

                                  2      2
    [[147, 28, 77, 42], [3, -1], x  - 5 y  + 8036],

                                   2      2
    [[147, 29, 103, 15], [6, -1], x  - 2 y  - 391],

                                  2      2
    [[147, 30, 88, 29], [4, -1], x  - 3 y  + 1623],

                                 2       2
    [[147, 33, 17, 2], [6, -1], x  - 72 y  - 801],

                                  2       2
    [[147, 33, 25, 13], [3, -1], x  - 45 y  + 6516],

                                 2       2
    [[147, 33, 29, 9], [4, -1], x  - 27 y  + 1098],

                                 2       2
    [[147, 33, 34, 4], [6, -1], x  - 18 y  - 801],

                                 2       2
    [[147, 33, 37, 1], [8, -1], x  - 15 y  - 1074],

                                 2      2
    [[147, 33, 51, 6], [6, -1], x  - 8 y  - 801],

                                  2      2
    [[147, 33, 75, 39], [3, -1], x  - 5 y  + 6516],

                                  2      2
    [[147, 33, 87, 27], [4, -1], x  - 3 y  + 1098],

                                   2      2
    [[147, 33, 102, 12], [6, -1], x  - 2 y  - 801],

                                  2      2
    [[147, 36, 86, 25], [4, -1], x  - 3 y  + 579],

                                  2      2
    [[147, 37, 101, 9], [6, -1], x  - 2 y  - 1207],

                                  2      2
    [[147, 38, 73, 36], [3, -1], x  - 5 y  + 5036],

                                  2      2
    [[147, 39, 85, 23], [4, -1], x  - 3 y  + 66],

                                 2      2
    [[147, 41, 50, 3], [6, -1], x  - 8 y  - 1609],

                                  2      2
    [[147, 41, 100, 6], [6, -1], x  - 2 y  - 1609],

                                2         2
    [[147, 42, 4, 1], [4, -1], x  - 1323 y  - 441],

                                 2        2
    [[147, 42, 12, 3], [4, -1], x  - 147 y  - 441],

                                 2       2
    [[147, 42, 28, 7], [4, -1], x  - 27 y  - 441],

                                 2       2
    [[147, 42, 31, 4], [5, -1], x  - 21 y  - 1428],

                                  2      2
    [[147, 42, 84, 21], [4, -1], x  - 3 y  - 441],

                                  2      2
    [[147, 43, 71, 33], [3, -1], x  - 5 y  + 3596],

                                 2       2
    [[147, 45, 33, 1], [6, -1], x  - 18 y  - 2007],

                                  2      2
    [[147, 45, 83, 19], [4, -1], x  - 3 y  - 942],

                                 2      2
    [[147, 45, 99, 3], [6, -1], x  - 2 y  - 2007],

                                  2       2
    [[147, 48, 23, 10], [3, -1], x  - 45 y  + 2196],

                                  2      2
    [[147, 48, 69, 30], [3, -1], x  - 5 y  + 2196],

                                  2      2
    [[147, 48, 82, 17], [4, -1], x  - 3 y  - 1437],

                                 2       2
    [[147, 51, 27, 5], [4, -1], x  - 27 y  - 1926],

                                  2      2
    [[147, 51, 81, 15], [4, -1], x  - 3 y  - 1926],

                                  2      2
    [[147, 53, 67, 27], [3, -1], x  - 5 y  + 836],

                                  2      2
    [[147, 54, 80, 13], [4, -1], x  - 3 y  - 2409],

                                  2      2
    [[147, 57, 79, 11], [4, -1], x  - 3 y  - 2886],

                                  2      2
    [[147, 58, 65, 24], [3, -1], x  - 5 y  - 484],

                                 2       2
    [[147, 60, 26, 3], [4, -1], x  - 27 y  - 3357],

                                 2      2
    [[147, 60, 78, 9], [4, -1], x  - 3 y  - 3357],

                                2         2
    [[147, 63, 3, 1], [3, -1], x  - 2205 y  - 1764],

                                2        2
    [[147, 63, 9, 3], [3, -1], x  - 245 y  - 1764],

                                 2        2
    [[147, 63, 11, 1], [4, -1], x  - 147 y  - 3822],

                                 2       2
    [[147, 63, 21, 7], [3, -1], x  - 45 y  - 1764],

                                  2      2
    [[147, 63, 63, 21], [3, -1], x  - 5 y  - 1764],

                                 2      2
    [[147, 63, 77, 7], [4, -1], x  - 3 y  - 3822],

                                 2      2
    [[147, 66, 76, 5], [4, -1], x  - 3 y  - 4281],

                                  2      2
    [[147, 68, 61, 18], [3, -1], x  - 5 y  - 3004],

                                 2       2
    [[147, 69, 25, 1], [4, -1], x  - 27 y  - 4734],

                                 2      2
    [[147, 69, 75, 3], [4, -1], x  - 3 y  - 4734],

                                 2      2
    [[147, 72, 74, 1], [4, -1], x  - 3 y  - 5181],

                                  2      2
    [[147, 73, 59, 15], [3, -1], x  - 5 y  - 4204],

                                 2       2
    [[147, 78, 19, 4], [3, -1], x  - 45 y  - 5364],

                                  2      2
    [[147, 78, 57, 12], [3, -1], x  - 5 y  - 5364],

                                 2      2
    [[147, 83, 55, 9], [3, -1], x  - 5 y  - 6484],

                                 2      2
    [[147, 88, 53, 6], [3, -1], x  - 5 y  - 7564],

                                 2       2
    [[147, 93, 17, 1], [3, -1], x  - 45 y  - 8604],

                                 2      2
    [[147, 93, 51, 3], [3, -1], x  - 5 y  - 8604],

                                 2       2
    [[148, 2, 44, 29], [3, -1], x  - 20 y  + 16816],

                                 2       2
    [[148, 2, 49, 24], [4, -1], x  - 12 y  + 6908],

                                 2      2
    [[148, 2, 88, 58], [3, -1], x  - 5 y  + 16816],

                                 2      2
    [[148, 2, 98, 48], [4, -1], x  - 3 y  + 6908],

                                 2       2
    [[148, 4, 43, 5], [14, -1], x  - 12 y  + 284],

                                 2      2
    [[148, 4, 55, 17], [6, -1], x  - 8 y  + 2296],

                                  2      2
    [[148, 4, 86, 10], [14, -1], x  - 3 y  + 284],

                                  2      2
    [[148, 4, 110, 34], [6, -1], x  - 2 y  + 2296],

                                 2        2
    [[148, 5, 10, 1], [15, -1], x  - 221 y  + 196],

                                 2      2
    [[148, 5, 97, 46], [4, -1], x  - 3 y  + 6323],

                                2       2
    [[148, 7, 39, 8], [8, -1], x  - 15 y  + 911],

                                 2      2
    [[148, 7, 86, 55], [3, -1], x  - 5 y  + 15076],

                                 2        2
    [[148, 8, 14, 1], [16, -1], x  - 112 y  + 48],

                                2       2
    [[148, 8, 17, 4], [7, -1], x  - 80 y  + 1216],

                                 2       2
    [[148, 8, 24, 11], [4, -1], x  - 48 y  + 5744],

                                 2       2
    [[148, 8, 27, 1], [22, -1], x  - 30 y  - 34],

                                 2       2
    [[148, 8, 28, 2], [16, -1], x  - 28 y  + 48],

                                2       2
    [[148, 8, 34, 8], [7, -1], x  - 20 y  + 1216],

                                 2       2
    [[148, 8, 48, 22], [4, -1], x  - 12 y  + 5744],

                                 2      2
    [[148, 8, 56, 4], [16, -1], x  - 7 y  + 48],

                                 2      2
    [[148, 8, 61, 9], [10, -1], x  - 6 y  + 422],

                                 2      2
    [[148, 8, 68, 16], [7, -1], x  - 5 y  + 1216],

                                 2      2
    [[148, 8, 96, 44], [4, -1], x  - 3 y  + 5744],

                                  2      2
    [[148, 8, 109, 31], [6, -1], x  - 2 y  + 1858],

                                  2      2
    [[148, 11, 95, 42], [4, -1], x  - 3 y  + 5171],

                                  2       2
    [[148, 12, 21, 13], [3, -1], x  - 80 y  + 13376],

                                 2       2
    [[148, 12, 27, 7], [6, -1], x  - 32 y  + 1424],

                                  2       2
    [[148, 12, 33, 1], [18, -1], x  - 20 y  - 124],

                                  2       2
    [[148, 12, 42, 26], [3, -1], x  - 20 y  + 13376],

                                  2      2
    [[148, 12, 54, 14], [6, -1], x  - 8 y  + 1424],

                                  2      2
    [[148, 12, 66, 2], [18, -1], x  - 5 y  - 124],

                                  2      2
    [[148, 12, 84, 52], [3, -1], x  - 5 y  + 13376],

                                   2      2
    [[148, 12, 108, 28], [6, -1], x  - 2 y  + 1424],

                                  2       2
    [[148, 13, 25, 2], [12, -1], x  - 35 y  - 29],

                                  2       2
    [[148, 13, 34, 11], [5, -1], x  - 21 y  + 2372],

                                  2       2
    [[148, 14, 47, 20], [4, -1], x  - 12 y  + 4604],

                                  2      2
    [[148, 14, 94, 40], [4, -1], x  - 3 y  + 4604],

                                  2      2
    [[148, 16, 85, 3], [14, -1], x  - 3 y  - 229],

                                   2      2
    [[148, 16, 107, 25], [6, -1], x  - 2 y  + 994],

                                  2      2
    [[148, 17, 82, 49], [3, -1], x  - 5 y  + 11716],

                                  2      2
    [[148, 17, 93, 38], [4, -1], x  - 3 y  + 4043],

                                  2       2
    [[148, 20, 15, 1], [10, -1], x  - 96 y  - 304],

                                 2       2
    [[148, 20, 23, 9], [4, -1], x  - 48 y  + 3488],

                                  2       2
    [[148, 20, 30, 2], [10, -1], x  - 24 y  - 304],

                                  2       2
    [[148, 20, 46, 18], [4, -1], x  - 12 y  + 3488],

                                  2      2
    [[148, 20, 53, 11], [6, -1], x  - 8 y  + 568],

                                  2      2
    [[148, 20, 60, 4], [10, -1], x  - 6 y  - 304],

                                  2      2
    [[148, 20, 92, 36], [4, -1], x  - 3 y  + 3488],

                                   2      2
    [[148, 20, 106, 22], [6, -1], x  - 2 y  + 568],

                                 2       2
    [[148, 22, 19, 2], [8, -1], x  - 60 y  - 244],

                                 2       2
    [[148, 22, 38, 4], [8, -1], x  - 15 y  - 244],

                                  2       2
    [[148, 22, 40, 23], [3, -1], x  - 20 y  + 10096],

                                  2      2
    [[148, 22, 80, 46], [3, -1], x  - 5 y  + 10096],

                                 2       2
    [[148, 23, 22, 3], [7, -1], x  - 45 y  - 124],

                                 2      2
    [[148, 23, 66, 9], [7, -1], x  - 5 y  - 124],

                                  2      2
    [[148, 23, 91, 34], [4, -1], x  - 3 y  + 2939],

                                   2      2
    [[148, 24, 105, 19], [6, -1], x  - 2 y  + 146],

                                  2       2
    [[148, 26, 45, 16], [4, -1], x  - 12 y  + 2396],

                                  2      2
    [[148, 26, 90, 32], [4, -1], x  - 3 y  + 2396],

                                  2      2
    [[148, 27, 78, 43], [3, -1], x  - 5 y  + 8516],

                                 2        2
    [[148, 28, 13, 2], [6, -1], x  - 128 y  - 272],

                                 2       2
    [[148, 28, 26, 4], [6, -1], x  - 32 y  - 272],

                                 2      2
    [[148, 28, 52, 8], [6, -1], x  - 8 y  - 272],

                                   2      2
    [[148, 28, 104, 16], [6, -1], x  - 2 y  - 272],

                                  2      2
    [[148, 29, 89, 30], [4, -1], x  - 3 y  + 1859],

                                  2       2
    [[148, 32, 19, 10], [3, -1], x  - 80 y  + 6976],

                                 2       2
    [[148, 32, 22, 7], [4, -1], x  - 48 y  + 1328],

                                  2       2
    [[148, 32, 38, 20], [3, -1], x  - 20 y  + 6976],

                                  2       2
    [[148, 32, 44, 14], [4, -1], x  - 12 y  + 1328],

                                  2      2
    [[148, 32, 76, 40], [3, -1], x  - 5 y  + 6976],

                                  2      2
    [[148, 32, 88, 28], [4, -1], x  - 3 y  + 1328],

                                   2      2
    [[148, 32, 103, 13], [6, -1], x  - 2 y  - 686],

                                 2       2
    [[148, 34, 16, 3], [5, -1], x  - 84 y  - 400],

                                 2       2
    [[148, 34, 32, 6], [5, -1], x  - 21 y  - 400],

                                  2      2
    [[148, 35, 87, 26], [4, -1], x  - 3 y  + 803],

                                 2      2
    [[148, 36, 51, 5], [6, -1], x  - 8 y  - 1096],

                                   2      2
    [[148, 36, 102, 10], [6, -1], x  - 2 y  - 1096],

                                2         2
    [[148, 37, 2, 1], [3, -1], x  - 6845 y  + 5476],

                                  2      2
    [[148, 37, 74, 37], [3, -1], x  - 5 y  + 5476],

                                 2       2
    [[148, 38, 32, 1], [7, -1], x  - 20 y  - 1424],

                                  2       2
    [[148, 38, 43, 12], [4, -1], x  - 12 y  + 284],

                                 2      2
    [[148, 38, 64, 2], [7, -1], x  - 5 y  - 1424],

                                  2      2
    [[148, 38, 86, 24], [4, -1], x  - 3 y  + 284],

                                  2      2
    [[148, 40, 101, 7], [6, -1], x  - 2 y  - 1502],

                                  2      2
    [[148, 41, 85, 22], [4, -1], x  - 3 y  - 229],

                                  2       2
    [[148, 42, 36, 17], [3, -1], x  - 20 y  + 4016],

                                  2      2
    [[148, 42, 72, 34], [3, -1], x  - 5 y  + 4016],

                                 2       2
    [[148, 44, 21, 5], [4, -1], x  - 48 y  - 736],

                                 2       2
    [[148, 44, 25, 1], [6, -1], x  - 32 y  - 1904],

                                  2       2
    [[148, 44, 42, 10], [4, -1], x  - 12 y  - 736],

                                 2      2
    [[148, 44, 50, 2], [6, -1], x  - 8 y  - 1904],

                                  2      2
    [[148, 44, 84, 20], [4, -1], x  - 3 y  - 736],

                                  2      2
    [[148, 44, 100, 4], [6, -1], x  - 2 y  - 1904],

                                  2      2
    [[148, 47, 70, 31], [3, -1], x  - 5 y  + 2596],

                                  2      2
    [[148, 47, 83, 18], [4, -1], x  - 3 y  - 1237],

                                 2      2
    [[148, 48, 99, 1], [6, -1], x  - 2 y  - 2302],

                                 2       2
    [[148, 50, 41, 8], [4, -1], x  - 12 y  - 1732],

                                  2      2
    [[148, 50, 82, 16], [4, -1], x  - 3 y  - 1732],

                                 2       2
    [[148, 52, 17, 7], [3, -1], x  - 80 y  + 1216],

                                  2       2
    [[148, 52, 34, 14], [3, -1], x  - 20 y  + 1216],

                                  2      2
    [[148, 52, 68, 28], [3, -1], x  - 5 y  + 1216],

                                  2      2
    [[148, 53, 81, 14], [4, -1], x  - 3 y  - 2221],

                                 2       2
    [[148, 55, 30, 1], [5, -1], x  - 21 y  - 3004],

                                 2       2
    [[148, 56, 20, 3], [4, -1], x  - 48 y  - 2704],

                                 2       2
    [[148, 56, 40, 6], [4, -1], x  - 12 y  - 2704],

                                  2      2
    [[148, 56, 80, 12], [4, -1], x  - 3 y  - 2704],

                                  2      2
    [[148, 57, 66, 25], [3, -1], x  - 5 y  - 124],

                                  2      2
    [[148, 59, 79, 10], [4, -1], x  - 3 y  - 3181],

                                  2       2
    [[148, 62, 32, 11], [3, -1], x  - 20 y  - 1424],

                                 2       2
    [[148, 62, 39, 4], [4, -1], x  - 12 y  - 3652],

                                  2      2
    [[148, 62, 64, 22], [3, -1], x  - 5 y  - 1424],

                                 2      2
    [[148, 62, 78, 8], [4, -1], x  - 3 y  - 3652],

                                 2      2
    [[148, 65, 77, 6], [4, -1], x  - 3 y  - 4117],

                                  2      2
    [[148, 67, 62, 19], [3, -1], x  - 5 y  - 2684],

                                 2       2
    [[148, 68, 19, 1], [4, -1], x  - 48 y  - 4576],

                                 2       2
    [[148, 68, 38, 2], [4, -1], x  - 12 y  - 4576],

                                 2      2
    [[148, 68, 76, 4], [4, -1], x  - 3 y  - 4576],

                                 2      2
    [[148, 71, 75, 2], [4, -1], x  - 3 y  - 5029],

                                 2       2
    [[148, 72, 15, 4], [3, -1], x  - 80 y  - 3904],

                                 2       2
    [[148, 72, 30, 8], [3, -1], x  - 20 y  - 3904],

                                  2      2
    [[148, 72, 60, 16], [3, -1], x  - 5 y  - 3904],

                                  2      2
    [[148, 77, 58, 13], [3, -1], x  - 5 y  - 5084],

                                 2       2
    [[148, 82, 28, 5], [3, -1], x  - 20 y  - 6224],

                                  2      2
    [[148, 82, 56, 10], [3, -1], x  - 5 y  - 6224],

                                 2      2
    [[148, 87, 54, 7], [3, -1], x  - 5 y  - 7324],

                                 2       2
    [[148, 92, 13, 1], [3, -1], x  - 80 y  - 8384],

                                 2       2
    [[148, 92, 26, 2], [3, -1], x  - 20 y  - 8384],

                                 2      2
    [[148, 92, 52, 4], [3, -1], x  - 5 y  - 8384],

                                 2      2
    [[148, 97, 50, 1], [3, -1], x  - 5 y  - 9404],

                                 2       2
    [[149, 1, 31, 6], [10, -1], x  - 24 y  + 863],

                                  2      2
    [[149, 1, 62, 12], [10, -1], x  - 6 y  + 863],

                                 2      2
    [[149, 1, 67, 7], [18, -1], x  - 5 y  + 244],

                                 2      2
    [[149, 1, 89, 59], [3, -1], x  - 5 y  + 17404],

                                 2      2
    [[149, 1, 99, 49], [4, -1], x  - 3 y  + 7202],

                                  2      2
    [[149, 3, 111, 35], [6, -1], x  - 2 y  + 2441],

                                2       2
    [[149, 4, 23, 6], [7, -1], x  - 45 y  + 1604],

                                 2      2
    [[149, 4, 69, 18], [7, -1], x  - 5 y  + 1604],

                                 2      2
    [[149, 4, 86, 1], [52, -1], x  - 3 y  - 13],

                                 2      2
    [[149, 4, 98, 47], [4, -1], x  - 3 y  + 6611],

                                 2       2
    [[149, 5, 15, 1], [20, -1], x  - 99 y  + 74],

                                 2       2
    [[149, 5, 23, 1], [26, -1], x  - 42 y  + 17],

                                 2       2
    [[149, 5, 35, 13], [5, -1], x  - 21 y  + 3524],

                                 2       2
    [[149, 5, 45, 3], [20, -1], x  - 11 y  + 74],

                                 2      2
    [[149, 6, 87, 56], [3, -1], x  - 5 y  + 15644],

                                 2      2
    [[149, 7, 55, 16], [6, -1], x  - 8 y  + 1999],

                                 2      2
    [[149, 7, 97, 45], [4, -1], x  - 3 y  + 6026],

                                  2      2
    [[149, 7, 110, 32], [6, -1], x  - 2 y  + 1999],

                                  2      2
    [[149, 10, 96, 43], [4, -1], x  - 3 y  + 5447],

                                 2       2
    [[149, 11, 39, 7], [8, -1], x  - 15 y  + 614],

                                  2       2
    [[149, 11, 43, 3], [14, -1], x  - 12 y  - 13],

                                  2      2
    [[149, 11, 85, 53], [3, -1], x  - 5 y  + 13924],

                                  2      2
    [[149, 11, 86, 6], [14, -1], x  - 3 y  - 13],

                                   2      2
    [[149, 11, 109, 29], [6, -1], x  - 2 y  + 1561],

                                  2      2
    [[149, 13, 61, 7], [10, -1], x  - 6 y  + 125],

                                  2      2
    [[149, 13, 95, 41], [4, -1], x  - 3 y  + 4874],

                                  2      2
    [[149, 15, 54, 13], [6, -1], x  - 8 y  + 1127],

                                   2      2
    [[149, 15, 108, 26], [6, -1], x  - 2 y  + 1127],

                                 2       2
    [[149, 16, 17, 2], [9, -1], x  - 77 y  + 52],

                                  2      2
    [[149, 16, 56, 1], [16, -1], x  - 7 y  - 249],

                                  2      2
    [[149, 16, 83, 50], [3, -1], x  - 5 y  + 12244],

                                  2      2
    [[149, 16, 94, 39], [4, -1], x  - 3 y  + 4307],

                                  2       2
    [[149, 19, 25, 1], [12, -1], x  - 35 y  - 326],

                                  2      2
    [[149, 19, 67, 11], [7, -1], x  - 5 y  + 244],

                                  2      2
    [[149, 19, 93, 37], [4, -1], x  - 3 y  + 3746],

                                   2      2
    [[149, 19, 107, 23], [6, -1], x  - 2 y  + 697],

                                  2       2
    [[149, 20, 41, 2], [11, -1], x  - 13 y  - 348],

                                  2      2
    [[149, 21, 81, 47], [3, -1], x  - 5 y  + 10604],

                                  2      2
    [[149, 22, 92, 35], [4, -1], x  - 3 y  + 3191],

                                  2      2
    [[149, 23, 53, 10], [6, -1], x  - 8 y  + 271],

                                   2      2
    [[149, 23, 106, 20], [6, -1], x  - 2 y  + 271],

                                  2       2
    [[149, 25, 30, 1], [10, -1], x  - 24 y  - 601],

                                  2      2
    [[149, 25, 60, 2], [10, -1], x  - 6 y  - 601],

                                  2      2
    [[149, 25, 91, 33], [4, -1], x  - 3 y  + 2642],

                                 2       2
    [[149, 26, 33, 8], [5, -1], x  - 21 y  + 668],

                                 2       2
    [[149, 26, 38, 3], [8, -1], x  - 15 y  - 541],

                                  2      2
    [[149, 26, 79, 44], [3, -1], x  - 5 y  + 9004],

                                   2      2
    [[149, 27, 105, 17], [6, -1], x  - 2 y  - 151],

                                  2      2
    [[149, 28, 90, 31], [4, -1], x  - 3 y  + 2099],

                                 2      2
    [[149, 31, 52, 7], [6, -1], x  - 8 y  - 569],

                                  2      2
    [[149, 31, 77, 41], [3, -1], x  - 5 y  + 7444],

                                  2      2
    [[149, 31, 89, 29], [4, -1], x  - 3 y  + 1562],

                                   2      2
    [[149, 31, 104, 14], [6, -1], x  - 2 y  - 569],

                                 2      2
    [[149, 34, 65, 4], [7, -1], x  - 5 y  - 1076],

                                  2      2
    [[149, 34, 88, 27], [4, -1], x  - 3 y  + 1031],

                                   2      2
    [[149, 35, 103, 11], [6, -1], x  - 2 y  - 983],

                                  2      2
    [[149, 36, 75, 38], [3, -1], x  - 5 y  + 5924],

                                  2      2
    [[149, 37, 87, 25], [4, -1], x  - 3 y  + 506],

                                 2      2
    [[149, 39, 51, 4], [6, -1], x  - 8 y  - 1393],

                                  2      2
    [[149, 39, 102, 8], [6, -1], x  - 2 y  - 1393],

                                  2      2
    [[149, 40, 86, 23], [4, -1], x  - 3 y  - 13],

                                  2      2
    [[149, 41, 73, 35], [3, -1], x  - 5 y  + 4444],

                                  2      2
    [[149, 43, 85, 21], [4, -1], x  - 3 y  - 526],

                                  2      2
    [[149, 43, 101, 5], [6, -1], x  - 2 y  - 1799],

                                  2      2
    [[149, 46, 71, 32], [3, -1], x  - 5 y  + 3004],

                                  2      2
    [[149, 46, 84, 19], [4, -1], x  - 3 y  - 1033],

                                 2       2
    [[149, 47, 31, 3], [5, -1], x  - 21 y  - 2020],

                                 2      2
    [[149, 47, 50, 1], [6, -1], x  - 8 y  - 2201],

                                  2      2
    [[149, 47, 100, 2], [6, -1], x  - 2 y  - 2201],

                                  2      2
    [[149, 49, 83, 17], [4, -1], x  - 3 y  - 1534],

                                  2      2
    [[149, 51, 69, 29], [3, -1], x  - 5 y  + 1604],

                                  2      2
    [[149, 52, 82, 15], [4, -1], x  - 3 y  - 2029],

                                  2      2
    [[149, 55, 81, 13], [4, -1], x  - 3 y  - 2518],

                                  2      2
    [[149, 56, 67, 26], [3, -1], x  - 5 y  + 244],

                                  2      2
    [[149, 58, 80, 11], [4, -1], x  - 3 y  - 3001],

                                  2      2
    [[149, 61, 65, 23], [3, -1], x  - 5 y  - 1076],

                                 2      2
    [[149, 61, 79, 9], [4, -1], x  - 3 y  - 3478],

                                 2      2
    [[149, 64, 78, 7], [4, -1], x  - 3 y  - 3949],

                                  2      2
    [[149, 66, 63, 20], [3, -1], x  - 5 y  - 2356],

                                 2      2
    [[149, 67, 77, 5], [4, -1], x  - 3 y  - 4414],

                                 2      2
    [[149, 70, 76, 3], [4, -1], x  - 3 y  - 4873],

                                  2      2
    [[149, 71, 61, 17], [3, -1], x  - 5 y  - 3596],

                                 2      2
    [[149, 73, 75, 1], [4, -1], x  - 3 y  - 5326],

                                  2      2
    [[149, 76, 59, 14], [3, -1], x  - 5 y  - 4796],

                                  2      2
    [[149, 81, 57, 11], [3, -1], x  - 5 y  - 5956],

                                 2      2
    [[149, 86, 55, 8], [3, -1], x  - 5 y  - 7076],

                                 2      2
    [[149, 91, 53, 5], [3, -1], x  - 5 y  - 8156],

                                 2      2
    [[149, 96, 51, 2], [3, -1], x  - 5 y  - 9196],

                                2       2
    [[150, 2, 28, 9], [6, -1], x  - 32 y  + 2588],

                                 2      2
    [[150, 2, 56, 18], [6, -1], x  - 8 y  + 2588],

                                  2      2
    [[150, 2, 112, 36], [6, -1], x  - 2 y  + 2588],

                                 2       2
    [[150, 3, 19, 2], [16, -1], x  - 63 y  + 243],

                                 2       2
    [[150, 3, 33, 16], [4, -1], x  - 27 y  + 6903],

                                 2      2
    [[150, 3, 57, 6], [16, -1], x  - 7 y  + 243],

                                 2      2
    [[150, 3, 99, 48], [4, -1], x  - 3 y  + 6903],

                                 2      2
    [[150, 5, 88, 57], [3, -1], x  - 5 y  + 16220],

                                2        2
    [[150, 6, 7, 1], [11, -1], x  - 468 y  + 432],

                                 2        2
    [[150, 6, 14, 2], [11, -1], x  - 117 y  + 432],

                                 2       2
    [[150, 6, 21, 3], [11, -1], x  - 52 y  + 432],

                                 2       2
    [[150, 6, 29, 3], [14, -1], x  - 27 y  + 207],

                                 2       2
    [[150, 6, 31, 5], [10, -1], x  - 24 y  + 564],

                                 2       2
    [[150, 6, 37, 11], [6, -1], x  - 18 y  + 2142],

                                 2       2
    [[150, 6, 42, 6], [11, -1], x  - 13 y  + 432],

                                 2       2
    [[150, 6, 49, 23], [4, -1], x  - 12 y  + 6312],

                                 2      2
    [[150, 6, 53, 1], [34, -1], x  - 8 y  - 28],

                                  2      2
    [[150, 6, 62, 10], [10, -1], x  - 6 y  + 564],

                                 2      2
    [[150, 6, 87, 9], [14, -1], x  - 3 y  + 207],

                                 2      2
    [[150, 6, 98, 46], [4, -1], x  - 3 y  + 6312],

                                  2      2
    [[150, 6, 106, 2], [34, -1], x  - 2 y  - 28],

                                  2      2
    [[150, 6, 111, 33], [6, -1], x  - 2 y  + 2142],

                                 2      2
    [[150, 9, 97, 44], [4, -1], x  - 3 y  + 5727],

                                 2        2
    [[150, 10, 11, 3], [6, -1], x  - 200 y  + 1700],

                                 2       2
    [[150, 10, 22, 6], [6, -1], x  - 50 y  + 1700],

                                  2       2
    [[150, 10, 43, 27], [3, -1], x  - 20 y  + 14480],

                                  2      2
    [[150, 10, 55, 15], [6, -1], x  - 8 y  + 1700],

                                  2      2
    [[150, 10, 67, 3], [18, -1], x  - 5 y  - 55],

                                  2      2
    [[150, 10, 86, 54], [3, -1], x  - 5 y  + 14480],

                                   2      2
    [[150, 10, 110, 30], [6, -1], x  - 2 y  + 1700],

                                 2        2
    [[150, 12, 16, 7], [4, -1], x  - 108 y  + 5148],

                                  2       2
    [[150, 12, 32, 14], [4, -1], x  - 27 y  + 5148],

                                  2       2
    [[150, 12, 48, 21], [4, -1], x  - 12 y  + 5148],

                                  2      2
    [[150, 12, 96, 42], [4, -1], x  - 3 y  + 5148],

                                   2      2
    [[150, 14, 109, 27], [6, -1], x  - 2 y  + 1262],

                                 2        2
    [[150, 15, 13, 2], [8, -1], x  - 135 y  + 315],

                                 2       2
    [[150, 15, 19, 8], [4, -1], x  - 75 y  + 4575],

                                  2       2
    [[150, 15, 28, 17], [3, -1], x  - 45 y  + 12780],

                                 2       2
    [[150, 15, 39, 6], [8, -1], x  - 15 y  + 315],

                                  2      2
    [[150, 15, 68, 13], [7, -1], x  - 5 y  + 620],

                                  2      2
    [[150, 15, 84, 51], [3, -1], x  - 5 y  + 12780],

                                  2      2
    [[150, 15, 95, 40], [4, -1], x  - 3 y  + 4575],

                                2        2
    [[150, 18, 9, 2], [6, -1], x  - 288 y  + 828],

                                 2       2
    [[150, 18, 17, 5], [5, -1], x  - 84 y  + 1776],

                                 2       2
    [[150, 18, 18, 4], [6, -1], x  - 72 y  + 828],

                                 2       2
    [[150, 18, 27, 6], [6, -1], x  - 32 y  + 828],

                                  2       2
    [[150, 18, 34, 10], [5, -1], x  - 21 y  + 1776],

                                 2       2
    [[150, 18, 36, 8], [6, -1], x  - 18 y  + 828],

                                  2       2
    [[150, 18, 43, 1], [14, -1], x  - 12 y  - 312],

                                  2       2
    [[150, 18, 47, 19], [4, -1], x  - 12 y  + 4008],

                                  2      2
    [[150, 18, 54, 12], [6, -1], x  - 8 y  + 828],

                                  2      2
    [[150, 18, 61, 5], [10, -1], x  - 6 y  - 174],

                                  2      2
    [[150, 18, 86, 2], [14, -1], x  - 3 y  - 312],

                                  2      2
    [[150, 18, 94, 38], [4, -1], x  - 3 y  + 4008],

                                   2      2
    [[150, 18, 108, 24], [6, -1], x  - 2 y  + 828],

                                  2       2
    [[150, 20, 41, 24], [3, -1], x  - 20 y  + 11120],

                                  2      2
    [[150, 20, 82, 48], [3, -1], x  - 5 y  + 11120],

                                  2       2
    [[150, 21, 31, 12], [4, -1], x  - 27 y  + 3447],

                                  2      2
    [[150, 21, 93, 36], [4, -1], x  - 3 y  + 3447],

                                   2      2
    [[150, 22, 107, 21], [6, -1], x  - 2 y  + 398],

                                  2       2
    [[150, 24, 46, 17], [4, -1], x  - 12 y  + 2892],

                                  2      2
    [[150, 24, 92, 34], [4, -1], x  - 3 y  + 2892],

                                 2        2
    [[150, 25, 16, 9], [3, -1], x  - 125 y  + 9500],

                                  2      2
    [[150, 25, 80, 45], [3, -1], x  - 5 y  + 9500],

                                 2      2
    [[150, 26, 53, 9], [6, -1], x  - 8 y  - 28],

                                   2      2
    [[150, 26, 106, 18], [6, -1], x  - 2 y  - 28],

                                  2      2
    [[150, 27, 91, 32], [4, -1], x  - 3 y  + 2343],

                                2         2
    [[150, 30, 3, 1], [4, -1], x  - 2700 y  + 1800],

                                2        2
    [[150, 30, 6, 2], [4, -1], x  - 675 y  + 1800],

                                2        2
    [[150, 30, 7, 1], [6, -1], x  - 450 y  - 450],

                                2        2
    [[150, 30, 9, 3], [4, -1], x  - 300 y  + 1800],

                                 2        2
    [[150, 30, 11, 1], [7, -1], x  - 180 y  - 720],

                                 2        2
    [[150, 30, 13, 7], [3, -1], x  - 180 y  + 7920],

                                 2        2
    [[150, 30, 15, 5], [4, -1], x  - 108 y  + 1800],

                                 2       2
    [[150, 30, 18, 6], [4, -1], x  - 75 y  + 1800],

                                 2       2
    [[150, 30, 19, 1], [8, -1], x  - 60 y  - 840],

                                 2       2
    [[150, 30, 21, 3], [6, -1], x  - 50 y  - 450],

                                 2       2
    [[150, 30, 22, 2], [7, -1], x  - 45 y  - 720],

                                  2       2
    [[150, 30, 26, 14], [3, -1], x  - 45 y  + 7920],

                                  2       2
    [[150, 30, 30, 10], [4, -1], x  - 27 y  + 1800],

                                 2       2
    [[150, 30, 33, 3], [7, -1], x  - 20 y  - 720],

                                 2       2
    [[150, 30, 35, 5], [6, -1], x  - 18 y  - 450],

                                 2       2
    [[150, 30, 38, 2], [8, -1], x  - 15 y  - 840],

                                  2       2
    [[150, 30, 39, 21], [3, -1], x  - 20 y  + 7920],

                                  2       2
    [[150, 30, 45, 15], [4, -1], x  - 12 y  + 1800],

                                 2      2
    [[150, 30, 66, 6], [7, -1], x  - 5 y  - 720],

                                  2      2
    [[150, 30, 78, 42], [3, -1], x  - 5 y  + 7920],

                                  2      2
    [[150, 30, 90, 30], [4, -1], x  - 3 y  + 1800],

                                   2      2
    [[150, 30, 105, 15], [6, -1], x  - 2 y  - 450],

                                  2      2
    [[150, 33, 89, 28], [4, -1], x  - 3 y  + 1263],

                                 2       2
    [[150, 34, 26, 3], [6, -1], x  - 32 y  - 868],

                                 2      2
    [[150, 34, 52, 6], [6, -1], x  - 8 y  - 868],

                                   2      2
    [[150, 34, 104, 12], [6, -1], x  - 2 y  - 868],

                                  2      2
    [[150, 35, 76, 39], [3, -1], x  - 5 y  + 6380],

                                  2       2
    [[150, 36, 44, 13], [4, -1], x  - 12 y  + 732],

                                  2      2
    [[150, 36, 88, 26], [4, -1], x  - 3 y  + 732],

                                  2      2
    [[150, 38, 103, 9], [6, -1], x  - 2 y  - 1282],

                                 2       2
    [[150, 39, 29, 8], [4, -1], x  - 27 y  + 207],

                                 2       2
    [[150, 39, 32, 5], [5, -1], x  - 21 y  - 996],

                                  2      2
    [[150, 39, 87, 24], [4, -1], x  - 3 y  + 207],

                                  2       2
    [[150, 40, 37, 18], [3, -1], x  - 20 y  + 4880],

                                  2      2
    [[150, 40, 74, 36], [3, -1], x  - 5 y  + 4880],

                                 2       2
    [[150, 42, 17, 1], [6, -1], x  - 72 y  - 1692],

                                 2       2
    [[150, 42, 34, 2], [6, -1], x  - 18 y  - 1692],

                                  2       2
    [[150, 42, 43, 11], [4, -1], x  - 12 y  - 312],

                                 2      2
    [[150, 42, 51, 3], [6, -1], x  - 8 y  - 1692],

                                  2      2
    [[150, 42, 86, 22], [4, -1], x  - 3 y  - 312],

                                  2      2
    [[150, 42, 102, 6], [6, -1], x  - 2 y  - 1692],

                                 2       2
    [[150, 45, 17, 4], [4, -1], x  - 75 y  - 825],

                                  2       2
    [[150, 45, 24, 11], [3, -1], x  - 45 y  + 3420],

                                  2      2
    [[150, 45, 72, 33], [3, -1], x  - 5 y  + 3420],

                                  2      2
    [[150, 45, 85, 20], [4, -1], x  - 3 y  - 825],

                                  2      2
    [[150, 46, 101, 3], [6, -1], x  - 2 y  - 2098],

                                 2        2
    [[150, 48, 14, 3], [4, -1], x  - 108 y  - 1332],

                                 2       2
    [[150, 48, 28, 6], [4, -1], x  - 27 y  - 1332],

                                 2       2
    [[150, 48, 42, 9], [4, -1], x  - 12 y  - 1332],

                                  2      2
    [[150, 48, 84, 18], [4, -1], x  - 3 y  - 1332],

                                2        2
    [[150, 50, 7, 3], [3, -1], x  - 500 y  + 2000],

                                 2        2
    [[150, 50, 14, 6], [3, -1], x  - 125 y  + 2000],

                                  2       2
    [[150, 50, 35, 15], [3, -1], x  - 20 y  + 2000],

                                  2      2
    [[150, 50, 70, 30], [3, -1], x  - 5 y  + 2000],

                                  2      2
    [[150, 51, 83, 16], [4, -1], x  - 3 y  - 1833],

                                 2       2
    [[150, 54, 41, 7], [4, -1], x  - 12 y  - 2328],

                                  2      2
    [[150, 54, 82, 14], [4, -1], x  - 3 y  - 2328],

                                  2      2
    [[150, 55, 68, 27], [3, -1], x  - 5 y  + 620],

                                 2       2
    [[150, 57, 27, 4], [4, -1], x  - 27 y  - 2817],

                                  2      2
    [[150, 57, 81, 12], [4, -1], x  - 3 y  - 2817],

                                2        2
    [[150, 60, 8, 1], [4, -1], x  - 300 y  - 3300],

                                 2        2
    [[150, 60, 11, 4], [3, -1], x  - 180 y  - 720],

                                 2       2
    [[150, 60, 16, 2], [4, -1], x  - 75 y  - 3300],

                                 2       2
    [[150, 60, 22, 8], [3, -1], x  - 45 y  - 720],

                                  2       2
    [[150, 60, 33, 12], [3, -1], x  - 20 y  - 720],

                                 2       2
    [[150, 60, 40, 5], [4, -1], x  - 12 y  - 3300],

                                  2      2
    [[150, 60, 66, 24], [3, -1], x  - 5 y  - 720],

                                  2      2
    [[150, 60, 80, 10], [4, -1], x  - 3 y  - 3300],

                                 2      2
    [[150, 63, 79, 8], [4, -1], x  - 3 y  - 3777],

                                  2      2
    [[150, 65, 64, 21], [3, -1], x  - 5 y  - 2020],

                                 2        2
    [[150, 66, 13, 1], [4, -1], x  - 108 y  - 4248],

                                 2       2
    [[150, 66, 26, 2], [4, -1], x  - 27 y  - 4248],

                                 2       2
    [[150, 66, 39, 3], [4, -1], x  - 12 y  - 4248],

                                 2      2
    [[150, 66, 78, 6], [4, -1], x  - 3 y  - 4248],

                                 2      2
    [[150, 69, 77, 4], [4, -1], x  - 3 y  - 4713],

                                 2       2
    [[150, 70, 31, 9], [3, -1], x  - 20 y  - 3280],

                                  2      2
    [[150, 70, 62, 18], [3, -1], x  - 5 y  - 3280],

                                 2       2
    [[150, 72, 38, 1], [4, -1], x  - 12 y  - 5172],

                                 2      2
    [[150, 72, 76, 2], [4, -1], x  - 3 y  - 5172],

                                2         2
    [[150, 75, 4, 1], [3, -1], x  - 1125 y  - 4500],

                                 2        2
    [[150, 75, 12, 3], [3, -1], x  - 125 y  - 4500],

                                 2       2
    [[150, 75, 20, 5], [3, -1], x  - 45 y  - 4500],

                                  2      2
    [[150, 75, 60, 15], [3, -1], x  - 5 y  - 4500],

                                 2       2
    [[150, 80, 29, 6], [3, -1], x  - 20 y  - 5680],

                                  2      2
    [[150, 80, 58, 12], [3, -1], x  - 5 y  - 5680],

                                 2      2
    [[150, 85, 56, 9], [3, -1], x  - 5 y  - 6820],

                                2        2
    [[150, 90, 9, 1], [3, -1], x  - 180 y  - 7920],

                                 2       2
    [[150, 90, 18, 2], [3, -1], x  - 45 y  - 7920],

                                 2       2
    [[150, 90, 27, 3], [3, -1], x  - 20 y  - 7920],

                                 2      2
    [[150, 90, 54, 6], [3, -1], x  - 5 y  - 7920],

                                 2      2
    [[150, 95, 52, 3], [3, -1], x  - 5 y  - 8980]}

       2      2
%1 := x  - 5 y  - 4

       2      2
%2 := x  - 5 y  + 76

       2       2
%3 := x  - 20 y  - 16

       2      2
%4 := x  - 5 y  - 244

       2      2
%5 := x  - 3 y  + 59

       2       2
%6 := x  - 45 y  + 36

       2      2
%7 := x  - 5 y  + 164

       2      2
%8 := x  - 5 y  + 4

       2      2
%9 := x  - 5 y  - 124

        2      2
%10 := x  - 5 y  - 284

        2      2
%11 := x  - 3 y  - 33

        2      2
%12 := x  - 5 y  - 164

        2      2
%13 := x  - 5 y  + 176

        2      2
%14 := x  - 3 y  + 23

        2      2
%15 := x  - 3 y  - 13

        2      2
%16 := x  - 5 y  - 76

        2      2
%17 := x  - 5 y  + 76

        2      2
%18 := x  - 5 y  + 4

        2      2
%19 := x  - 5 y  + 44



                    ---------------------------------------



                        This took, 6973.450, seconds .