{ { { 0, /* [ 0][ 0][ 0] f( 0.0000, 0.0000, 0.0000 )= 0.0000 */ 60, /* [ 0][ 0][ 1] f( 0.0000, 0.0000, 0.3636 )= 0.6030 */ 85, /* [ 0][ 0][ 2] f( 0.0000, 0.0000, 0.7273 )= 0.8528 */ 104, /* [ 0][ 0][ 3] f( 0.0000, 0.0000, 1.0909 )= 1.0445 */ 120, /* [ 0][ 0][ 4] f( 0.0000, 0.0000, 1.4545 )= 1.2060 */ 134, /* [ 0][ 0][ 5] f( 0.0000, 0.0000, 1.8182 )= 1.3484 */ 147, /* [ 0][ 0][ 6] f( 0.0000, 0.0000, 2.1818 )= 1.4771 */ 159, /* [ 0][ 0][ 7] f( 0.0000, 0.0000, 2.5455 )= 1.5954 */ 170, /* [ 0][ 0][ 8] f( 0.0000, 0.0000, 2.9091 )= 1.7056 */ 180, /* [ 0][ 0][ 9] f( 0.0000, 0.0000, 3.2727 )= 1.8091 */ 190, /* [ 0][ 0][10] f( 0.0000, 0.0000, 3.6364 )= 1.9069 */ 200, /* [ 0][ 0][11] f( 0.0000, 0.0000, 4.0000 )= 2.0000 */ }, { 0, /* [ 0][ 1][ 0] f( 0.0000, 0.1429, 0.0000 )= 0.0000 */ 60, /* [ 0][ 1][ 1] f( 0.0000, 0.1429, 0.3636 )= 0.6092 */ 86, /* [ 0][ 1][ 2] f( 0.0000, 0.1429, 0.7273 )= 0.8615 */ 105, /* [ 0][ 1][ 3] f( 0.0000, 0.1429, 1.0909 )= 1.0551 */ 121, /* [ 0][ 1][ 4] f( 0.0000, 0.1429, 1.4545 )= 1.2183 */ 136, /* [ 0][ 1][ 5] f( 0.0000, 0.1429, 1.8182 )= 1.3621 */ 149, /* [ 0][ 1][ 6] f( 0.0000, 0.1429, 2.1818 )= 1.4921 */ 161, /* [ 0][ 1][ 7] f( 0.0000, 0.1429, 2.5455 )= 1.6117 */ 172, /* [ 0][ 1][ 8] f( 0.0000, 0.1429, 2.9091 )= 1.7230 */ 182, /* [ 0][ 1][ 9] f( 0.0000, 0.1429, 3.2727 )= 1.8275 */ 192, /* [ 0][ 1][10] f( 0.0000, 0.1429, 3.6364 )= 1.9264 */ 202, /* [ 0][ 1][11] f( 0.0000, 0.1429, 4.0000 )= 2.0204 */ }, { 0, /* [ 0][ 2][ 0] f( 0.0000, 0.2857, 0.0000 )= 0.0000 */ 62, /* [ 0][ 2][ 1] f( 0.0000, 0.2857, 0.3636 )= 0.6275 */ 88, /* [ 0][ 2][ 2] f( 0.0000, 0.2857, 0.7273 )= 0.8874 */ 108, /* [ 0][ 2][ 3] f( 0.0000, 0.2857, 1.0909 )= 1.0868 */ 125, /* [ 0][ 2][ 4] f( 0.0000, 0.2857, 1.4545 )= 1.2549 */ 140, /* [ 0][ 2][ 5] f( 0.0000, 0.2857, 1.8182 )= 1.4031 */ 153, /* [ 0][ 2][ 6] f( 0.0000, 0.2857, 2.1818 )= 1.5370 */ 166, /* [ 0][ 2][ 7] f( 0.0000, 0.2857, 2.5455 )= 1.6601 */ 177, /* [ 0][ 2][ 8] f( 0.0000, 0.2857, 2.9091 )= 1.7747 */ 188, /* [ 0][ 2][ 9] f( 0.0000, 0.2857, 3.2727 )= 1.8824 */ 198, /* [ 0][ 2][10] f( 0.0000, 0.2857, 3.6364 )= 1.9842 */ 208, /* [ 0][ 2][11] f( 0.0000, 0.2857, 4.0000 )= 2.0811 */ }, { 0, /* [ 0][ 3][ 0] f( 0.0000, 0.4286, 0.0000 )= 0.0000 */ 65, /* [ 0][ 3][ 1] f( 0.0000, 0.4286, 0.3636 )= 0.6576 */ 92, /* [ 0][ 3][ 2] f( 0.0000, 0.4286, 0.7273 )= 0.9299 */ 113, /* [ 0][ 3][ 3] f( 0.0000, 0.4286, 1.0909 )= 1.1389 */ 131, /* [ 0][ 3][ 4] f( 0.0000, 0.4286, 1.4545 )= 1.3151 */ 147, /* [ 0][ 3][ 5] f( 0.0000, 0.4286, 1.8182 )= 1.4703 */ 161, /* [ 0][ 3][ 6] f( 0.0000, 0.4286, 2.1818 )= 1.6107 */ 173, /* [ 0][ 3][ 7] f( 0.0000, 0.4286, 2.5455 )= 1.7397 */ 185, /* [ 0][ 3][ 8] f( 0.0000, 0.4286, 2.9091 )= 1.8599 */ 197, /* [ 0][ 3][ 9] f( 0.0000, 0.4286, 3.2727 )= 1.9727 */ 207, /* [ 0][ 3][10] f( 0.0000, 0.4286, 3.6364 )= 2.0794 */ 218, /* [ 0][ 3][11] f( 0.0000, 0.4286, 4.0000 )= 2.1809 */ }, { 0, /* [ 0][ 4][ 0] f( 0.0000, 0.5714, 0.0000 )= 0.0000 */ 69, /* [ 0][ 4][ 1] f( 0.0000, 0.5714, 0.3636 )= 0.6988 */ 98, /* [ 0][ 4][ 2] f( 0.0000, 0.5714, 0.7273 )= 0.9883 */ 121, /* [ 0][ 4][ 3] f( 0.0000, 0.5714, 1.0909 )= 1.2104 */ 139, /* [ 0][ 4][ 4] f( 0.0000, 0.5714, 1.4545 )= 1.3977 */ 156, /* [ 0][ 4][ 5] f( 0.0000, 0.5714, 1.8182 )= 1.5626 */ 171, /* [ 0][ 4][ 6] f( 0.0000, 0.5714, 2.1818 )= 1.7118 */ 184, /* [ 0][ 4][ 7] f( 0.0000, 0.5714, 2.5455 )= 1.8489 */ 197, /* [ 0][ 4][ 8] f( 0.0000, 0.5714, 2.9091 )= 1.9766 */ 209, /* [ 0][ 4][ 9] f( 0.0000, 0.5714, 3.2727 )= 2.0965 */ 220, /* [ 0][ 4][10] f( 0.0000, 0.5714, 3.6364 )= 2.2099 */ 231, /* [ 0][ 4][11] f( 0.0000, 0.5714, 4.0000 )= 2.3177 */ }, { 0, /* [ 0][ 5][ 0] f( 0.0000, 0.7143, 0.0000 )= 0.0000 */ 75, /* [ 0][ 5][ 1] f( 0.0000, 0.7143, 0.3636 )= 0.7504 */ 106, /* [ 0][ 5][ 2] f( 0.0000, 0.7143, 0.7273 )= 1.0613 */ 129, /* [ 0][ 5][ 3] f( 0.0000, 0.7143, 1.0909 )= 1.2998 */ 150, /* [ 0][ 5][ 4] f( 0.0000, 0.7143, 1.4545 )= 1.5008 */ 167, /* [ 0][ 5][ 5] f( 0.0000, 0.7143, 1.8182 )= 1.6780 */ 183, /* [ 0][ 5][ 6] f( 0.0000, 0.7143, 2.1818 )= 1.8382 */ 198, /* [ 0][ 5][ 7] f( 0.0000, 0.7143, 2.5455 )= 1.9854 */ 212, /* [ 0][ 5][ 8] f( 0.0000, 0.7143, 2.9091 )= 2.1225 */ 225, /* [ 0][ 5][ 9] f( 0.0000, 0.7143, 3.2727 )= 2.2513 */ 237, /* [ 0][ 5][10] f( 0.0000, 0.7143, 3.6364 )= 2.3731 */ 248, /* [ 0][ 5][11] f( 0.0000, 0.7143, 4.0000 )= 2.4889 */ }, { 0, /* [ 0][ 6][ 0] f( 0.0000, 0.8571, 0.0000 )= 0.0000 */ 81, /* [ 0][ 6][ 1] f( 0.0000, 0.8571, 0.3636 )= 0.8113 */ 114, /* [ 0][ 6][ 2] f( 0.0000, 0.8571, 0.7273 )= 1.1474 */ 140, /* [ 0][ 6][ 3] f( 0.0000, 0.8571, 1.0909 )= 1.4052 */ 162, /* [ 0][ 6][ 4] f( 0.0000, 0.8571, 1.4545 )= 1.6226 */ 181, /* [ 0][ 6][ 5] f( 0.0000, 0.8571, 1.8182 )= 1.8141 */ 198, /* [ 0][ 6][ 6] f( 0.0000, 0.8571, 2.1818 )= 1.9873 */ 214, /* [ 0][ 6][ 7] f( 0.0000, 0.8571, 2.5455 )= 2.1465 */ 229, /* [ 0][ 6][ 8] f( 0.0000, 0.8571, 2.9091 )= 2.2947 */ 243, /* [ 0][ 6][ 9] f( 0.0000, 0.8571, 3.2727 )= 2.4339 */ 256, /* [ 0][ 6][10] f( 0.0000, 0.8571, 3.6364 )= 2.5656 */ 269, /* [ 0][ 6][11] f( 0.0000, 0.8571, 4.0000 )= 2.6908 */ }, { 0, /* [ 0][ 7][ 0] f( 0.0000, 1.0000, 0.0000 )= 0.0000 */ 88, /* [ 0][ 7][ 1] f( 0.0000, 1.0000, 0.3636 )= 0.8802 */ 124, /* [ 0][ 7][ 2] f( 0.0000, 1.0000, 0.7273 )= 1.2448 */ 152, /* [ 0][ 7][ 3] f( 0.0000, 1.0000, 1.0909 )= 1.5246 */ 176, /* [ 0][ 7][ 4] f( 0.0000, 1.0000, 1.4545 )= 1.7605 */ 196, /* [ 0][ 7][ 5] f( 0.0000, 1.0000, 1.8182 )= 1.9683 */ 215, /* [ 0][ 7][ 6] f( 0.0000, 1.0000, 2.1818 )= 2.1561 */ 232, /* [ 0][ 7][ 7] f( 0.0000, 1.0000, 2.5455 )= 2.3289 */ 248, /* [ 0][ 7][ 8] f( 0.0000, 1.0000, 2.9091 )= 2.4897 */ 264, /* [ 0][ 7][ 9] f( 0.0000, 1.0000, 3.2727 )= 2.6407 */ 278, /* [ 0][ 7][10] f( 0.0000, 1.0000, 3.6364 )= 2.7835 */ 291, /* [ 0][ 7][11] f( 0.0000, 1.0000, 4.0000 )= 2.9194 */ }, { 0, /* [ 0][ 8][ 0] f( 0.0000, 1.1429, 0.0000 )= 0.0000 */ 95, /* [ 0][ 8][ 1] f( 0.0000, 1.1429, 0.3636 )= 0.9558 */ 135, /* [ 0][ 8][ 2] f( 0.0000, 1.1429, 0.7273 )= 1.3517 */ 165, /* [ 0][ 8][ 3] f( 0.0000, 1.1429, 1.0909 )= 1.6555 */ 191, /* [ 0][ 8][ 4] f( 0.0000, 1.1429, 1.4545 )= 1.9116 */ 213, /* [ 0][ 8][ 5] f( 0.0000, 1.1429, 1.8182 )= 2.1372 */ 234, /* [ 0][ 8][ 6] f( 0.0000, 1.1429, 2.1818 )= 2.3412 */ 252, /* [ 0][ 8][ 7] f( 0.0000, 1.1429, 2.5455 )= 2.5288 */ 270, /* [ 0][ 8][ 8] f( 0.0000, 1.1429, 2.9091 )= 2.7034 */ 286, /* [ 0][ 8][ 9] f( 0.0000, 1.1429, 3.2727 )= 2.8674 */ 302, /* [ 0][ 8][10] f( 0.0000, 1.1429, 3.6364 )= 3.0225 */ 317, /* [ 0][ 8][11] f( 0.0000, 1.1429, 4.0000 )= 3.1700 */ }, { 0, /* [ 0][ 9][ 0] f( 0.0000, 1.2857, 0.0000 )= 0.0000 */ 103, /* [ 0][ 9][ 1] f( 0.0000, 1.2857, 0.3636 )= 1.0365 */ 146, /* [ 0][ 9][ 2] f( 0.0000, 1.2857, 0.7273 )= 1.4658 */ 179, /* [ 0][ 9][ 3] f( 0.0000, 1.2857, 1.0909 )= 1.7952 */ 207, /* [ 0][ 9][ 4] f( 0.0000, 1.2857, 1.4545 )= 2.0729 */ 231, /* [ 0][ 9][ 5] f( 0.0000, 1.2857, 1.8182 )= 2.3176 */ 253, /* [ 0][ 9][ 6] f( 0.0000, 1.2857, 2.1818 )= 2.5388 */ 274, /* [ 0][ 9][ 7] f( 0.0000, 1.2857, 2.5455 )= 2.7422 */ 293, /* [ 0][ 9][ 8] f( 0.0000, 1.2857, 2.9091 )= 2.9315 */ 310, /* [ 0][ 9][ 9] f( 0.0000, 1.2857, 3.2727 )= 3.1094 */ 327, /* [ 0][ 9][10] f( 0.0000, 1.2857, 3.6364 )= 3.2776 */ 343, /* [ 0][ 9][11] f( 0.0000, 1.2857, 4.0000 )= 3.4375 */ }, { 0, /* [ 0][10][ 0] f( 0.0000, 1.4286, 0.0000 )= 0.0000 */ 112, /* [ 0][10][ 1] f( 0.0000, 1.4286, 0.3636 )= 1.1206 */ 158, /* [ 0][10][ 2] f( 0.0000, 1.4286, 0.7273 )= 1.5847 */ 194, /* [ 0][10][ 3] f( 0.0000, 1.4286, 1.0909 )= 1.9409 */ 224, /* [ 0][10][ 4] f( 0.0000, 1.4286, 1.4545 )= 2.2411 */ 250, /* [ 0][10][ 5] f( 0.0000, 1.4286, 1.8182 )= 2.5057 */ 274, /* [ 0][10][ 6] f( 0.0000, 1.4286, 2.1818 )= 2.7448 */ 296, /* [ 0][10][ 7] f( 0.0000, 1.4286, 2.5455 )= 2.9647 */ 316, /* [ 0][10][ 8] f( 0.0000, 1.4286, 2.9091 )= 3.1694 */ 336, /* [ 0][10][ 9] f( 0.0000, 1.4286, 3.2727 )= 3.3617 */ 354, /* [ 0][10][10] f( 0.0000, 1.4286, 3.6364 )= 3.5436 */ 371, /* [ 0][10][11] f( 0.0000, 1.4286, 4.0000 )= 3.7165 */ }, { 0, /* [ 0][11][ 0] f( 0.0000, 1.5714, 0.0000 )= 0.0000 */ 120, /* [ 0][11][ 1] f( 0.0000, 1.5714, 0.3636 )= 1.2064 */ 170, /* [ 0][11][ 2] f( 0.0000, 1.5714, 0.7273 )= 1.7061 */ 208, /* [ 0][11][ 3] f( 0.0000, 1.5714, 1.0909 )= 2.0896 */ 241, /* [ 0][11][ 4] f( 0.0000, 1.5714, 1.4545 )= 2.4129 */ 269, /* [ 0][11][ 5] f( 0.0000, 1.5714, 1.8182 )= 2.6977 */ 295, /* [ 0][11][ 6] f( 0.0000, 1.5714, 2.1818 )= 2.9551 */ 319, /* [ 0][11][ 7] f( 0.0000, 1.5714, 2.5455 )= 3.1919 */ 341, /* [ 0][11][ 8] f( 0.0000, 1.5714, 2.9091 )= 3.4123 */ 361, /* [ 0][11][ 9] f( 0.0000, 1.5714, 3.2727 )= 3.6193 */ 381, /* [ 0][11][10] f( 0.0000, 1.5714, 3.6364 )= 3.8151 */ 400, /* [ 0][11][11] f( 0.0000, 1.5714, 4.0000 )= 4.0013 */ }, { 0, /* [ 0][12][ 0] f( 0.0000, 1.7143, 0.0000 )= 0.0000 */ 129, /* [ 0][12][ 1] f( 0.0000, 1.7143, 0.3636 )= 1.2923 */ 182, /* [ 0][12][ 2] f( 0.0000, 1.7143, 0.7273 )= 1.8276 */ 223, /* [ 0][12][ 3] f( 0.0000, 1.7143, 1.0909 )= 2.2383 */ 258, /* [ 0][12][ 4] f( 0.0000, 1.7143, 1.4545 )= 2.5846 */ 288, /* [ 0][12][ 5] f( 0.0000, 1.7143, 1.8182 )= 2.8896 */ 316, /* [ 0][12][ 6] f( 0.0000, 1.7143, 2.1818 )= 3.1654 */ 341, /* [ 0][12][ 7] f( 0.0000, 1.7143, 2.5455 )= 3.4190 */ 365, /* [ 0][12][ 8] f( 0.0000, 1.7143, 2.9091 )= 3.6551 */ 387, /* [ 0][12][ 9] f( 0.0000, 1.7143, 3.2727 )= 3.8768 */ 408, /* [ 0][12][10] f( 0.0000, 1.7143, 3.6364 )= 4.0865 */ 428, /* [ 0][12][11] f( 0.0000, 1.7143, 4.0000 )= 4.2860 */ }, { 0, /* [ 0][13][ 0] f( 0.0000, 1.8571, 0.0000 )= 0.0000 */ 137, /* [ 0][13][ 1] f( 0.0000, 1.8571, 0.3636 )= 1.3764 */ 194, /* [ 0][13][ 2] f( 0.0000, 1.8571, 0.7273 )= 1.9465 */ 238, /* [ 0][13][ 3] f( 0.0000, 1.8571, 1.0909 )= 2.3839 */ 275, /* [ 0][13][ 4] f( 0.0000, 1.8571, 1.4545 )= 2.7527 */ 307, /* [ 0][13][ 5] f( 0.0000, 1.8571, 1.8182 )= 3.0777 */ 337, /* [ 0][13][ 6] f( 0.0000, 1.8571, 2.1818 )= 3.3714 */ 364, /* [ 0][13][ 7] f( 0.0000, 1.8571, 2.5455 )= 3.6415 */ 389, /* [ 0][13][ 8] f( 0.0000, 1.8571, 2.9091 )= 3.8930 */ 412, /* [ 0][13][ 9] f( 0.0000, 1.8571, 3.2727 )= 4.1291 */ 435, /* [ 0][13][10] f( 0.0000, 1.8571, 3.6364 )= 4.3525 */ 456, /* [ 0][13][11] f( 0.0000, 1.8571, 4.0000 )= 4.5649 */ }, { 0, /* [ 0][14][ 0] f( 0.0000, 2.0000, 0.0000 )= 0.0000 */ 145, /* [ 0][14][ 1] f( 0.0000, 2.0000, 0.3636 )= 1.4570 */ 206, /* [ 0][14][ 2] f( 0.0000, 2.0000, 0.7273 )= 2.0605 */ 252, /* [ 0][14][ 3] f( 0.0000, 2.0000, 1.0909 )= 2.5236 */ 291, /* [ 0][14][ 4] f( 0.0000, 2.0000, 1.4545 )= 2.9140 */ 325, /* [ 0][14][ 5] f( 0.0000, 2.0000, 1.8182 )= 3.2579 */ 356, /* [ 0][14][ 6] f( 0.0000, 2.0000, 2.1818 )= 3.5689 */ 385, /* [ 0][14][ 7] f( 0.0000, 2.0000, 2.5455 )= 3.8548 */ 412, /* [ 0][14][ 8] f( 0.0000, 2.0000, 2.9091 )= 4.1210 */ 437, /* [ 0][14][ 9] f( 0.0000, 2.0000, 3.2727 )= 4.3710 */ 460, /* [ 0][14][10] f( 0.0000, 2.0000, 3.6364 )= 4.6074 */ 483, /* [ 0][14][11] f( 0.0000, 2.0000, 4.0000 )= 4.8323 */ }, }, { { 0, /* [ 1][ 0][ 0] f( 0.2222, 0.0000, 0.0000 )= 0.0000 */ 47, /* [ 1][ 0][ 1] f( 0.2222, 0.0000, 0.3636 )= 0.4701 */ 66, /* [ 1][ 0][ 2] f( 0.2222, 0.0000, 0.7273 )= 0.6648 */ 81, /* [ 1][ 0][ 3] f( 0.2222, 0.0000, 1.0909 )= 0.8143 */ 94, /* [ 1][ 0][ 4] f( 0.2222, 0.0000, 1.4545 )= 0.9402 */ 105, /* [ 1][ 0][ 5] f( 0.2222, 0.0000, 1.8182 )= 1.0512 */ 115, /* [ 1][ 0][ 6] f( 0.2222, 0.0000, 2.1818 )= 1.1515 */ 124, /* [ 1][ 0][ 7] f( 0.2222, 0.0000, 2.5455 )= 1.2438 */ 132, /* [ 1][ 0][ 8] f( 0.2222, 0.0000, 2.9091 )= 1.3297 */ 141, /* [ 1][ 0][ 9] f( 0.2222, 0.0000, 3.2727 )= 1.4104 */ 148, /* [ 1][ 0][10] f( 0.2222, 0.0000, 3.6364 )= 1.4866 */ 155, /* [ 1][ 0][11] f( 0.2222, 0.0000, 4.0000 )= 1.5592 */ }, { 0, /* [ 1][ 1][ 0] f( 0.2222, 0.1429, 0.0000 )= 0.0000 */ 47, /* [ 1][ 1][ 1] f( 0.2222, 0.1429, 0.3636 )= 0.4763 */ 67, /* [ 1][ 1][ 2] f( 0.2222, 0.1429, 0.7273 )= 0.6735 */ 82, /* [ 1][ 1][ 3] f( 0.2222, 0.1429, 1.0909 )= 0.8249 */ 95, /* [ 1][ 1][ 4] f( 0.2222, 0.1429, 1.4545 )= 0.9525 */ 106, /* [ 1][ 1][ 5] f( 0.2222, 0.1429, 1.8182 )= 1.0650 */ 116, /* [ 1][ 1][ 6] f( 0.2222, 0.1429, 2.1818 )= 1.1666 */ 126, /* [ 1][ 1][ 7] f( 0.2222, 0.1429, 2.5455 )= 1.2601 */ 134, /* [ 1][ 1][ 8] f( 0.2222, 0.1429, 2.9091 )= 1.3471 */ 142, /* [ 1][ 1][ 9] f( 0.2222, 0.1429, 3.2727 )= 1.4288 */ 150, /* [ 1][ 1][10] f( 0.2222, 0.1429, 3.6364 )= 1.5061 */ 157, /* [ 1][ 1][11] f( 0.2222, 0.1429, 4.0000 )= 1.5796 */ }, { 0, /* [ 1][ 2][ 0] f( 0.2222, 0.2857, 0.0000 )= 0.0000 */ 49, /* [ 1][ 2][ 1] f( 0.2222, 0.2857, 0.3636 )= 0.4946 */ 69, /* [ 1][ 2][ 2] f( 0.2222, 0.2857, 0.7273 )= 0.6994 */ 85, /* [ 1][ 2][ 3] f( 0.2222, 0.2857, 1.0909 )= 0.8566 */ 98, /* [ 1][ 2][ 4] f( 0.2222, 0.2857, 1.4545 )= 0.9891 */ 110, /* [ 1][ 2][ 5] f( 0.2222, 0.2857, 1.8182 )= 1.1059 */ 121, /* [ 1][ 2][ 6] f( 0.2222, 0.2857, 2.1818 )= 1.2114 */ 130, /* [ 1][ 2][ 7] f( 0.2222, 0.2857, 2.5455 )= 1.3085 */ 139, /* [ 1][ 2][ 8] f( 0.2222, 0.2857, 2.9091 )= 1.3988 */ 148, /* [ 1][ 2][ 9] f( 0.2222, 0.2857, 3.2727 )= 1.4837 */ 156, /* [ 1][ 2][10] f( 0.2222, 0.2857, 3.6364 )= 1.5639 */ 164, /* [ 1][ 2][11] f( 0.2222, 0.2857, 4.0000 )= 1.6403 */ }, { 0, /* [ 1][ 3][ 0] f( 0.2222, 0.4286, 0.0000 )= 0.0000 */ 52, /* [ 1][ 3][ 1] f( 0.2222, 0.4286, 0.3636 )= 0.5247 */ 74, /* [ 1][ 3][ 2] f( 0.2222, 0.4286, 0.7273 )= 0.7420 */ 90, /* [ 1][ 3][ 3] f( 0.2222, 0.4286, 1.0909 )= 0.9087 */ 104, /* [ 1][ 3][ 4] f( 0.2222, 0.4286, 1.4545 )= 1.0493 */ 117, /* [ 1][ 3][ 5] f( 0.2222, 0.4286, 1.8182 )= 1.1732 */ 128, /* [ 1][ 3][ 6] f( 0.2222, 0.4286, 2.1818 )= 1.2851 */ 138, /* [ 1][ 3][ 7] f( 0.2222, 0.4286, 2.5455 )= 1.3881 */ 148, /* [ 1][ 3][ 8] f( 0.2222, 0.4286, 2.9091 )= 1.4839 */ 157, /* [ 1][ 3][ 9] f( 0.2222, 0.4286, 3.2727 )= 1.5740 */ 165, /* [ 1][ 3][10] f( 0.2222, 0.4286, 3.6364 )= 1.6591 */ 174, /* [ 1][ 3][11] f( 0.2222, 0.4286, 4.0000 )= 1.7401 */ }, { 0, /* [ 1][ 4][ 0] f( 0.2222, 0.5714, 0.0000 )= 0.0000 */ 56, /* [ 1][ 4][ 1] f( 0.2222, 0.5714, 0.3636 )= 0.5659 */ 80, /* [ 1][ 4][ 2] f( 0.2222, 0.5714, 0.7273 )= 0.8003 */ 98, /* [ 1][ 4][ 3] f( 0.2222, 0.5714, 1.0909 )= 0.9802 */ 113, /* [ 1][ 4][ 4] f( 0.2222, 0.5714, 1.4545 )= 1.1318 */ 126, /* [ 1][ 4][ 5] f( 0.2222, 0.5714, 1.8182 )= 1.2654 */ 138, /* [ 1][ 4][ 6] f( 0.2222, 0.5714, 2.1818 )= 1.3862 */ 149, /* [ 1][ 4][ 7] f( 0.2222, 0.5714, 2.5455 )= 1.4973 */ 160, /* [ 1][ 4][ 8] f( 0.2222, 0.5714, 2.9091 )= 1.6007 */ 169, /* [ 1][ 4][ 9] f( 0.2222, 0.5714, 3.2727 )= 1.6978 */ 178, /* [ 1][ 4][10] f( 0.2222, 0.5714, 3.6364 )= 1.7896 */ 187, /* [ 1][ 4][11] f( 0.2222, 0.5714, 4.0000 )= 1.8769 */ }, { 0, /* [ 1][ 5][ 0] f( 0.2222, 0.7143, 0.0000 )= 0.0000 */ 61, /* [ 1][ 5][ 1] f( 0.2222, 0.7143, 0.3636 )= 0.6175 */ 87, /* [ 1][ 5][ 2] f( 0.2222, 0.7143, 0.7273 )= 0.8733 */ 106, /* [ 1][ 5][ 3] f( 0.2222, 0.7143, 1.0909 )= 1.0696 */ 123, /* [ 1][ 5][ 4] f( 0.2222, 0.7143, 1.4545 )= 1.2350 */ 138, /* [ 1][ 5][ 5] f( 0.2222, 0.7143, 1.8182 )= 1.3808 */ 151, /* [ 1][ 5][ 6] f( 0.2222, 0.7143, 2.1818 )= 1.5126 */ 163, /* [ 1][ 5][ 7] f( 0.2222, 0.7143, 2.5455 )= 1.6338 */ 174, /* [ 1][ 5][ 8] f( 0.2222, 0.7143, 2.9091 )= 1.7466 */ 185, /* [ 1][ 5][ 9] f( 0.2222, 0.7143, 3.2727 )= 1.8526 */ 195, /* [ 1][ 5][10] f( 0.2222, 0.7143, 3.6364 )= 1.9528 */ 204, /* [ 1][ 5][11] f( 0.2222, 0.7143, 4.0000 )= 2.0481 */ }, { 0, /* [ 1][ 6][ 0] f( 0.2222, 0.8571, 0.0000 )= 0.0000 */ 67, /* [ 1][ 6][ 1] f( 0.2222, 0.8571, 0.3636 )= 0.6784 */ 95, /* [ 1][ 6][ 2] f( 0.2222, 0.8571, 0.7273 )= 0.9594 */ 117, /* [ 1][ 6][ 3] f( 0.2222, 0.8571, 1.0909 )= 1.1750 */ 135, /* [ 1][ 6][ 4] f( 0.2222, 0.8571, 1.4545 )= 1.3568 */ 151, /* [ 1][ 6][ 5] f( 0.2222, 0.8571, 1.8182 )= 1.5170 */ 166, /* [ 1][ 6][ 6] f( 0.2222, 0.8571, 2.1818 )= 1.6617 */ 179, /* [ 1][ 6][ 7] f( 0.2222, 0.8571, 2.5455 )= 1.7949 */ 191, /* [ 1][ 6][ 8] f( 0.2222, 0.8571, 2.9091 )= 1.9188 */ 203, /* [ 1][ 6][ 9] f( 0.2222, 0.8571, 3.2727 )= 2.0352 */ 214, /* [ 1][ 6][10] f( 0.2222, 0.8571, 3.6364 )= 2.1453 */ 225, /* [ 1][ 6][11] f( 0.2222, 0.8571, 4.0000 )= 2.2500 */ }, { 0, /* [ 1][ 7][ 0] f( 0.2222, 1.0000, 0.0000 )= 0.0000 */ 74, /* [ 1][ 7][ 1] f( 0.2222, 1.0000, 0.3636 )= 0.7473 */ 105, /* [ 1][ 7][ 2] f( 0.2222, 1.0000, 0.7273 )= 1.0569 */ 129, /* [ 1][ 7][ 3] f( 0.2222, 1.0000, 1.0909 )= 1.2944 */ 149, /* [ 1][ 7][ 4] f( 0.2222, 1.0000, 1.4545 )= 1.4947 */ 167, /* [ 1][ 7][ 5] f( 0.2222, 1.0000, 1.8182 )= 1.6711 */ 183, /* [ 1][ 7][ 6] f( 0.2222, 1.0000, 2.1818 )= 1.8306 */ 197, /* [ 1][ 7][ 7] f( 0.2222, 1.0000, 2.5455 )= 1.9772 */ 211, /* [ 1][ 7][ 8] f( 0.2222, 1.0000, 2.9091 )= 2.1138 */ 224, /* [ 1][ 7][ 9] f( 0.2222, 1.0000, 3.2727 )= 2.2420 */ 236, /* [ 1][ 7][10] f( 0.2222, 1.0000, 3.6364 )= 2.3633 */ 247, /* [ 1][ 7][11] f( 0.2222, 1.0000, 4.0000 )= 2.4786 */ }, { 0, /* [ 1][ 8][ 0] f( 0.2222, 1.1429, 0.0000 )= 0.0000 */ 82, /* [ 1][ 8][ 1] f( 0.2222, 1.1429, 0.3636 )= 0.8229 */ 116, /* [ 1][ 8][ 2] f( 0.2222, 1.1429, 0.7273 )= 1.1637 */ 142, /* [ 1][ 8][ 3] f( 0.2222, 1.1429, 1.0909 )= 1.4253 */ 164, /* [ 1][ 8][ 4] f( 0.2222, 1.1429, 1.4545 )= 1.6458 */ 184, /* [ 1][ 8][ 5] f( 0.2222, 1.1429, 1.8182 )= 1.8400 */ 201, /* [ 1][ 8][ 6] f( 0.2222, 1.1429, 2.1818 )= 2.0157 */ 217, /* [ 1][ 8][ 7] f( 0.2222, 1.1429, 2.5455 )= 2.1772 */ 232, /* [ 1][ 8][ 8] f( 0.2222, 1.1429, 2.9091 )= 2.3275 */ 246, /* [ 1][ 8][ 9] f( 0.2222, 1.1429, 3.2727 )= 2.4687 */ 260, /* [ 1][ 8][10] f( 0.2222, 1.1429, 3.6364 )= 2.6022 */ 272, /* [ 1][ 8][11] f( 0.2222, 1.1429, 4.0000 )= 2.7292 */ }, { 0, /* [ 1][ 9][ 0] f( 0.2222, 1.2857, 0.0000 )= 0.0000 */ 90, /* [ 1][ 9][ 1] f( 0.2222, 1.2857, 0.3636 )= 0.9035 */ 127, /* [ 1][ 9][ 2] f( 0.2222, 1.2857, 0.7273 )= 1.2778 */ 156, /* [ 1][ 9][ 3] f( 0.2222, 1.2857, 1.0909 )= 1.5650 */ 180, /* [ 1][ 9][ 4] f( 0.2222, 1.2857, 1.4545 )= 1.8071 */ 202, /* [ 1][ 9][ 5] f( 0.2222, 1.2857, 1.8182 )= 2.0204 */ 221, /* [ 1][ 9][ 6] f( 0.2222, 1.2857, 2.1818 )= 2.2132 */ 239, /* [ 1][ 9][ 7] f( 0.2222, 1.2857, 2.5455 )= 2.3906 */ 255, /* [ 1][ 9][ 8] f( 0.2222, 1.2857, 2.9091 )= 2.5556 */ 271, /* [ 1][ 9][ 9] f( 0.2222, 1.2857, 3.2727 )= 2.7106 */ 285, /* [ 1][ 9][10] f( 0.2222, 1.2857, 3.6364 )= 2.8573 */ 299, /* [ 1][ 9][11] f( 0.2222, 1.2857, 4.0000 )= 2.9967 */ }, { 0, /* [ 1][10][ 0] f( 0.2222, 1.4286, 0.0000 )= 0.0000 */ 98, /* [ 1][10][ 1] f( 0.2222, 1.4286, 0.3636 )= 0.9877 */ 139, /* [ 1][10][ 2] f( 0.2222, 1.4286, 0.7273 )= 1.3968 */ 171, /* [ 1][10][ 3] f( 0.2222, 1.4286, 1.0909 )= 1.7107 */ 197, /* [ 1][10][ 4] f( 0.2222, 1.4286, 1.4545 )= 1.9753 */ 220, /* [ 1][10][ 5] f( 0.2222, 1.4286, 1.8182 )= 2.2085 */ 241, /* [ 1][10][ 6] f( 0.2222, 1.4286, 2.1818 )= 2.4193 */ 261, /* [ 1][10][ 7] f( 0.2222, 1.4286, 2.5455 )= 2.6131 */ 279, /* [ 1][10][ 8] f( 0.2222, 1.4286, 2.9091 )= 2.7935 */ 296, /* [ 1][10][ 9] f( 0.2222, 1.4286, 3.2727 )= 2.9630 */ 312, /* [ 1][10][10] f( 0.2222, 1.4286, 3.6364 )= 3.1233 */ 327, /* [ 1][10][11] f( 0.2222, 1.4286, 4.0000 )= 3.2757 */ }, { 0, /* [ 1][11][ 0] f( 0.2222, 1.5714, 0.0000 )= 0.0000 */ 107, /* [ 1][11][ 1] f( 0.2222, 1.5714, 0.3636 )= 1.0735 */ 151, /* [ 1][11][ 2] f( 0.2222, 1.5714, 0.7273 )= 1.5182 */ 185, /* [ 1][11][ 3] f( 0.2222, 1.5714, 1.0909 )= 1.8594 */ 214, /* [ 1][11][ 4] f( 0.2222, 1.5714, 1.4545 )= 2.1470 */ 240, /* [ 1][11][ 5] f( 0.2222, 1.5714, 1.8182 )= 2.4005 */ 262, /* [ 1][11][ 6] f( 0.2222, 1.5714, 2.1818 )= 2.6296 */ 284, /* [ 1][11][ 7] f( 0.2222, 1.5714, 2.5455 )= 2.8403 */ 303, /* [ 1][11][ 8] f( 0.2222, 1.5714, 2.9091 )= 3.0364 */ 322, /* [ 1][11][ 9] f( 0.2222, 1.5714, 3.2727 )= 3.2206 */ 339, /* [ 1][11][10] f( 0.2222, 1.5714, 3.6364 )= 3.3948 */ 356, /* [ 1][11][11] f( 0.2222, 1.5714, 4.0000 )= 3.5605 */ }, { 0, /* [ 1][12][ 0] f( 0.2222, 1.7143, 0.0000 )= 0.0000 */ 115, /* [ 1][12][ 1] f( 0.2222, 1.7143, 0.3636 )= 1.1594 */ 163, /* [ 1][12][ 2] f( 0.2222, 1.7143, 0.7273 )= 1.6396 */ 200, /* [ 1][12][ 3] f( 0.2222, 1.7143, 1.0909 )= 2.0081 */ 231, /* [ 1][12][ 4] f( 0.2222, 1.7143, 1.4545 )= 2.3187 */ 259, /* [ 1][12][ 5] f( 0.2222, 1.7143, 1.8182 )= 2.5924 */ 283, /* [ 1][12][ 6] f( 0.2222, 1.7143, 2.1818 )= 2.8399 */ 306, /* [ 1][12][ 7] f( 0.2222, 1.7143, 2.5455 )= 3.0674 */ 327, /* [ 1][12][ 8] f( 0.2222, 1.7143, 2.9091 )= 3.2792 */ 347, /* [ 1][12][ 9] f( 0.2222, 1.7143, 3.2727 )= 3.4781 */ 366, /* [ 1][12][10] f( 0.2222, 1.7143, 3.6364 )= 3.6663 */ 384, /* [ 1][12][11] f( 0.2222, 1.7143, 4.0000 )= 3.8452 */ }, { 0, /* [ 1][13][ 0] f( 0.2222, 1.8571, 0.0000 )= 0.0000 */ 124, /* [ 1][13][ 1] f( 0.2222, 1.8571, 0.3636 )= 1.2435 */ 175, /* [ 1][13][ 2] f( 0.2222, 1.8571, 0.7273 )= 1.7585 */ 215, /* [ 1][13][ 3] f( 0.2222, 1.8571, 1.0909 )= 2.1537 */ 248, /* [ 1][13][ 4] f( 0.2222, 1.8571, 1.4545 )= 2.4869 */ 278, /* [ 1][13][ 5] f( 0.2222, 1.8571, 1.8182 )= 2.7805 */ 304, /* [ 1][13][ 6] f( 0.2222, 1.8571, 2.1818 )= 3.0459 */ 328, /* [ 1][13][ 7] f( 0.2222, 1.8571, 2.5455 )= 3.2899 */ 351, /* [ 1][13][ 8] f( 0.2222, 1.8571, 2.9091 )= 3.5170 */ 373, /* [ 1][13][ 9] f( 0.2222, 1.8571, 3.2727 )= 3.7304 */ 393, /* [ 1][13][10] f( 0.2222, 1.8571, 3.6364 )= 3.9322 */ 412, /* [ 1][13][11] f( 0.2222, 1.8571, 4.0000 )= 4.1241 */ }, { 0, /* [ 1][14][ 0] f( 0.2222, 2.0000, 0.0000 )= 0.0000 */ 132, /* [ 1][14][ 1] f( 0.2222, 2.0000, 0.3636 )= 1.3241 */ 187, /* [ 1][14][ 2] f( 0.2222, 2.0000, 0.7273 )= 1.8725 */ 229, /* [ 1][14][ 3] f( 0.2222, 2.0000, 1.0909 )= 2.2934 */ 264, /* [ 1][14][ 4] f( 0.2222, 2.0000, 1.4545 )= 2.6482 */ 296, /* [ 1][14][ 5] f( 0.2222, 2.0000, 1.8182 )= 2.9607 */ 324, /* [ 1][14][ 6] f( 0.2222, 2.0000, 2.1818 )= 3.2433 */ 350, /* [ 1][14][ 7] f( 0.2222, 2.0000, 2.5455 )= 3.5032 */ 374, /* [ 1][14][ 8] f( 0.2222, 2.0000, 2.9091 )= 3.7451 */ 397, /* [ 1][14][ 9] f( 0.2222, 2.0000, 3.2727 )= 3.9723 */ 418, /* [ 1][14][10] f( 0.2222, 2.0000, 3.6364 )= 4.1871 */ 439, /* [ 1][14][11] f( 0.2222, 2.0000, 4.0000 )= 4.3915 */ }, }, { { 0, /* [ 2][ 0][ 0] f( 0.4444, 0.0000, 0.0000 )= 0.0000 */ 34, /* [ 2][ 0][ 1] f( 0.4444, 0.0000, 0.3636 )= 0.3437 */ 48, /* [ 2][ 0][ 2] f( 0.4444, 0.0000, 0.7273 )= 0.4861 */ 59, /* [ 2][ 0][ 3] f( 0.4444, 0.0000, 1.0909 )= 0.5954 */ 68, /* [ 2][ 0][ 4] f( 0.4444, 0.0000, 1.4545 )= 0.6875 */ 76, /* [ 2][ 0][ 5] f( 0.4444, 0.0000, 1.8182 )= 0.7686 */ 84, /* [ 2][ 0][ 6] f( 0.4444, 0.0000, 2.1818 )= 0.8420 */ 90, /* [ 2][ 0][ 7] f( 0.4444, 0.0000, 2.5455 )= 0.9095 */ 97, /* [ 2][ 0][ 8] f( 0.4444, 0.0000, 2.9091 )= 0.9723 */ 103, /* [ 2][ 0][ 9] f( 0.4444, 0.0000, 3.2727 )= 1.0312 */ 108, /* [ 2][ 0][10] f( 0.4444, 0.0000, 3.6364 )= 1.0870 */ 114, /* [ 2][ 0][11] f( 0.4444, 0.0000, 4.0000 )= 1.1401 */ }, { 0, /* [ 2][ 1][ 0] f( 0.4444, 0.1429, 0.0000 )= 0.0000 */ 34, /* [ 2][ 1][ 1] f( 0.4444, 0.1429, 0.3636 )= 0.3499 */ 49, /* [ 2][ 1][ 2] f( 0.4444, 0.1429, 0.7273 )= 0.4948 */ 60, /* [ 2][ 1][ 3] f( 0.4444, 0.1429, 1.0909 )= 0.6060 */ 69, /* [ 2][ 1][ 4] f( 0.4444, 0.1429, 1.4545 )= 0.6998 */ 78, /* [ 2][ 1][ 5] f( 0.4444, 0.1429, 1.8182 )= 0.7824 */ 85, /* [ 2][ 1][ 6] f( 0.4444, 0.1429, 2.1818 )= 0.8571 */ 92, /* [ 2][ 1][ 7] f( 0.4444, 0.1429, 2.5455 )= 0.9257 */ 98, /* [ 2][ 1][ 8] f( 0.4444, 0.1429, 2.9091 )= 0.9896 */ 104, /* [ 2][ 1][ 9] f( 0.4444, 0.1429, 3.2727 )= 1.0497 */ 110, /* [ 2][ 1][10] f( 0.4444, 0.1429, 3.6364 )= 1.1065 */ 116, /* [ 2][ 1][11] f( 0.4444, 0.1429, 4.0000 )= 1.1605 */ }, { 0, /* [ 2][ 2][ 0] f( 0.4444, 0.2857, 0.0000 )= 0.0000 */ 36, /* [ 2][ 2][ 1] f( 0.4444, 0.2857, 0.3636 )= 0.3682 */ 52, /* [ 2][ 2][ 2] f( 0.4444, 0.2857, 0.7273 )= 0.5207 */ 63, /* [ 2][ 2][ 3] f( 0.4444, 0.2857, 1.0909 )= 0.6377 */ 73, /* [ 2][ 2][ 4] f( 0.4444, 0.2857, 1.4545 )= 0.7364 */ 82, /* [ 2][ 2][ 5] f( 0.4444, 0.2857, 1.8182 )= 0.8233 */ 90, /* [ 2][ 2][ 6] f( 0.4444, 0.2857, 2.1818 )= 0.9019 */ 97, /* [ 2][ 2][ 7] f( 0.4444, 0.2857, 2.5455 )= 0.9742 */ 104, /* [ 2][ 2][ 8] f( 0.4444, 0.2857, 2.9091 )= 1.0414 */ 110, /* [ 2][ 2][ 9] f( 0.4444, 0.2857, 3.2727 )= 1.1046 */ 116, /* [ 2][ 2][10] f( 0.4444, 0.2857, 3.6364 )= 1.1643 */ 122, /* [ 2][ 2][11] f( 0.4444, 0.2857, 4.0000 )= 1.2212 */ }, { 0, /* [ 2][ 3][ 0] f( 0.4444, 0.4286, 0.0000 )= 0.0000 */ 39, /* [ 2][ 3][ 1] f( 0.4444, 0.4286, 0.3636 )= 0.3983 */ 56, /* [ 2][ 3][ 2] f( 0.4444, 0.4286, 0.7273 )= 0.5633 */ 68, /* [ 2][ 3][ 3] f( 0.4444, 0.4286, 1.0909 )= 0.6899 */ 79, /* [ 2][ 3][ 4] f( 0.4444, 0.4286, 1.4545 )= 0.7966 */ 89, /* [ 2][ 3][ 5] f( 0.4444, 0.4286, 1.8182 )= 0.8906 */ 97, /* [ 2][ 3][ 6] f( 0.4444, 0.4286, 2.1818 )= 0.9756 */ 105, /* [ 2][ 3][ 7] f( 0.4444, 0.4286, 2.5455 )= 1.0538 */ 112, /* [ 2][ 3][ 8] f( 0.4444, 0.4286, 2.9091 )= 1.1265 */ 119, /* [ 2][ 3][ 9] f( 0.4444, 0.4286, 3.2727 )= 1.1949 */ 125, /* [ 2][ 3][10] f( 0.4444, 0.4286, 3.6364 )= 1.2595 */ 132, /* [ 2][ 3][11] f( 0.4444, 0.4286, 4.0000 )= 1.3210 */ }, { 0, /* [ 2][ 4][ 0] f( 0.4444, 0.5714, 0.0000 )= 0.0000 */ 43, /* [ 2][ 4][ 1] f( 0.4444, 0.5714, 0.3636 )= 0.4396 */ 62, /* [ 2][ 4][ 2] f( 0.4444, 0.5714, 0.7273 )= 0.6216 */ 76, /* [ 2][ 4][ 3] f( 0.4444, 0.5714, 1.0909 )= 0.7613 */ 87, /* [ 2][ 4][ 4] f( 0.4444, 0.5714, 1.4545 )= 0.8791 */ 98, /* [ 2][ 4][ 5] f( 0.4444, 0.5714, 1.8182 )= 0.9829 */ 107, /* [ 2][ 4][ 6] f( 0.4444, 0.5714, 2.1818 )= 1.0767 */ 116, /* [ 2][ 4][ 7] f( 0.4444, 0.5714, 2.5455 )= 1.1629 */ 124, /* [ 2][ 4][ 8] f( 0.4444, 0.5714, 2.9091 )= 1.2432 */ 131, /* [ 2][ 4][ 9] f( 0.4444, 0.5714, 3.2727 )= 1.3187 */ 138, /* [ 2][ 4][10] f( 0.4444, 0.5714, 3.6364 )= 1.3900 */ 145, /* [ 2][ 4][11] f( 0.4444, 0.5714, 4.0000 )= 1.4578 */ }, { 0, /* [ 2][ 5][ 0] f( 0.4444, 0.7143, 0.0000 )= 0.0000 */ 49, /* [ 2][ 5][ 1] f( 0.4444, 0.7143, 0.3636 )= 0.4912 */ 69, /* [ 2][ 5][ 2] f( 0.4444, 0.7143, 0.7273 )= 0.6946 */ 85, /* [ 2][ 5][ 3] f( 0.4444, 0.7143, 1.0909 )= 0.8507 */ 98, /* [ 2][ 5][ 4] f( 0.4444, 0.7143, 1.4545 )= 0.9823 */ 109, /* [ 2][ 5][ 5] f( 0.4444, 0.7143, 1.8182 )= 1.0982 */ 120, /* [ 2][ 5][ 6] f( 0.4444, 0.7143, 2.1818 )= 1.2031 */ 129, /* [ 2][ 5][ 7] f( 0.4444, 0.7143, 2.5455 )= 1.2995 */ 138, /* [ 2][ 5][ 8] f( 0.4444, 0.7143, 2.9091 )= 1.3892 */ 147, /* [ 2][ 5][ 9] f( 0.4444, 0.7143, 3.2727 )= 1.4735 */ 155, /* [ 2][ 5][10] f( 0.4444, 0.7143, 3.6364 )= 1.5532 */ 162, /* [ 2][ 5][11] f( 0.4444, 0.7143, 4.0000 )= 1.6290 */ }, { 0, /* [ 2][ 6][ 0] f( 0.4444, 0.8571, 0.0000 )= 0.0000 */ 55, /* [ 2][ 6][ 1] f( 0.4444, 0.8571, 0.3636 )= 0.5520 */ 78, /* [ 2][ 6][ 2] f( 0.4444, 0.8571, 0.7273 )= 0.7807 */ 95, /* [ 2][ 6][ 3] f( 0.4444, 0.8571, 1.0909 )= 0.9561 */ 110, /* [ 2][ 6][ 4] f( 0.4444, 0.8571, 1.4545 )= 1.1041 */ 123, /* [ 2][ 6][ 5] f( 0.4444, 0.8571, 1.8182 )= 1.2344 */ 135, /* [ 2][ 6][ 6] f( 0.4444, 0.8571, 2.1818 )= 1.3522 */ 146, /* [ 2][ 6][ 7] f( 0.4444, 0.8571, 2.5455 )= 1.4605 */ 156, /* [ 2][ 6][ 8] f( 0.4444, 0.8571, 2.9091 )= 1.5614 */ 165, /* [ 2][ 6][ 9] f( 0.4444, 0.8571, 3.2727 )= 1.6561 */ 174, /* [ 2][ 6][10] f( 0.4444, 0.8571, 3.6364 )= 1.7457 */ 183, /* [ 2][ 6][11] f( 0.4444, 0.8571, 4.0000 )= 1.8309 */ }, { 0, /* [ 2][ 7][ 0] f( 0.4444, 1.0000, 0.0000 )= 0.0000 */ 62, /* [ 2][ 7][ 1] f( 0.4444, 1.0000, 0.3636 )= 0.6210 */ 87, /* [ 2][ 7][ 2] f( 0.4444, 1.0000, 0.7273 )= 0.8782 */ 107, /* [ 2][ 7][ 3] f( 0.4444, 1.0000, 1.0909 )= 1.0755 */ 124, /* [ 2][ 7][ 4] f( 0.4444, 1.0000, 1.4545 )= 1.2419 */ 138, /* [ 2][ 7][ 5] f( 0.4444, 1.0000, 1.8182 )= 1.3885 */ 152, /* [ 2][ 7][ 6] f( 0.4444, 1.0000, 2.1818 )= 1.5210 */ 164, /* [ 2][ 7][ 7] f( 0.4444, 1.0000, 2.5455 )= 1.6429 */ 175, /* [ 2][ 7][ 8] f( 0.4444, 1.0000, 2.9091 )= 1.7563 */ 186, /* [ 2][ 7][ 9] f( 0.4444, 1.0000, 3.2727 )= 1.8629 */ 196, /* [ 2][ 7][10] f( 0.4444, 1.0000, 3.6364 )= 1.9636 */ 205, /* [ 2][ 7][11] f( 0.4444, 1.0000, 4.0000 )= 2.0595 */ }, { 0, /* [ 2][ 8][ 0] f( 0.4444, 1.1429, 0.0000 )= 0.0000 */ 69, /* [ 2][ 8][ 1] f( 0.4444, 1.1429, 0.3636 )= 0.6965 */ 98, /* [ 2][ 8][ 2] f( 0.4444, 1.1429, 0.7273 )= 0.9850 */ 120, /* [ 2][ 8][ 3] f( 0.4444, 1.1429, 1.0909 )= 1.2064 */ 139, /* [ 2][ 8][ 4] f( 0.4444, 1.1429, 1.4545 )= 1.3930 */ 155, /* [ 2][ 8][ 5] f( 0.4444, 1.1429, 1.8182 )= 1.5575 */ 170, /* [ 2][ 8][ 6] f( 0.4444, 1.1429, 2.1818 )= 1.7061 */ 184, /* [ 2][ 8][ 7] f( 0.4444, 1.1429, 2.5455 )= 1.8428 */ 197, /* [ 2][ 8][ 8] f( 0.4444, 1.1429, 2.9091 )= 1.9701 */ 208, /* [ 2][ 8][ 9] f( 0.4444, 1.1429, 3.2727 )= 2.0896 */ 220, /* [ 2][ 8][10] f( 0.4444, 1.1429, 3.6364 )= 2.2026 */ 231, /* [ 2][ 8][11] f( 0.4444, 1.1429, 4.0000 )= 2.3101 */ }, { 0, /* [ 2][ 9][ 0] f( 0.4444, 1.2857, 0.0000 )= 0.0000 */ 77, /* [ 2][ 9][ 1] f( 0.4444, 1.2857, 0.3636 )= 0.7772 */ 109, /* [ 2][ 9][ 2] f( 0.4444, 1.2857, 0.7273 )= 1.0991 */ 134, /* [ 2][ 9][ 3] f( 0.4444, 1.2857, 1.0909 )= 1.3461 */ 155, /* [ 2][ 9][ 4] f( 0.4444, 1.2857, 1.4545 )= 1.5544 */ 173, /* [ 2][ 9][ 5] f( 0.4444, 1.2857, 1.8182 )= 1.7378 */ 190, /* [ 2][ 9][ 6] f( 0.4444, 1.2857, 2.1818 )= 1.9037 */ 205, /* [ 2][ 9][ 7] f( 0.4444, 1.2857, 2.5455 )= 2.0562 */ 219, /* [ 2][ 9][ 8] f( 0.4444, 1.2857, 2.9091 )= 2.1982 */ 233, /* [ 2][ 9][ 9] f( 0.4444, 1.2857, 3.2727 )= 2.3315 */ 245, /* [ 2][ 9][10] f( 0.4444, 1.2857, 3.6364 )= 2.4577 */ 257, /* [ 2][ 9][11] f( 0.4444, 1.2857, 4.0000 )= 2.5776 */ }, { 0, /* [ 2][10][ 0] f( 0.4444, 1.4286, 0.0000 )= 0.0000 */ 86, /* [ 2][10][ 1] f( 0.4444, 1.4286, 0.3636 )= 0.8613 */ 121, /* [ 2][10][ 2] f( 0.4444, 1.4286, 0.7273 )= 1.2181 */ 149, /* [ 2][10][ 3] f( 0.4444, 1.4286, 1.0909 )= 1.4918 */ 172, /* [ 2][10][ 4] f( 0.4444, 1.4286, 1.4545 )= 1.7226 */ 192, /* [ 2][10][ 5] f( 0.4444, 1.4286, 1.8182 )= 1.9259 */ 210, /* [ 2][10][ 6] f( 0.4444, 1.4286, 2.1818 )= 2.1097 */ 227, /* [ 2][10][ 7] f( 0.4444, 1.4286, 2.5455 )= 2.2788 */ 243, /* [ 2][10][ 8] f( 0.4444, 1.4286, 2.9091 )= 2.4361 */ 258, /* [ 2][10][ 9] f( 0.4444, 1.4286, 3.2727 )= 2.5839 */ 272, /* [ 2][10][10] f( 0.4444, 1.4286, 3.6364 )= 2.7237 */ 285, /* [ 2][10][11] f( 0.4444, 1.4286, 4.0000 )= 2.8566 */ }, { 0, /* [ 2][11][ 0] f( 0.4444, 1.5714, 0.0000 )= 0.0000 */ 94, /* [ 2][11][ 1] f( 0.4444, 1.5714, 0.3636 )= 0.9472 */ 133, /* [ 2][11][ 2] f( 0.4444, 1.5714, 0.7273 )= 1.3395 */ 164, /* [ 2][11][ 3] f( 0.4444, 1.5714, 1.0909 )= 1.6405 */ 189, /* [ 2][11][ 4] f( 0.4444, 1.5714, 1.4545 )= 1.8943 */ 211, /* [ 2][11][ 5] f( 0.4444, 1.5714, 1.8182 )= 2.1179 */ 232, /* [ 2][11][ 6] f( 0.4444, 1.5714, 2.1818 )= 2.3200 */ 250, /* [ 2][11][ 7] f( 0.4444, 1.5714, 2.5455 )= 2.5059 */ 267, /* [ 2][11][ 8] f( 0.4444, 1.5714, 2.9091 )= 2.6790 */ 284, /* [ 2][11][ 9] f( 0.4444, 1.5714, 3.2727 )= 2.8415 */ 299, /* [ 2][11][10] f( 0.4444, 1.5714, 3.6364 )= 2.9952 */ 314, /* [ 2][11][11] f( 0.4444, 1.5714, 4.0000 )= 3.1414 */ }, { 0, /* [ 2][12][ 0] f( 0.4444, 1.7143, 0.0000 )= 0.0000 */ 103, /* [ 2][12][ 1] f( 0.4444, 1.7143, 0.3636 )= 1.0330 */ 146, /* [ 2][12][ 2] f( 0.4444, 1.7143, 0.7273 )= 1.4609 */ 178, /* [ 2][12][ 3] f( 0.4444, 1.7143, 1.0909 )= 1.7892 */ 206, /* [ 2][12][ 4] f( 0.4444, 1.7143, 1.4545 )= 2.0660 */ 230, /* [ 2][12][ 5] f( 0.4444, 1.7143, 1.8182 )= 2.3099 */ 253, /* [ 2][12][ 6] f( 0.4444, 1.7143, 2.1818 )= 2.5303 */ 273, /* [ 2][12][ 7] f( 0.4444, 1.7143, 2.5455 )= 2.7331 */ 292, /* [ 2][12][ 8] f( 0.4444, 1.7143, 2.9091 )= 2.9218 */ 309, /* [ 2][12][ 9] f( 0.4444, 1.7143, 3.2727 )= 3.0990 */ 326, /* [ 2][12][10] f( 0.4444, 1.7143, 3.6364 )= 3.2666 */ 342, /* [ 2][12][11] f( 0.4444, 1.7143, 4.0000 )= 3.4261 */ }, { 0, /* [ 2][13][ 0] f( 0.4444, 1.8571, 0.0000 )= 0.0000 */ 111, /* [ 2][13][ 1] f( 0.4444, 1.8571, 0.3636 )= 1.1171 */ 157, /* [ 2][13][ 2] f( 0.4444, 1.8571, 0.7273 )= 1.5798 */ 193, /* [ 2][13][ 3] f( 0.4444, 1.8571, 1.0909 )= 1.9349 */ 223, /* [ 2][13][ 4] f( 0.4444, 1.8571, 1.4545 )= 2.2342 */ 249, /* [ 2][13][ 5] f( 0.4444, 1.8571, 1.8182 )= 2.4979 */ 273, /* [ 2][13][ 6] f( 0.4444, 1.8571, 2.1818 )= 2.7363 */ 295, /* [ 2][13][ 7] f( 0.4444, 1.8571, 2.5455 )= 2.9556 */ 315, /* [ 2][13][ 8] f( 0.4444, 1.8571, 2.9091 )= 3.1596 */ 335, /* [ 2][13][ 9] f( 0.4444, 1.8571, 3.2727 )= 3.3513 */ 353, /* [ 2][13][10] f( 0.4444, 1.8571, 3.6364 )= 3.5326 */ 370, /* [ 2][13][11] f( 0.4444, 1.8571, 4.0000 )= 3.7050 */ }, { 0, /* [ 2][14][ 0] f( 0.4444, 2.0000, 0.0000 )= 0.0000 */ 119, /* [ 2][14][ 1] f( 0.4444, 2.0000, 0.3636 )= 1.1977 */ 169, /* [ 2][14][ 2] f( 0.4444, 2.0000, 0.7273 )= 1.6938 */ 207, /* [ 2][14][ 3] f( 0.4444, 2.0000, 1.0909 )= 2.0745 */ 239, /* [ 2][14][ 4] f( 0.4444, 2.0000, 1.4545 )= 2.3954 */ 267, /* [ 2][14][ 5] f( 0.4444, 2.0000, 1.8182 )= 2.6782 */ 293, /* [ 2][14][ 6] f( 0.4444, 2.0000, 2.1818 )= 2.9338 */ 316, /* [ 2][14][ 7] f( 0.4444, 2.0000, 2.5455 )= 3.1689 */ 338, /* [ 2][14][ 8] f( 0.4444, 2.0000, 2.9091 )= 3.3877 */ 359, /* [ 2][14][ 9] f( 0.4444, 2.0000, 3.2727 )= 3.5932 */ 378, /* [ 2][14][10] f( 0.4444, 2.0000, 3.6364 )= 3.7875 */ 397, /* [ 2][14][11] f( 0.4444, 2.0000, 4.0000 )= 3.9724 */ }, }, { { 0, /* [ 3][ 0][ 0] f( 0.6667, 0.0000, 0.0000 )= 0.0000 */ 23, /* [ 3][ 0][ 1] f( 0.6667, 0.0000, 0.3636 )= 0.2301 */ 32, /* [ 3][ 0][ 2] f( 0.6667, 0.0000, 0.7273 )= 0.3255 */ 39, /* [ 3][ 0][ 3] f( 0.6667, 0.0000, 1.0909 )= 0.3986 */ 46, /* [ 3][ 0][ 4] f( 0.6667, 0.0000, 1.4545 )= 0.4603 */ 51, /* [ 3][ 0][ 5] f( 0.6667, 0.0000, 1.8182 )= 0.5146 */ 56, /* [ 3][ 0][ 6] f( 0.6667, 0.0000, 2.1818 )= 0.5637 */ 60, /* [ 3][ 0][ 7] f( 0.6667, 0.0000, 2.5455 )= 0.6089 */ 65, /* [ 3][ 0][ 8] f( 0.6667, 0.0000, 2.9091 )= 0.6509 */ 69, /* [ 3][ 0][ 9] f( 0.6667, 0.0000, 3.2727 )= 0.6904 */ 72, /* [ 3][ 0][10] f( 0.6667, 0.0000, 3.6364 )= 0.7277 */ 76, /* [ 3][ 0][11] f( 0.6667, 0.0000, 4.0000 )= 0.7633 */ }, { 0, /* [ 3][ 1][ 0] f( 0.6667, 0.1429, 0.0000 )= 0.0000 */ 23, /* [ 3][ 1][ 1] f( 0.6667, 0.1429, 0.3636 )= 0.2363 */ 33, /* [ 3][ 1][ 2] f( 0.6667, 0.1429, 0.7273 )= 0.3341 */ 40, /* [ 3][ 1][ 3] f( 0.6667, 0.1429, 1.0909 )= 0.4092 */ 47, /* [ 3][ 1][ 4] f( 0.6667, 0.1429, 1.4545 )= 0.4725 */ 52, /* [ 3][ 1][ 5] f( 0.6667, 0.1429, 1.8182 )= 0.5283 */ 57, /* [ 3][ 1][ 6] f( 0.6667, 0.1429, 2.1818 )= 0.5788 */ 62, /* [ 3][ 1][ 7] f( 0.6667, 0.1429, 2.5455 )= 0.6251 */ 66, /* [ 3][ 1][ 8] f( 0.6667, 0.1429, 2.9091 )= 0.6683 */ 70, /* [ 3][ 1][ 9] f( 0.6667, 0.1429, 3.2727 )= 0.7088 */ 74, /* [ 3][ 1][10] f( 0.6667, 0.1429, 3.6364 )= 0.7472 */ 78, /* [ 3][ 1][11] f( 0.6667, 0.1429, 4.0000 )= 0.7836 */ }, { 0, /* [ 3][ 2][ 0] f( 0.6667, 0.2857, 0.0000 )= 0.0000 */ 25, /* [ 3][ 2][ 1] f( 0.6667, 0.2857, 0.3636 )= 0.2546 */ 36, /* [ 3][ 2][ 2] f( 0.6667, 0.2857, 0.7273 )= 0.3600 */ 44, /* [ 3][ 2][ 3] f( 0.6667, 0.2857, 1.0909 )= 0.4409 */ 50, /* [ 3][ 2][ 4] f( 0.6667, 0.2857, 1.4545 )= 0.5092 */ 56, /* [ 3][ 2][ 5] f( 0.6667, 0.2857, 1.8182 )= 0.5693 */ 62, /* [ 3][ 2][ 6] f( 0.6667, 0.2857, 2.1818 )= 0.6236 */ 67, /* [ 3][ 2][ 7] f( 0.6667, 0.2857, 2.5455 )= 0.6735 */ 72, /* [ 3][ 2][ 8] f( 0.6667, 0.2857, 2.9091 )= 0.7201 */ 76, /* [ 3][ 2][ 9] f( 0.6667, 0.2857, 3.2727 )= 0.7637 */ 80, /* [ 3][ 2][10] f( 0.6667, 0.2857, 3.6364 )= 0.8050 */ 84, /* [ 3][ 2][11] f( 0.6667, 0.2857, 4.0000 )= 0.8443 */ }, { 0, /* [ 3][ 3][ 0] f( 0.6667, 0.4286, 0.0000 )= 0.0000 */ 28, /* [ 3][ 3][ 1] f( 0.6667, 0.4286, 0.3636 )= 0.2847 */ 40, /* [ 3][ 3][ 2] f( 0.6667, 0.4286, 0.7273 )= 0.4026 */ 49, /* [ 3][ 3][ 3] f( 0.6667, 0.4286, 1.0909 )= 0.4931 */ 56, /* [ 3][ 3][ 4] f( 0.6667, 0.4286, 1.4545 )= 0.5693 */ 63, /* [ 3][ 3][ 5] f( 0.6667, 0.4286, 1.8182 )= 0.6365 */ 69, /* [ 3][ 3][ 6] f( 0.6667, 0.4286, 2.1818 )= 0.6973 */ 75, /* [ 3][ 3][ 7] f( 0.6667, 0.4286, 2.5455 )= 0.7532 */ 80, /* [ 3][ 3][ 8] f( 0.6667, 0.4286, 2.9091 )= 0.8052 */ 85, /* [ 3][ 3][ 9] f( 0.6667, 0.4286, 3.2727 )= 0.8540 */ 90, /* [ 3][ 3][10] f( 0.6667, 0.4286, 3.6364 )= 0.9002 */ 94, /* [ 3][ 3][11] f( 0.6667, 0.4286, 4.0000 )= 0.9441 */ }, { 0, /* [ 3][ 4][ 0] f( 0.6667, 0.5714, 0.0000 )= 0.0000 */ 32, /* [ 3][ 4][ 1] f( 0.6667, 0.5714, 0.3636 )= 0.3259 */ 46, /* [ 3][ 4][ 2] f( 0.6667, 0.5714, 0.7273 )= 0.4609 */ 56, /* [ 3][ 4][ 3] f( 0.6667, 0.5714, 1.0909 )= 0.5645 */ 65, /* [ 3][ 4][ 4] f( 0.6667, 0.5714, 1.4545 )= 0.6519 */ 72, /* [ 3][ 4][ 5] f( 0.6667, 0.5714, 1.8182 )= 0.7288 */ 79, /* [ 3][ 4][ 6] f( 0.6667, 0.5714, 2.1818 )= 0.7984 */ 86, /* [ 3][ 4][ 7] f( 0.6667, 0.5714, 2.5455 )= 0.8623 */ 92, /* [ 3][ 4][ 8] f( 0.6667, 0.5714, 2.9091 )= 0.9219 */ 97, /* [ 3][ 4][ 9] f( 0.6667, 0.5714, 3.2727 )= 0.9778 */ 103, /* [ 3][ 4][10] f( 0.6667, 0.5714, 3.6364 )= 1.0307 */ 108, /* [ 3][ 4][11] f( 0.6667, 0.5714, 4.0000 )= 1.0810 */ }, { 0, /* [ 3][ 5][ 0] f( 0.6667, 0.7143, 0.0000 )= 0.0000 */ 37, /* [ 3][ 5][ 1] f( 0.6667, 0.7143, 0.3636 )= 0.3775 */ 53, /* [ 3][ 5][ 2] f( 0.6667, 0.7143, 0.7273 )= 0.5339 */ 65, /* [ 3][ 5][ 3] f( 0.6667, 0.7143, 1.0909 )= 0.6539 */ 75, /* [ 3][ 5][ 4] f( 0.6667, 0.7143, 1.4545 )= 0.7551 */ 84, /* [ 3][ 5][ 5] f( 0.6667, 0.7143, 1.8182 )= 0.8442 */ 92, /* [ 3][ 5][ 6] f( 0.6667, 0.7143, 2.1818 )= 0.9248 */ 99, /* [ 3][ 5][ 7] f( 0.6667, 0.7143, 2.5455 )= 0.9989 */ 106, /* [ 3][ 5][ 8] f( 0.6667, 0.7143, 2.9091 )= 1.0678 */ 113, /* [ 3][ 5][ 9] f( 0.6667, 0.7143, 3.2727 )= 1.1326 */ 119, /* [ 3][ 5][10] f( 0.6667, 0.7143, 3.6364 )= 1.1939 */ 125, /* [ 3][ 5][11] f( 0.6667, 0.7143, 4.0000 )= 1.2521 */ }, { 0, /* [ 3][ 6][ 0] f( 0.6667, 0.8571, 0.0000 )= 0.0000 */ 43, /* [ 3][ 6][ 1] f( 0.6667, 0.8571, 0.3636 )= 0.4384 */ 62, /* [ 3][ 6][ 2] f( 0.6667, 0.8571, 0.7273 )= 0.6200 */ 75, /* [ 3][ 6][ 3] f( 0.6667, 0.8571, 1.0909 )= 0.7594 */ 87, /* [ 3][ 6][ 4] f( 0.6667, 0.8571, 1.4545 )= 0.8768 */ 98, /* [ 3][ 6][ 5] f( 0.6667, 0.8571, 1.8182 )= 0.9803 */ 107, /* [ 3][ 6][ 6] f( 0.6667, 0.8571, 2.1818 )= 1.0739 */ 115, /* [ 3][ 6][ 7] f( 0.6667, 0.8571, 2.5455 )= 1.1599 */ 124, /* [ 3][ 6][ 8] f( 0.6667, 0.8571, 2.9091 )= 1.2400 */ 131, /* [ 3][ 6][ 9] f( 0.6667, 0.8571, 3.2727 )= 1.3152 */ 138, /* [ 3][ 6][10] f( 0.6667, 0.8571, 3.6364 )= 1.3864 */ 145, /* [ 3][ 6][11] f( 0.6667, 0.8571, 4.0000 )= 1.4541 */ }, { 0, /* [ 3][ 7][ 0] f( 0.6667, 1.0000, 0.0000 )= 0.0000 */ 50, /* [ 3][ 7][ 1] f( 0.6667, 1.0000, 0.3636 )= 0.5073 */ 71, /* [ 3][ 7][ 2] f( 0.6667, 1.0000, 0.7273 )= 0.7175 */ 87, /* [ 3][ 7][ 3] f( 0.6667, 1.0000, 1.0909 )= 0.8787 */ 101, /* [ 3][ 7][ 4] f( 0.6667, 1.0000, 1.4545 )= 1.0147 */ 113, /* [ 3][ 7][ 5] f( 0.6667, 1.0000, 1.8182 )= 1.1344 */ 124, /* [ 3][ 7][ 6] f( 0.6667, 1.0000, 2.1818 )= 1.2427 */ 134, /* [ 3][ 7][ 7] f( 0.6667, 1.0000, 2.5455 )= 1.3423 */ 143, /* [ 3][ 7][ 8] f( 0.6667, 1.0000, 2.9091 )= 1.4350 */ 152, /* [ 3][ 7][ 9] f( 0.6667, 1.0000, 3.2727 )= 1.5220 */ 160, /* [ 3][ 7][10] f( 0.6667, 1.0000, 3.6364 )= 1.6043 */ 168, /* [ 3][ 7][11] f( 0.6667, 1.0000, 4.0000 )= 1.6827 */ }, { 0, /* [ 3][ 8][ 0] f( 0.6667, 1.1429, 0.0000 )= 0.0000 */ 58, /* [ 3][ 8][ 1] f( 0.6667, 1.1429, 0.3636 )= 0.5829 */ 82, /* [ 3][ 8][ 2] f( 0.6667, 1.1429, 0.7273 )= 0.8243 */ 100, /* [ 3][ 8][ 3] f( 0.6667, 1.1429, 1.0909 )= 1.0096 */ 116, /* [ 3][ 8][ 4] f( 0.6667, 1.1429, 1.4545 )= 1.1658 */ 130, /* [ 3][ 8][ 5] f( 0.6667, 1.1429, 1.8182 )= 1.3034 */ 142, /* [ 3][ 8][ 6] f( 0.6667, 1.1429, 2.1818 )= 1.4278 */ 154, /* [ 3][ 8][ 7] f( 0.6667, 1.1429, 2.5455 )= 1.5422 */ 164, /* [ 3][ 8][ 8] f( 0.6667, 1.1429, 2.9091 )= 1.6487 */ 174, /* [ 3][ 8][ 9] f( 0.6667, 1.1429, 3.2727 )= 1.7487 */ 184, /* [ 3][ 8][10] f( 0.6667, 1.1429, 3.6364 )= 1.8433 */ 193, /* [ 3][ 8][11] f( 0.6667, 1.1429, 4.0000 )= 1.9333 */ }, { 0, /* [ 3][ 9][ 0] f( 0.6667, 1.2857, 0.0000 )= 0.0000 */ 66, /* [ 3][ 9][ 1] f( 0.6667, 1.2857, 0.3636 )= 0.6636 */ 93, /* [ 3][ 9][ 2] f( 0.6667, 1.2857, 0.7273 )= 0.9384 */ 114, /* [ 3][ 9][ 3] f( 0.6667, 1.2857, 1.0909 )= 1.1493 */ 132, /* [ 3][ 9][ 4] f( 0.6667, 1.2857, 1.4545 )= 1.3271 */ 148, /* [ 3][ 9][ 5] f( 0.6667, 1.2857, 1.8182 )= 1.4838 */ 162, /* [ 3][ 9][ 6] f( 0.6667, 1.2857, 2.1818 )= 1.6254 */ 175, /* [ 3][ 9][ 7] f( 0.6667, 1.2857, 2.5455 )= 1.7556 */ 187, /* [ 3][ 9][ 8] f( 0.6667, 1.2857, 2.9091 )= 1.8768 */ 199, /* [ 3][ 9][ 9] f( 0.6667, 1.2857, 3.2727 )= 1.9907 */ 209, /* [ 3][ 9][10] f( 0.6667, 1.2857, 3.6364 )= 2.0984 */ 220, /* [ 3][ 9][11] f( 0.6667, 1.2857, 4.0000 )= 2.2008 */ }, { 0, /* [ 3][10][ 0] f( 0.6667, 1.4286, 0.0000 )= 0.0000 */ 74, /* [ 3][10][ 1] f( 0.6667, 1.4286, 0.3636 )= 0.7477 */ 105, /* [ 3][10][ 2] f( 0.6667, 1.4286, 0.7273 )= 1.0574 */ 129, /* [ 3][10][ 3] f( 0.6667, 1.4286, 1.0909 )= 1.2950 */ 149, /* [ 3][10][ 4] f( 0.6667, 1.4286, 1.4545 )= 1.4954 */ 167, /* [ 3][10][ 5] f( 0.6667, 1.4286, 1.8182 )= 1.6719 */ 183, /* [ 3][10][ 6] f( 0.6667, 1.4286, 2.1818 )= 1.8314 */ 197, /* [ 3][10][ 7] f( 0.6667, 1.4286, 2.5455 )= 1.9782 */ 211, /* [ 3][10][ 8] f( 0.6667, 1.4286, 2.9091 )= 2.1148 */ 224, /* [ 3][10][ 9] f( 0.6667, 1.4286, 3.2727 )= 2.2430 */ 236, /* [ 3][10][10] f( 0.6667, 1.4286, 3.6364 )= 2.3644 */ 247, /* [ 3][10][11] f( 0.6667, 1.4286, 4.0000 )= 2.4798 */ }, { 0, /* [ 3][11][ 0] f( 0.6667, 1.5714, 0.0000 )= 0.0000 */ 83, /* [ 3][11][ 1] f( 0.6667, 1.5714, 0.3636 )= 0.8335 */ 117, /* [ 3][11][ 2] f( 0.6667, 1.5714, 0.7273 )= 1.1788 */ 144, /* [ 3][11][ 3] f( 0.6667, 1.5714, 1.0909 )= 1.4437 */ 166, /* [ 3][11][ 4] f( 0.6667, 1.5714, 1.4545 )= 1.6671 */ 186, /* [ 3][11][ 5] f( 0.6667, 1.5714, 1.8182 )= 1.8638 */ 204, /* [ 3][11][ 6] f( 0.6667, 1.5714, 2.1818 )= 2.0417 */ 220, /* [ 3][11][ 7] f( 0.6667, 1.5714, 2.5455 )= 2.2053 */ 235, /* [ 3][11][ 8] f( 0.6667, 1.5714, 2.9091 )= 2.3576 */ 250, /* [ 3][11][ 9] f( 0.6667, 1.5714, 3.2727 )= 2.5006 */ 263, /* [ 3][11][10] f( 0.6667, 1.5714, 3.6364 )= 2.6359 */ 276, /* [ 3][11][11] f( 0.6667, 1.5714, 4.0000 )= 2.7645 */ }, { 0, /* [ 3][12][ 0] f( 0.6667, 1.7143, 0.0000 )= 0.0000 */ 91, /* [ 3][12][ 1] f( 0.6667, 1.7143, 0.3636 )= 0.9194 */ 130, /* [ 3][12][ 2] f( 0.6667, 1.7143, 0.7273 )= 1.3002 */ 159, /* [ 3][12][ 3] f( 0.6667, 1.7143, 1.0909 )= 1.5924 */ 183, /* [ 3][12][ 4] f( 0.6667, 1.7143, 1.4545 )= 1.8388 */ 205, /* [ 3][12][ 5] f( 0.6667, 1.7143, 1.8182 )= 2.0558 */ 225, /* [ 3][12][ 6] f( 0.6667, 1.7143, 2.1818 )= 2.2520 */ 243, /* [ 3][12][ 7] f( 0.6667, 1.7143, 2.5455 )= 2.4325 */ 260, /* [ 3][12][ 8] f( 0.6667, 1.7143, 2.9091 )= 2.6004 */ 275, /* [ 3][12][ 9] f( 0.6667, 1.7143, 3.2727 )= 2.7582 */ 290, /* [ 3][12][10] f( 0.6667, 1.7143, 3.6364 )= 2.9074 */ 304, /* [ 3][12][11] f( 0.6667, 1.7143, 4.0000 )= 3.0493 */ }, { 0, /* [ 3][13][ 0] f( 0.6667, 1.8571, 0.0000 )= 0.0000 */ 100, /* [ 3][13][ 1] f( 0.6667, 1.8571, 0.3636 )= 1.0035 */ 141, /* [ 3][13][ 2] f( 0.6667, 1.8571, 0.7273 )= 1.4191 */ 173, /* [ 3][13][ 3] f( 0.6667, 1.8571, 1.0909 )= 1.7381 */ 200, /* [ 3][13][ 4] f( 0.6667, 1.8571, 1.4545 )= 2.0070 */ 224, /* [ 3][13][ 5] f( 0.6667, 1.8571, 1.8182 )= 2.2438 */ 245, /* [ 3][13][ 6] f( 0.6667, 1.8571, 2.1818 )= 2.4580 */ 265, /* [ 3][13][ 7] f( 0.6667, 1.8571, 2.5455 )= 2.6550 */ 283, /* [ 3][13][ 8] f( 0.6667, 1.8571, 2.9091 )= 2.8383 */ 301, /* [ 3][13][ 9] f( 0.6667, 1.8571, 3.2727 )= 3.0104 */ 317, /* [ 3][13][10] f( 0.6667, 1.8571, 3.6364 )= 3.1733 */ 332, /* [ 3][13][11] f( 0.6667, 1.8571, 4.0000 )= 3.3282 */ }, { 0, /* [ 3][14][ 0] f( 0.6667, 2.0000, 0.0000 )= 0.0000 */ 108, /* [ 3][14][ 1] f( 0.6667, 2.0000, 0.3636 )= 1.0841 */ 153, /* [ 3][14][ 2] f( 0.6667, 2.0000, 0.7273 )= 1.5331 */ 187, /* [ 3][14][ 3] f( 0.6667, 2.0000, 1.0909 )= 1.8777 */ 216, /* [ 3][14][ 4] f( 0.6667, 2.0000, 1.4545 )= 2.1682 */ 242, /* [ 3][14][ 5] f( 0.6667, 2.0000, 1.8182 )= 2.4241 */ 265, /* [ 3][14][ 6] f( 0.6667, 2.0000, 2.1818 )= 2.6555 */ 286, /* [ 3][14][ 7] f( 0.6667, 2.0000, 2.5455 )= 2.8683 */ 306, /* [ 3][14][ 8] f( 0.6667, 2.0000, 2.9091 )= 3.0663 */ 325, /* [ 3][14][ 9] f( 0.6667, 2.0000, 3.2727 )= 3.2523 */ 342, /* [ 3][14][10] f( 0.6667, 2.0000, 3.6364 )= 3.4282 */ 359, /* [ 3][14][11] f( 0.6667, 2.0000, 4.0000 )= 3.5956 */ }, }, { { 0, /* [ 4][ 0][ 0] f( 0.8889, 0.0000, 0.0000 )= 0.0000 */ 13, /* [ 4][ 0][ 1] f( 0.8889, 0.0000, 0.3636 )= 0.1349 */ 19, /* [ 4][ 0][ 2] f( 0.8889, 0.0000, 0.7273 )= 0.1907 */ 23, /* [ 4][ 0][ 3] f( 0.8889, 0.0000, 1.0909 )= 0.2336 */ 26, /* [ 4][ 0][ 4] f( 0.8889, 0.0000, 1.4545 )= 0.2697 */ 30, /* [ 4][ 0][ 5] f( 0.8889, 0.0000, 1.8182 )= 0.3015 */ 33, /* [ 4][ 0][ 6] f( 0.8889, 0.0000, 2.1818 )= 0.3303 */ 35, /* [ 4][ 0][ 7] f( 0.8889, 0.0000, 2.5455 )= 0.3568 */ 38, /* [ 4][ 0][ 8] f( 0.8889, 0.0000, 2.9091 )= 0.3814 */ 40, /* [ 4][ 0][ 9] f( 0.8889, 0.0000, 3.2727 )= 0.4046 */ 42, /* [ 4][ 0][10] f( 0.8889, 0.0000, 3.6364 )= 0.4264 */ 44, /* [ 4][ 0][11] f( 0.8889, 0.0000, 4.0000 )= 0.4473 */ }, { 0, /* [ 4][ 1][ 0] f( 0.8889, 0.1429, 0.0000 )= 0.0000 */ 14, /* [ 4][ 1][ 1] f( 0.8889, 0.1429, 0.3636 )= 0.1410 */ 19, /* [ 4][ 1][ 2] f( 0.8889, 0.1429, 0.7273 )= 0.1994 */ 24, /* [ 4][ 1][ 3] f( 0.8889, 0.1429, 1.0909 )= 0.2442 */ 28, /* [ 4][ 1][ 4] f( 0.8889, 0.1429, 1.4545 )= 0.2820 */ 31, /* [ 4][ 1][ 5] f( 0.8889, 0.1429, 1.8182 )= 0.3153 */ 34, /* [ 4][ 1][ 6] f( 0.8889, 0.1429, 2.1818 )= 0.3454 */ 37, /* [ 4][ 1][ 7] f( 0.8889, 0.1429, 2.5455 )= 0.3730 */ 39, /* [ 4][ 1][ 8] f( 0.8889, 0.1429, 2.9091 )= 0.3988 */ 42, /* [ 4][ 1][ 9] f( 0.8889, 0.1429, 3.2727 )= 0.4230 */ 44, /* [ 4][ 1][10] f( 0.8889, 0.1429, 3.6364 )= 0.4459 */ 46, /* [ 4][ 1][11] f( 0.8889, 0.1429, 4.0000 )= 0.4676 */ }, { 0, /* [ 4][ 2][ 0] f( 0.8889, 0.2857, 0.0000 )= 0.0000 */ 15, /* [ 4][ 2][ 1] f( 0.8889, 0.2857, 0.3636 )= 0.1593 */ 22, /* [ 4][ 2][ 2] f( 0.8889, 0.2857, 0.7273 )= 0.2253 */ 27, /* [ 4][ 2][ 3] f( 0.8889, 0.2857, 1.0909 )= 0.2759 */ 31, /* [ 4][ 2][ 4] f( 0.8889, 0.2857, 1.4545 )= 0.3186 */ 35, /* [ 4][ 2][ 5] f( 0.8889, 0.2857, 1.8182 )= 0.3562 */ 39, /* [ 4][ 2][ 6] f( 0.8889, 0.2857, 2.1818 )= 0.3902 */ 42, /* [ 4][ 2][ 7] f( 0.8889, 0.2857, 2.5455 )= 0.4215 */ 45, /* [ 4][ 2][ 8] f( 0.8889, 0.2857, 2.9091 )= 0.4506 */ 47, /* [ 4][ 2][ 9] f( 0.8889, 0.2857, 3.2727 )= 0.4779 */ 50, /* [ 4][ 2][10] f( 0.8889, 0.2857, 3.6364 )= 0.5037 */ 52, /* [ 4][ 2][11] f( 0.8889, 0.2857, 4.0000 )= 0.5283 */ }, { 0, /* [ 4][ 3][ 0] f( 0.8889, 0.4286, 0.0000 )= 0.0000 */ 18, /* [ 4][ 3][ 1] f( 0.8889, 0.4286, 0.3636 )= 0.1894 */ 26, /* [ 4][ 3][ 2] f( 0.8889, 0.4286, 0.7273 )= 0.2678 */ 32, /* [ 4][ 3][ 3] f( 0.8889, 0.4286, 1.0909 )= 0.3280 */ 37, /* [ 4][ 3][ 4] f( 0.8889, 0.4286, 1.4545 )= 0.3788 */ 42, /* [ 4][ 3][ 5] f( 0.8889, 0.4286, 1.8182 )= 0.4235 */ 46, /* [ 4][ 3][ 6] f( 0.8889, 0.4286, 2.1818 )= 0.4639 */ 50, /* [ 4][ 3][ 7] f( 0.8889, 0.4286, 2.5455 )= 0.5011 */ 53, /* [ 4][ 3][ 8] f( 0.8889, 0.4286, 2.9091 )= 0.5357 */ 56, /* [ 4][ 3][ 9] f( 0.8889, 0.4286, 3.2727 )= 0.5682 */ 59, /* [ 4][ 3][10] f( 0.8889, 0.4286, 3.6364 )= 0.5989 */ 62, /* [ 4][ 3][11] f( 0.8889, 0.4286, 4.0000 )= 0.6281 */ }, { 0, /* [ 4][ 4][ 0] f( 0.8889, 0.5714, 0.0000 )= 0.0000 */ 23, /* [ 4][ 4][ 1] f( 0.8889, 0.5714, 0.3636 )= 0.2307 */ 32, /* [ 4][ 4][ 2] f( 0.8889, 0.5714, 0.7273 )= 0.3262 */ 39, /* [ 4][ 4][ 3] f( 0.8889, 0.5714, 1.0909 )= 0.3995 */ 46, /* [ 4][ 4][ 4] f( 0.8889, 0.5714, 1.4545 )= 0.4613 */ 51, /* [ 4][ 4][ 5] f( 0.8889, 0.5714, 1.8182 )= 0.5158 */ 56, /* [ 4][ 4][ 6] f( 0.8889, 0.5714, 2.1818 )= 0.5650 */ 61, /* [ 4][ 4][ 7] f( 0.8889, 0.5714, 2.5455 )= 0.6103 */ 65, /* [ 4][ 4][ 8] f( 0.8889, 0.5714, 2.9091 )= 0.6524 */ 69, /* [ 4][ 4][ 9] f( 0.8889, 0.5714, 3.2727 )= 0.6920 */ 72, /* [ 4][ 4][10] f( 0.8889, 0.5714, 3.6364 )= 0.7294 */ 76, /* [ 4][ 4][11] f( 0.8889, 0.5714, 4.0000 )= 0.7650 */ }, { 0, /* [ 4][ 5][ 0] f( 0.8889, 0.7143, 0.0000 )= 0.0000 */ 28, /* [ 4][ 5][ 1] f( 0.8889, 0.7143, 0.3636 )= 0.2823 */ 39, /* [ 4][ 5][ 2] f( 0.8889, 0.7143, 0.7273 )= 0.3992 */ 48, /* [ 4][ 5][ 3] f( 0.8889, 0.7143, 1.0909 )= 0.4889 */ 56, /* [ 4][ 5][ 4] f( 0.8889, 0.7143, 1.4545 )= 0.5645 */ 63, /* [ 4][ 5][ 5] f( 0.8889, 0.7143, 1.8182 )= 0.6311 */ 69, /* [ 4][ 5][ 6] f( 0.8889, 0.7143, 2.1818 )= 0.6914 */ 74, /* [ 4][ 5][ 7] f( 0.8889, 0.7143, 2.5455 )= 0.7468 */ 79, /* [ 4][ 5][ 8] f( 0.8889, 0.7143, 2.9091 )= 0.7983 */ 84, /* [ 4][ 5][ 9] f( 0.8889, 0.7143, 3.2727 )= 0.8468 */ 89, /* [ 4][ 5][10] f( 0.8889, 0.7143, 3.6364 )= 0.8926 */ 93, /* [ 4][ 5][11] f( 0.8889, 0.7143, 4.0000 )= 0.9361 */ }, { 0, /* [ 4][ 6][ 0] f( 0.8889, 0.8571, 0.0000 )= 0.0000 */ 34, /* [ 4][ 6][ 1] f( 0.8889, 0.8571, 0.3636 )= 0.3431 */ 48, /* [ 4][ 6][ 2] f( 0.8889, 0.8571, 0.7273 )= 0.4853 */ 59, /* [ 4][ 6][ 3] f( 0.8889, 0.8571, 1.0909 )= 0.5943 */ 68, /* [ 4][ 6][ 4] f( 0.8889, 0.8571, 1.4545 )= 0.6863 */ 76, /* [ 4][ 6][ 5] f( 0.8889, 0.8571, 1.8182 )= 0.7673 */ 84, /* [ 4][ 6][ 6] f( 0.8889, 0.8571, 2.1818 )= 0.8405 */ 90, /* [ 4][ 6][ 7] f( 0.8889, 0.8571, 2.5455 )= 0.9079 */ 97, /* [ 4][ 6][ 8] f( 0.8889, 0.8571, 2.9091 )= 0.9705 */ 102, /* [ 4][ 6][ 9] f( 0.8889, 0.8571, 3.2727 )= 1.0294 */ 108, /* [ 4][ 6][10] f( 0.8889, 0.8571, 3.6364 )= 1.0851 */ 113, /* [ 4][ 6][11] f( 0.8889, 0.8571, 4.0000 )= 1.1381 */ }, { 0, /* [ 4][ 7][ 0] f( 0.8889, 1.0000, 0.0000 )= 0.0000 */ 41, /* [ 4][ 7][ 1] f( 0.8889, 1.0000, 0.3636 )= 0.4121 */ 58, /* [ 4][ 7][ 2] f( 0.8889, 1.0000, 0.7273 )= 0.5827 */ 71, /* [ 4][ 7][ 3] f( 0.8889, 1.0000, 1.0909 )= 0.7137 */ 82, /* [ 4][ 7][ 4] f( 0.8889, 1.0000, 1.4545 )= 0.8241 */ 92, /* [ 4][ 7][ 5] f( 0.8889, 1.0000, 1.8182 )= 0.9214 */ 100, /* [ 4][ 7][ 6] f( 0.8889, 1.0000, 2.1818 )= 1.0093 */ 109, /* [ 4][ 7][ 7] f( 0.8889, 1.0000, 2.5455 )= 1.0902 */ 116, /* [ 4][ 7][ 8] f( 0.8889, 1.0000, 2.9091 )= 1.1655 */ 123, /* [ 4][ 7][ 9] f( 0.8889, 1.0000, 3.2727 )= 1.2362 */ 130, /* [ 4][ 7][10] f( 0.8889, 1.0000, 3.6364 )= 1.3031 */ 136, /* [ 4][ 7][11] f( 0.8889, 1.0000, 4.0000 )= 1.3667 */ }, { 0, /* [ 4][ 8][ 0] f( 0.8889, 1.1429, 0.0000 )= 0.0000 */ 48, /* [ 4][ 8][ 1] f( 0.8889, 1.1429, 0.3636 )= 0.4876 */ 68, /* [ 4][ 8][ 2] f( 0.8889, 1.1429, 0.7273 )= 0.6896 */ 84, /* [ 4][ 8][ 3] f( 0.8889, 1.1429, 1.0909 )= 0.8446 */ 97, /* [ 4][ 8][ 4] f( 0.8889, 1.1429, 1.4545 )= 0.9752 */ 109, /* [ 4][ 8][ 5] f( 0.8889, 1.1429, 1.8182 )= 1.0904 */ 119, /* [ 4][ 8][ 6] f( 0.8889, 1.1429, 2.1818 )= 1.1944 */ 129, /* [ 4][ 8][ 7] f( 0.8889, 1.1429, 2.5455 )= 1.2901 */ 137, /* [ 4][ 8][ 8] f( 0.8889, 1.1429, 2.9091 )= 1.3792 */ 146, /* [ 4][ 8][ 9] f( 0.8889, 1.1429, 3.2727 )= 1.4629 */ 154, /* [ 4][ 8][10] f( 0.8889, 1.1429, 3.6364 )= 1.5420 */ 161, /* [ 4][ 8][11] f( 0.8889, 1.1429, 4.0000 )= 1.6173 */ }, { 0, /* [ 4][ 9][ 0] f( 0.8889, 1.2857, 0.0000 )= 0.0000 */ 56, /* [ 4][ 9][ 1] f( 0.8889, 1.2857, 0.3636 )= 0.5683 */ 80, /* [ 4][ 9][ 2] f( 0.8889, 1.2857, 0.7273 )= 0.8037 */ 98, /* [ 4][ 9][ 3] f( 0.8889, 1.2857, 1.0909 )= 0.9843 */ 113, /* [ 4][ 9][ 4] f( 0.8889, 1.2857, 1.4545 )= 1.1366 */ 127, /* [ 4][ 9][ 5] f( 0.8889, 1.2857, 1.8182 )= 1.2707 */ 139, /* [ 4][ 9][ 6] f( 0.8889, 1.2857, 2.1818 )= 1.3920 */ 150, /* [ 4][ 9][ 7] f( 0.8889, 1.2857, 2.5455 )= 1.5035 */ 160, /* [ 4][ 9][ 8] f( 0.8889, 1.2857, 2.9091 )= 1.6073 */ 170, /* [ 4][ 9][ 9] f( 0.8889, 1.2857, 3.2727 )= 1.7049 */ 179, /* [ 4][ 9][10] f( 0.8889, 1.2857, 3.6364 )= 1.7971 */ 188, /* [ 4][ 9][11] f( 0.8889, 1.2857, 4.0000 )= 1.8848 */ }, { 0, /* [ 4][10][ 0] f( 0.8889, 1.4286, 0.0000 )= 0.0000 */ 65, /* [ 4][10][ 1] f( 0.8889, 1.4286, 0.3636 )= 0.6524 */ 92, /* [ 4][10][ 2] f( 0.8889, 1.4286, 0.7273 )= 0.9226 */ 112, /* [ 4][10][ 3] f( 0.8889, 1.4286, 1.0909 )= 1.1300 */ 130, /* [ 4][10][ 4] f( 0.8889, 1.4286, 1.4545 )= 1.3048 */ 145, /* [ 4][10][ 5] f( 0.8889, 1.4286, 1.8182 )= 1.4588 */ 159, /* [ 4][10][ 6] f( 0.8889, 1.4286, 2.1818 )= 1.5980 */ 172, /* [ 4][10][ 7] f( 0.8889, 1.4286, 2.5455 )= 1.7261 */ 184, /* [ 4][10][ 8] f( 0.8889, 1.4286, 2.9091 )= 1.8453 */ 195, /* [ 4][10][ 9] f( 0.8889, 1.4286, 3.2727 )= 1.9572 */ 206, /* [ 4][10][10] f( 0.8889, 1.4286, 3.6364 )= 2.0631 */ 216, /* [ 4][10][11] f( 0.8889, 1.4286, 4.0000 )= 2.1638 */ }, { 0, /* [ 4][11][ 0] f( 0.8889, 1.5714, 0.0000 )= 0.0000 */ 73, /* [ 4][11][ 1] f( 0.8889, 1.5714, 0.3636 )= 0.7383 */ 104, /* [ 4][11][ 2] f( 0.8889, 1.5714, 0.7273 )= 1.0441 */ 127, /* [ 4][11][ 3] f( 0.8889, 1.5714, 1.0909 )= 1.2787 */ 147, /* [ 4][11][ 4] f( 0.8889, 1.5714, 1.4545 )= 1.4765 */ 165, /* [ 4][11][ 5] f( 0.8889, 1.5714, 1.8182 )= 1.6508 */ 180, /* [ 4][11][ 6] f( 0.8889, 1.5714, 2.1818 )= 1.8084 */ 195, /* [ 4][11][ 7] f( 0.8889, 1.5714, 2.5455 )= 1.9532 */ 208, /* [ 4][11][ 8] f( 0.8889, 1.5714, 2.9091 )= 2.0881 */ 221, /* [ 4][11][ 9] f( 0.8889, 1.5714, 3.2727 )= 2.2148 */ 233, /* [ 4][11][10] f( 0.8889, 1.5714, 3.6364 )= 2.3346 */ 244, /* [ 4][11][11] f( 0.8889, 1.5714, 4.0000 )= 2.4485 */ }, { 0, /* [ 4][12][ 0] f( 0.8889, 1.7143, 0.0000 )= 0.0000 */ 82, /* [ 4][12][ 1] f( 0.8889, 1.7143, 0.3636 )= 0.8241 */ 116, /* [ 4][12][ 2] f( 0.8889, 1.7143, 0.7273 )= 1.1655 */ 142, /* [ 4][12][ 3] f( 0.8889, 1.7143, 1.0909 )= 1.4274 */ 164, /* [ 4][12][ 4] f( 0.8889, 1.7143, 1.4545 )= 1.6482 */ 184, /* [ 4][12][ 5] f( 0.8889, 1.7143, 1.8182 )= 1.8428 */ 201, /* [ 4][12][ 6] f( 0.8889, 1.7143, 2.1818 )= 2.0186 */ 218, /* [ 4][12][ 7] f( 0.8889, 1.7143, 2.5455 )= 2.1804 */ 233, /* [ 4][12][ 8] f( 0.8889, 1.7143, 2.9091 )= 2.3309 */ 247, /* [ 4][12][ 9] f( 0.8889, 1.7143, 3.2727 )= 2.4723 */ 260, /* [ 4][12][10] f( 0.8889, 1.7143, 3.6364 )= 2.6061 */ 273, /* [ 4][12][11] f( 0.8889, 1.7143, 4.0000 )= 2.7333 */ }, { 0, /* [ 4][13][ 0] f( 0.8889, 1.8571, 0.0000 )= 0.0000 */ 90, /* [ 4][13][ 1] f( 0.8889, 1.8571, 0.3636 )= 0.9082 */ 128, /* [ 4][13][ 2] f( 0.8889, 1.8571, 0.7273 )= 1.2844 */ 157, /* [ 4][13][ 3] f( 0.8889, 1.8571, 1.0909 )= 1.5730 */ 181, /* [ 4][13][ 4] f( 0.8889, 1.8571, 1.4545 )= 1.8164 */ 203, /* [ 4][13][ 5] f( 0.8889, 1.8571, 1.8182 )= 2.0308 */ 222, /* [ 4][13][ 6] f( 0.8889, 1.8571, 2.1818 )= 2.2246 */ 240, /* [ 4][13][ 7] f( 0.8889, 1.8571, 2.5455 )= 2.4029 */ 256, /* [ 4][13][ 8] f( 0.8889, 1.8571, 2.9091 )= 2.5688 */ 272, /* [ 4][13][ 9] f( 0.8889, 1.8571, 3.2727 )= 2.7246 */ 287, /* [ 4][13][10] f( 0.8889, 1.8571, 3.6364 )= 2.8720 */ 301, /* [ 4][13][11] f( 0.8889, 1.8571, 4.0000 )= 3.0122 */ }, { 0, /* [ 4][14][ 0] f( 0.8889, 2.0000, 0.0000 )= 0.0000 */ 98, /* [ 4][14][ 1] f( 0.8889, 2.0000, 0.3636 )= 0.9888 */ 139, /* [ 4][14][ 2] f( 0.8889, 2.0000, 0.7273 )= 1.3984 */ 171, /* [ 4][14][ 3] f( 0.8889, 2.0000, 1.0909 )= 1.7127 */ 197, /* [ 4][14][ 4] f( 0.8889, 2.0000, 1.4545 )= 1.9776 */ 221, /* [ 4][14][ 5] f( 0.8889, 2.0000, 1.8182 )= 2.2111 */ 242, /* [ 4][14][ 6] f( 0.8889, 2.0000, 2.1818 )= 2.4221 */ 261, /* [ 4][14][ 7] f( 0.8889, 2.0000, 2.5455 )= 2.6162 */ 279, /* [ 4][14][ 8] f( 0.8889, 2.0000, 2.9091 )= 2.7968 */ 296, /* [ 4][14][ 9] f( 0.8889, 2.0000, 3.2727 )= 2.9665 */ 312, /* [ 4][14][10] f( 0.8889, 2.0000, 3.6364 )= 3.1269 */ 327, /* [ 4][14][11] f( 0.8889, 2.0000, 4.0000 )= 3.2795 */ }, }, { { 0, /* [ 5][ 0][ 0] f( 1.1111, 0.0000, 0.0000 )= 0.0000 */ 6, /* [ 5][ 0][ 1] f( 1.1111, 0.0000, 0.3636 )= 0.0626 */ 8, /* [ 5][ 0][ 2] f( 1.1111, 0.0000, 0.7273 )= 0.0885 */ 10, /* [ 5][ 0][ 3] f( 1.1111, 0.0000, 1.0909 )= 0.1084 */ 12, /* [ 5][ 0][ 4] f( 1.1111, 0.0000, 1.4545 )= 0.1252 */ 13, /* [ 5][ 0][ 5] f( 1.1111, 0.0000, 1.8182 )= 0.1400 */ 15, /* [ 5][ 0][ 6] f( 1.1111, 0.0000, 2.1818 )= 0.1533 */ 16, /* [ 5][ 0][ 7] f( 1.1111, 0.0000, 2.5455 )= 0.1656 */ 17, /* [ 5][ 0][ 8] f( 1.1111, 0.0000, 2.9091 )= 0.1771 */ 18, /* [ 5][ 0][ 9] f( 1.1111, 0.0000, 3.2727 )= 0.1878 */ 19, /* [ 5][ 0][10] f( 1.1111, 0.0000, 3.6364 )= 0.1980 */ 20, /* [ 5][ 0][11] f( 1.1111, 0.0000, 4.0000 )= 0.2076 */ }, { 0, /* [ 5][ 1][ 0] f( 1.1111, 0.1429, 0.0000 )= 0.0000 */ 6, /* [ 5][ 1][ 1] f( 1.1111, 0.1429, 0.3636 )= 0.0687 */ 9, /* [ 5][ 1][ 2] f( 1.1111, 0.1429, 0.7273 )= 0.0972 */ 11, /* [ 5][ 1][ 3] f( 1.1111, 0.1429, 1.0909 )= 0.1191 */ 13, /* [ 5][ 1][ 4] f( 1.1111, 0.1429, 1.4545 )= 0.1375 */ 15, /* [ 5][ 1][ 5] f( 1.1111, 0.1429, 1.8182 )= 0.1537 */ 16, /* [ 5][ 1][ 6] f( 1.1111, 0.1429, 2.1818 )= 0.1684 */ 18, /* [ 5][ 1][ 7] f( 1.1111, 0.1429, 2.5455 )= 0.1819 */ 19, /* [ 5][ 1][ 8] f( 1.1111, 0.1429, 2.9091 )= 0.1944 */ 20, /* [ 5][ 1][ 9] f( 1.1111, 0.1429, 3.2727 )= 0.2062 */ 21, /* [ 5][ 1][10] f( 1.1111, 0.1429, 3.6364 )= 0.2174 */ 22, /* [ 5][ 1][11] f( 1.1111, 0.1429, 4.0000 )= 0.2280 */ }, { 0, /* [ 5][ 2][ 0] f( 1.1111, 0.2857, 0.0000 )= 0.0000 */ 8, /* [ 5][ 2][ 1] f( 1.1111, 0.2857, 0.3636 )= 0.0870 */ 12, /* [ 5][ 2][ 2] f( 1.1111, 0.2857, 0.7273 )= 0.1231 */ 15, /* [ 5][ 2][ 3] f( 1.1111, 0.2857, 1.0909 )= 0.1508 */ 17, /* [ 5][ 2][ 4] f( 1.1111, 0.2857, 1.4545 )= 0.1741 */ 19, /* [ 5][ 2][ 5] f( 1.1111, 0.2857, 1.8182 )= 0.1946 */ 21, /* [ 5][ 2][ 6] f( 1.1111, 0.2857, 2.1818 )= 0.2132 */ 23, /* [ 5][ 2][ 7] f( 1.1111, 0.2857, 2.5455 )= 0.2303 */ 24, /* [ 5][ 2][ 8] f( 1.1111, 0.2857, 2.9091 )= 0.2462 */ 26, /* [ 5][ 2][ 9] f( 1.1111, 0.2857, 3.2727 )= 0.2611 */ 27, /* [ 5][ 2][10] f( 1.1111, 0.2857, 3.6364 )= 0.2753 */ 28, /* [ 5][ 2][11] f( 1.1111, 0.2857, 4.0000 )= 0.2887 */ }, { 0, /* [ 5][ 3][ 0] f( 1.1111, 0.4286, 0.0000 )= 0.0000 */ 11, /* [ 5][ 3][ 1] f( 1.1111, 0.4286, 0.3636 )= 0.1171 */ 16, /* [ 5][ 3][ 2] f( 1.1111, 0.4286, 0.7273 )= 0.1657 */ 20, /* [ 5][ 3][ 3] f( 1.1111, 0.4286, 1.0909 )= 0.2029 */ 23, /* [ 5][ 3][ 4] f( 1.1111, 0.4286, 1.4545 )= 0.2343 */ 26, /* [ 5][ 3][ 5] f( 1.1111, 0.4286, 1.8182 )= 0.2619 */ 28, /* [ 5][ 3][ 6] f( 1.1111, 0.4286, 2.1818 )= 0.2869 */ 30, /* [ 5][ 3][ 7] f( 1.1111, 0.4286, 2.5455 )= 0.3099 */ 33, /* [ 5][ 3][ 8] f( 1.1111, 0.4286, 2.9091 )= 0.3313 */ 35, /* [ 5][ 3][ 9] f( 1.1111, 0.4286, 3.2727 )= 0.3514 */ 37, /* [ 5][ 3][10] f( 1.1111, 0.4286, 3.6364 )= 0.3704 */ 38, /* [ 5][ 3][11] f( 1.1111, 0.4286, 4.0000 )= 0.3885 */ }, { 0, /* [ 5][ 4][ 0] f( 1.1111, 0.5714, 0.0000 )= 0.0000 */ 15, /* [ 5][ 4][ 1] f( 1.1111, 0.5714, 0.3636 )= 0.1584 */ 22, /* [ 5][ 4][ 2] f( 1.1111, 0.5714, 0.7273 )= 0.2240 */ 27, /* [ 5][ 4][ 3] f( 1.1111, 0.5714, 1.0909 )= 0.2744 */ 31, /* [ 5][ 4][ 4] f( 1.1111, 0.5714, 1.4545 )= 0.3168 */ 35, /* [ 5][ 4][ 5] f( 1.1111, 0.5714, 1.8182 )= 0.3542 */ 38, /* [ 5][ 4][ 6] f( 1.1111, 0.5714, 2.1818 )= 0.3880 */ 41, /* [ 5][ 4][ 7] f( 1.1111, 0.5714, 2.5455 )= 0.4191 */ 44, /* [ 5][ 4][ 8] f( 1.1111, 0.5714, 2.9091 )= 0.4480 */ 47, /* [ 5][ 4][ 9] f( 1.1111, 0.5714, 3.2727 )= 0.4752 */ 50, /* [ 5][ 4][10] f( 1.1111, 0.5714, 3.6364 )= 0.5009 */ 52, /* [ 5][ 4][11] f( 1.1111, 0.5714, 4.0000 )= 0.5254 */ }, { 0, /* [ 5][ 5][ 0] f( 1.1111, 0.7143, 0.0000 )= 0.0000 */ 21, /* [ 5][ 5][ 1] f( 1.1111, 0.7143, 0.3636 )= 0.2100 */ 29, /* [ 5][ 5][ 2] f( 1.1111, 0.7143, 0.7273 )= 0.2970 */ 36, /* [ 5][ 5][ 3] f( 1.1111, 0.7143, 1.0909 )= 0.3637 */ 42, /* [ 5][ 5][ 4] f( 1.1111, 0.7143, 1.4545 )= 0.4200 */ 46, /* [ 5][ 5][ 5] f( 1.1111, 0.7143, 1.8182 )= 0.4696 */ 51, /* [ 5][ 5][ 6] f( 1.1111, 0.7143, 2.1818 )= 0.5144 */ 55, /* [ 5][ 5][ 7] f( 1.1111, 0.7143, 2.5455 )= 0.5556 */ 59, /* [ 5][ 5][ 8] f( 1.1111, 0.7143, 2.9091 )= 0.5940 */ 63, /* [ 5][ 5][ 9] f( 1.1111, 0.7143, 3.2727 )= 0.6300 */ 66, /* [ 5][ 5][10] f( 1.1111, 0.7143, 3.6364 )= 0.6641 */ 69, /* [ 5][ 5][11] f( 1.1111, 0.7143, 4.0000 )= 0.6965 */ }, { 0, /* [ 5][ 6][ 0] f( 1.1111, 0.8571, 0.0000 )= 0.0000 */ 27, /* [ 5][ 6][ 1] f( 1.1111, 0.8571, 0.3636 )= 0.2709 */ 38, /* [ 5][ 6][ 2] f( 1.1111, 0.8571, 0.7273 )= 0.3831 */ 46, /* [ 5][ 6][ 3] f( 1.1111, 0.8571, 1.0909 )= 0.4692 */ 54, /* [ 5][ 6][ 4] f( 1.1111, 0.8571, 1.4545 )= 0.5418 */ 60, /* [ 5][ 6][ 5] f( 1.1111, 0.8571, 1.8182 )= 0.6057 */ 66, /* [ 5][ 6][ 6] f( 1.1111, 0.8571, 2.1818 )= 0.6635 */ 71, /* [ 5][ 6][ 7] f( 1.1111, 0.8571, 2.5455 )= 0.7167 */ 76, /* [ 5][ 6][ 8] f( 1.1111, 0.8571, 2.9091 )= 0.7662 */ 81, /* [ 5][ 6][ 9] f( 1.1111, 0.8571, 3.2727 )= 0.8126 */ 85, /* [ 5][ 6][10] f( 1.1111, 0.8571, 3.6364 )= 0.8566 */ 89, /* [ 5][ 6][11] f( 1.1111, 0.8571, 4.0000 )= 0.8984 */ }, { 0, /* [ 5][ 7][ 0] f( 1.1111, 1.0000, 0.0000 )= 0.0000 */ 33, /* [ 5][ 7][ 1] f( 1.1111, 1.0000, 0.3636 )= 0.3398 */ 48, /* [ 5][ 7][ 2] f( 1.1111, 1.0000, 0.7273 )= 0.4806 */ 58, /* [ 5][ 7][ 3] f( 1.1111, 1.0000, 1.0909 )= 0.5886 */ 67, /* [ 5][ 7][ 4] f( 1.1111, 1.0000, 1.4545 )= 0.6796 */ 75, /* [ 5][ 7][ 5] f( 1.1111, 1.0000, 1.8182 )= 0.7598 */ 83, /* [ 5][ 7][ 6] f( 1.1111, 1.0000, 2.1818 )= 0.8324 */ 89, /* [ 5][ 7][ 7] f( 1.1111, 1.0000, 2.5455 )= 0.8990 */ 96, /* [ 5][ 7][ 8] f( 1.1111, 1.0000, 2.9091 )= 0.9611 */ 101, /* [ 5][ 7][ 9] f( 1.1111, 1.0000, 3.2727 )= 1.0194 */ 107, /* [ 5][ 7][10] f( 1.1111, 1.0000, 3.6364 )= 1.0746 */ 112, /* [ 5][ 7][11] f( 1.1111, 1.0000, 4.0000 )= 1.1270 */ }, { 0, /* [ 5][ 8][ 0] f( 1.1111, 1.1429, 0.0000 )= 0.0000 */ 41, /* [ 5][ 8][ 1] f( 1.1111, 1.1429, 0.3636 )= 0.4154 */ 58, /* [ 5][ 8][ 2] f( 1.1111, 1.1429, 0.7273 )= 0.5874 */ 71, /* [ 5][ 8][ 3] f( 1.1111, 1.1429, 1.0909 )= 0.7194 */ 83, /* [ 5][ 8][ 4] f( 1.1111, 1.1429, 1.4545 )= 0.8307 */ 92, /* [ 5][ 8][ 5] f( 1.1111, 1.1429, 1.8182 )= 0.9288 */ 101, /* [ 5][ 8][ 6] f( 1.1111, 1.1429, 2.1818 )= 1.0174 */ 109, /* [ 5][ 8][ 7] f( 1.1111, 1.1429, 2.5455 )= 1.0990 */ 117, /* [ 5][ 8][ 8] f( 1.1111, 1.1429, 2.9091 )= 1.1748 */ 124, /* [ 5][ 8][ 9] f( 1.1111, 1.1429, 3.2727 )= 1.2461 */ 131, /* [ 5][ 8][10] f( 1.1111, 1.1429, 3.6364 )= 1.3135 */ 137, /* [ 5][ 8][11] f( 1.1111, 1.1429, 4.0000 )= 1.3776 */ }, { 0, /* [ 5][ 9][ 0] f( 1.1111, 1.2857, 0.0000 )= 0.0000 */ 49, /* [ 5][ 9][ 1] f( 1.1111, 1.2857, 0.3636 )= 0.4960 */ 70, /* [ 5][ 9][ 2] f( 1.1111, 1.2857, 0.7273 )= 0.7015 */ 85, /* [ 5][ 9][ 3] f( 1.1111, 1.2857, 1.0909 )= 0.8591 */ 99, /* [ 5][ 9][ 4] f( 1.1111, 1.2857, 1.4545 )= 0.9921 */ 110, /* [ 5][ 9][ 5] f( 1.1111, 1.2857, 1.8182 )= 1.1092 */ 121, /* [ 5][ 9][ 6] f( 1.1111, 1.2857, 2.1818 )= 1.2150 */ 131, /* [ 5][ 9][ 7] f( 1.1111, 1.2857, 2.5455 )= 1.3124 */ 140, /* [ 5][ 9][ 8] f( 1.1111, 1.2857, 2.9091 )= 1.4030 */ 148, /* [ 5][ 9][ 9] f( 1.1111, 1.2857, 3.2727 )= 1.4881 */ 156, /* [ 5][ 9][10] f( 1.1111, 1.2857, 3.6364 )= 1.5686 */ 164, /* [ 5][ 9][11] f( 1.1111, 1.2857, 4.0000 )= 1.6451 */ }, { 0, /* [ 5][10][ 0] f( 1.1111, 1.4286, 0.0000 )= 0.0000 */ 58, /* [ 5][10][ 1] f( 1.1111, 1.4286, 0.3636 )= 0.5801 */ 82, /* [ 5][10][ 2] f( 1.1111, 1.4286, 0.7273 )= 0.8204 */ 100, /* [ 5][10][ 3] f( 1.1111, 1.4286, 1.0909 )= 1.0048 */ 116, /* [ 5][10][ 4] f( 1.1111, 1.4286, 1.4545 )= 1.1603 */ 129, /* [ 5][10][ 5] f( 1.1111, 1.4286, 1.8182 )= 1.2972 */ 142, /* [ 5][10][ 6] f( 1.1111, 1.4286, 2.1818 )= 1.4211 */ 153, /* [ 5][10][ 7] f( 1.1111, 1.4286, 2.5455 )= 1.5349 */ 164, /* [ 5][10][ 8] f( 1.1111, 1.4286, 2.9091 )= 1.6409 */ 174, /* [ 5][10][ 9] f( 1.1111, 1.4286, 3.2727 )= 1.7404 */ 183, /* [ 5][10][10] f( 1.1111, 1.4286, 3.6364 )= 1.8346 */ 192, /* [ 5][10][11] f( 1.1111, 1.4286, 4.0000 )= 1.9241 */ }, { 0, /* [ 5][11][ 0] f( 1.1111, 1.5714, 0.0000 )= 0.0000 */ 66, /* [ 5][11][ 1] f( 1.1111, 1.5714, 0.3636 )= 0.6660 */ 94, /* [ 5][11][ 2] f( 1.1111, 1.5714, 0.7273 )= 0.9419 */ 115, /* [ 5][11][ 3] f( 1.1111, 1.5714, 1.0909 )= 1.1536 */ 133, /* [ 5][11][ 4] f( 1.1111, 1.5714, 1.4545 )= 1.3320 */ 148, /* [ 5][11][ 5] f( 1.1111, 1.5714, 1.8182 )= 1.4892 */ 163, /* [ 5][11][ 6] f( 1.1111, 1.5714, 2.1818 )= 1.6314 */ 176, /* [ 5][11][ 7] f( 1.1111, 1.5714, 2.5455 )= 1.7621 */ 188, /* [ 5][11][ 8] f( 1.1111, 1.5714, 2.9091 )= 1.8837 */ 199, /* [ 5][11][ 9] f( 1.1111, 1.5714, 3.2727 )= 1.9980 */ 210, /* [ 5][11][10] f( 1.1111, 1.5714, 3.6364 )= 2.1061 */ 220, /* [ 5][11][11] f( 1.1111, 1.5714, 4.0000 )= 2.2089 */ }, { 0, /* [ 5][12][ 0] f( 1.1111, 1.7143, 0.0000 )= 0.0000 */ 75, /* [ 5][12][ 1] f( 1.1111, 1.7143, 0.3636 )= 0.7519 */ 106, /* [ 5][12][ 2] f( 1.1111, 1.7143, 0.7273 )= 1.0633 */ 130, /* [ 5][12][ 3] f( 1.1111, 1.7143, 1.0909 )= 1.3022 */ 150, /* [ 5][12][ 4] f( 1.1111, 1.7143, 1.4545 )= 1.5037 */ 168, /* [ 5][12][ 5] f( 1.1111, 1.7143, 1.8182 )= 1.6812 */ 184, /* [ 5][12][ 6] f( 1.1111, 1.7143, 2.1818 )= 1.8417 */ 198, /* [ 5][12][ 7] f( 1.1111, 1.7143, 2.5455 )= 1.9892 */ 212, /* [ 5][12][ 8] f( 1.1111, 1.7143, 2.9091 )= 2.1266 */ 225, /* [ 5][12][ 9] f( 1.1111, 1.7143, 3.2727 )= 2.2556 */ 237, /* [ 5][12][10] f( 1.1111, 1.7143, 3.6364 )= 2.3776 */ 249, /* [ 5][12][11] f( 1.1111, 1.7143, 4.0000 )= 2.4936 */ }, { 0, /* [ 5][13][ 0] f( 1.1111, 1.8571, 0.0000 )= 0.0000 */ 83, /* [ 5][13][ 1] f( 1.1111, 1.8571, 0.3636 )= 0.8359 */ 118, /* [ 5][13][ 2] f( 1.1111, 1.8571, 0.7273 )= 1.1822 */ 144, /* [ 5][13][ 3] f( 1.1111, 1.8571, 1.0909 )= 1.4479 */ 167, /* [ 5][13][ 4] f( 1.1111, 1.8571, 1.4545 )= 1.6719 */ 186, /* [ 5][13][ 5] f( 1.1111, 1.8571, 1.8182 )= 1.8692 */ 204, /* [ 5][13][ 6] f( 1.1111, 1.8571, 2.1818 )= 2.0476 */ 221, /* [ 5][13][ 7] f( 1.1111, 1.8571, 2.5455 )= 2.2117 */ 236, /* [ 5][13][ 8] f( 1.1111, 1.8571, 2.9091 )= 2.3644 */ 250, /* [ 5][13][ 9] f( 1.1111, 1.8571, 3.2727 )= 2.5078 */ 264, /* [ 5][13][10] f( 1.1111, 1.8571, 3.6364 )= 2.6435 */ 277, /* [ 5][13][11] f( 1.1111, 1.8571, 4.0000 )= 2.7725 */ }, { 0, /* [ 5][14][ 0] f( 1.1111, 2.0000, 0.0000 )= 0.0000 */ 91, /* [ 5][14][ 1] f( 1.1111, 2.0000, 0.3636 )= 0.9166 */ 129, /* [ 5][14][ 2] f( 1.1111, 2.0000, 0.7273 )= 1.2962 */ 158, /* [ 5][14][ 3] f( 1.1111, 2.0000, 1.0909 )= 1.5875 */ 183, /* [ 5][14][ 4] f( 1.1111, 2.0000, 1.4545 )= 1.8331 */ 204, /* [ 5][14][ 5] f( 1.1111, 2.0000, 1.8182 )= 2.0495 */ 224, /* [ 5][14][ 6] f( 1.1111, 2.0000, 2.1818 )= 2.2451 */ 242, /* [ 5][14][ 7] f( 1.1111, 2.0000, 2.5455 )= 2.4250 */ 259, /* [ 5][14][ 8] f( 1.1111, 2.0000, 2.9091 )= 2.5924 */ 274, /* [ 5][14][ 9] f( 1.1111, 2.0000, 3.2727 )= 2.7497 */ 289, /* [ 5][14][10] f( 1.1111, 2.0000, 3.6364 )= 2.8984 */ 303, /* [ 5][14][11] f( 1.1111, 2.0000, 4.0000 )= 3.0399 */ }, }, { { 0, /* [ 6][ 0][ 0] f( 1.3333, 0.0000, 0.0000 )= 0.0000 */ 1, /* [ 6][ 0][ 1] f( 1.3333, 0.0000, 0.3636 )= 0.0169 */ 2, /* [ 6][ 0][ 2] f( 1.3333, 0.0000, 0.7273 )= 0.0239 */ 2, /* [ 6][ 0][ 3] f( 1.3333, 0.0000, 1.0909 )= 0.0293 */ 3, /* [ 6][ 0][ 4] f( 1.3333, 0.0000, 1.4545 )= 0.0338 */ 3, /* [ 6][ 0][ 5] f( 1.3333, 0.0000, 1.8182 )= 0.0378 */ 4, /* [ 6][ 0][ 6] f( 1.3333, 0.0000, 2.1818 )= 0.0415 */ 4, /* [ 6][ 0][ 7] f( 1.3333, 0.0000, 2.5455 )= 0.0448 */ 4, /* [ 6][ 0][ 8] f( 1.3333, 0.0000, 2.9091 )= 0.0479 */ 5, /* [ 6][ 0][ 9] f( 1.3333, 0.0000, 3.2727 )= 0.0508 */ 5, /* [ 6][ 0][10] f( 1.3333, 0.0000, 3.6364 )= 0.0535 */ 5, /* [ 6][ 0][11] f( 1.3333, 0.0000, 4.0000 )= 0.0561 */ }, { 0, /* [ 6][ 1][ 0] f( 1.3333, 0.1429, 0.0000 )= 0.0000 */ 2, /* [ 6][ 1][ 1] f( 1.3333, 0.1429, 0.3636 )= 0.0231 */ 3, /* [ 6][ 1][ 2] f( 1.3333, 0.1429, 0.7273 )= 0.0326 */ 3, /* [ 6][ 1][ 3] f( 1.3333, 0.1429, 1.0909 )= 0.0399 */ 4, /* [ 6][ 1][ 4] f( 1.3333, 0.1429, 1.4545 )= 0.0461 */ 5, /* [ 6][ 1][ 5] f( 1.3333, 0.1429, 1.8182 )= 0.0516 */ 5, /* [ 6][ 1][ 6] f( 1.3333, 0.1429, 2.1818 )= 0.0565 */ 6, /* [ 6][ 1][ 7] f( 1.3333, 0.1429, 2.5455 )= 0.0610 */ 6, /* [ 6][ 1][ 8] f( 1.3333, 0.1429, 2.9091 )= 0.0652 */ 6, /* [ 6][ 1][ 9] f( 1.3333, 0.1429, 3.2727 )= 0.0692 */ 7, /* [ 6][ 1][10] f( 1.3333, 0.1429, 3.6364 )= 0.0729 */ 7, /* [ 6][ 1][11] f( 1.3333, 0.1429, 4.0000 )= 0.0765 */ }, { 0, /* [ 6][ 2][ 0] f( 1.3333, 0.2857, 0.0000 )= 0.0000 */ 4, /* [ 6][ 2][ 1] f( 1.3333, 0.2857, 0.3636 )= 0.0414 */ 5, /* [ 6][ 2][ 2] f( 1.3333, 0.2857, 0.7273 )= 0.0585 */ 7, /* [ 6][ 2][ 3] f( 1.3333, 0.2857, 1.0909 )= 0.0717 */ 8, /* [ 6][ 2][ 4] f( 1.3333, 0.2857, 1.4545 )= 0.0827 */ 9, /* [ 6][ 2][ 5] f( 1.3333, 0.2857, 1.8182 )= 0.0925 */ 10, /* [ 6][ 2][ 6] f( 1.3333, 0.2857, 2.1818 )= 0.1013 */ 10, /* [ 6][ 2][ 7] f( 1.3333, 0.2857, 2.5455 )= 0.1095 */ 11, /* [ 6][ 2][ 8] f( 1.3333, 0.2857, 2.9091 )= 0.1170 */ 12, /* [ 6][ 2][ 9] f( 1.3333, 0.2857, 3.2727 )= 0.1241 */ 13, /* [ 6][ 2][10] f( 1.3333, 0.2857, 3.6364 )= 0.1308 */ 13, /* [ 6][ 2][11] f( 1.3333, 0.2857, 4.0000 )= 0.1372 */ }, { 0, /* [ 6][ 3][ 0] f( 1.3333, 0.4286, 0.0000 )= 0.0000 */ 7, /* [ 6][ 3][ 1] f( 1.3333, 0.4286, 0.3636 )= 0.0715 */ 10, /* [ 6][ 3][ 2] f( 1.3333, 0.4286, 0.7273 )= 0.1011 */ 12, /* [ 6][ 3][ 3] f( 1.3333, 0.4286, 1.0909 )= 0.1238 */ 14, /* [ 6][ 3][ 4] f( 1.3333, 0.4286, 1.4545 )= 0.1429 */ 15, /* [ 6][ 3][ 5] f( 1.3333, 0.4286, 1.8182 )= 0.1598 */ 17, /* [ 6][ 3][ 6] f( 1.3333, 0.4286, 2.1818 )= 0.1750 */ 18, /* [ 6][ 3][ 7] f( 1.3333, 0.4286, 2.5455 )= 0.1891 */ 20, /* [ 6][ 3][ 8] f( 1.3333, 0.4286, 2.9091 )= 0.2021 */ 21, /* [ 6][ 3][ 9] f( 1.3333, 0.4286, 3.2727 )= 0.2144 */ 22, /* [ 6][ 3][10] f( 1.3333, 0.4286, 3.6364 )= 0.2260 */ 23, /* [ 6][ 3][11] f( 1.3333, 0.4286, 4.0000 )= 0.2370 */ }, { 0, /* [ 6][ 4][ 0] f( 1.3333, 0.5714, 0.0000 )= 0.0000 */ 11, /* [ 6][ 4][ 1] f( 1.3333, 0.5714, 0.3636 )= 0.1127 */ 15, /* [ 6][ 4][ 2] f( 1.3333, 0.5714, 0.7273 )= 0.1594 */ 19, /* [ 6][ 4][ 3] f( 1.3333, 0.5714, 1.0909 )= 0.1952 */ 22, /* [ 6][ 4][ 4] f( 1.3333, 0.5714, 1.4545 )= 0.2254 */ 25, /* [ 6][ 4][ 5] f( 1.3333, 0.5714, 1.8182 )= 0.2521 */ 27, /* [ 6][ 4][ 6] f( 1.3333, 0.5714, 2.1818 )= 0.2761 */ 29, /* [ 6][ 4][ 7] f( 1.3333, 0.5714, 2.5455 )= 0.2982 */ 31, /* [ 6][ 4][ 8] f( 1.3333, 0.5714, 2.9091 )= 0.3188 */ 33, /* [ 6][ 4][ 9] f( 1.3333, 0.5714, 3.2727 )= 0.3382 */ 35, /* [ 6][ 4][10] f( 1.3333, 0.5714, 3.6364 )= 0.3565 */ 37, /* [ 6][ 4][11] f( 1.3333, 0.5714, 4.0000 )= 0.3739 */ }, { 0, /* [ 6][ 5][ 0] f( 1.3333, 0.7143, 0.0000 )= 0.0000 */ 16, /* [ 6][ 5][ 1] f( 1.3333, 0.7143, 0.3636 )= 0.1643 */ 23, /* [ 6][ 5][ 2] f( 1.3333, 0.7143, 0.7273 )= 0.2324 */ 28, /* [ 6][ 5][ 3] f( 1.3333, 0.7143, 1.0909 )= 0.2846 */ 32, /* [ 6][ 5][ 4] f( 1.3333, 0.7143, 1.4545 )= 0.3286 */ 36, /* [ 6][ 5][ 5] f( 1.3333, 0.7143, 1.8182 )= 0.3674 */ 40, /* [ 6][ 5][ 6] f( 1.3333, 0.7143, 2.1818 )= 0.4025 */ 43, /* [ 6][ 5][ 7] f( 1.3333, 0.7143, 2.5455 )= 0.4348 */ 46, /* [ 6][ 5][ 8] f( 1.3333, 0.7143, 2.9091 )= 0.4648 */ 49, /* [ 6][ 5][ 9] f( 1.3333, 0.7143, 3.2727 )= 0.4930 */ 51, /* [ 6][ 5][10] f( 1.3333, 0.7143, 3.6364 )= 0.5196 */ 54, /* [ 6][ 5][11] f( 1.3333, 0.7143, 4.0000 )= 0.5450 */ }, { 0, /* [ 6][ 6][ 0] f( 1.3333, 0.8571, 0.0000 )= 0.0000 */ 22, /* [ 6][ 6][ 1] f( 1.3333, 0.8571, 0.3636 )= 0.2252 */ 31, /* [ 6][ 6][ 2] f( 1.3333, 0.8571, 0.7273 )= 0.3185 */ 39, /* [ 6][ 6][ 3] f( 1.3333, 0.8571, 1.0909 )= 0.3901 */ 45, /* [ 6][ 6][ 4] f( 1.3333, 0.8571, 1.4545 )= 0.4504 */ 50, /* [ 6][ 6][ 5] f( 1.3333, 0.8571, 1.8182 )= 0.5036 */ 55, /* [ 6][ 6][ 6] f( 1.3333, 0.8571, 2.1818 )= 0.5516 */ 59, /* [ 6][ 6][ 7] f( 1.3333, 0.8571, 2.5455 )= 0.5958 */ 63, /* [ 6][ 6][ 8] f( 1.3333, 0.8571, 2.9091 )= 0.6370 */ 67, /* [ 6][ 6][ 9] f( 1.3333, 0.8571, 3.2727 )= 0.6756 */ 71, /* [ 6][ 6][10] f( 1.3333, 0.8571, 3.6364 )= 0.7122 */ 74, /* [ 6][ 6][11] f( 1.3333, 0.8571, 4.0000 )= 0.7469 */ }, { 0, /* [ 6][ 7][ 0] f( 1.3333, 1.0000, 0.0000 )= 0.0000 */ 29, /* [ 6][ 7][ 1] f( 1.3333, 1.0000, 0.3636 )= 0.2941 */ 41, /* [ 6][ 7][ 2] f( 1.3333, 1.0000, 0.7273 )= 0.4160 */ 50, /* [ 6][ 7][ 3] f( 1.3333, 1.0000, 1.0909 )= 0.5094 */ 58, /* [ 6][ 7][ 4] f( 1.3333, 1.0000, 1.4545 )= 0.5883 */ 65, /* [ 6][ 7][ 5] f( 1.3333, 1.0000, 1.8182 )= 0.6577 */ 72, /* [ 6][ 7][ 6] f( 1.3333, 1.0000, 2.1818 )= 0.7205 */ 77, /* [ 6][ 7][ 7] f( 1.3333, 1.0000, 2.5455 )= 0.7782 */ 83, /* [ 6][ 7][ 8] f( 1.3333, 1.0000, 2.9091 )= 0.8319 */ 88, /* [ 6][ 7][ 9] f( 1.3333, 1.0000, 3.2727 )= 0.8824 */ 93, /* [ 6][ 7][10] f( 1.3333, 1.0000, 3.6364 )= 0.9301 */ 97, /* [ 6][ 7][11] f( 1.3333, 1.0000, 4.0000 )= 0.9755 */ }, { 0, /* [ 6][ 8][ 0] f( 1.3333, 1.1429, 0.0000 )= 0.0000 */ 36, /* [ 6][ 8][ 1] f( 1.3333, 1.1429, 0.3636 )= 0.3697 */ 52, /* [ 6][ 8][ 2] f( 1.3333, 1.1429, 0.7273 )= 0.5228 */ 64, /* [ 6][ 8][ 3] f( 1.3333, 1.1429, 1.0909 )= 0.6403 */ 73, /* [ 6][ 8][ 4] f( 1.3333, 1.1429, 1.4545 )= 0.7394 */ 82, /* [ 6][ 8][ 5] f( 1.3333, 1.1429, 1.8182 )= 0.8267 */ 90, /* [ 6][ 8][ 6] f( 1.3333, 1.1429, 2.1818 )= 0.9056 */ 97, /* [ 6][ 8][ 7] f( 1.3333, 1.1429, 2.5455 )= 0.9781 */ 104, /* [ 6][ 8][ 8] f( 1.3333, 1.1429, 2.9091 )= 1.0456 */ 110, /* [ 6][ 8][ 9] f( 1.3333, 1.1429, 3.2727 )= 1.1091 */ 116, /* [ 6][ 8][10] f( 1.3333, 1.1429, 3.6364 )= 1.1691 */ 122, /* [ 6][ 8][11] f( 1.3333, 1.1429, 4.0000 )= 1.2261 */ }, { 0, /* [ 6][ 9][ 0] f( 1.3333, 1.2857, 0.0000 )= 0.0000 */ 45, /* [ 6][ 9][ 1] f( 1.3333, 1.2857, 0.3636 )= 0.4504 */ 63, /* [ 6][ 9][ 2] f( 1.3333, 1.2857, 0.7273 )= 0.6369 */ 78, /* [ 6][ 9][ 3] f( 1.3333, 1.2857, 1.0909 )= 0.7800 */ 90, /* [ 6][ 9][ 4] f( 1.3333, 1.2857, 1.4545 )= 0.9007 */ 100, /* [ 6][ 9][ 5] f( 1.3333, 1.2857, 1.8182 )= 1.0070 */ 110, /* [ 6][ 9][ 6] f( 1.3333, 1.2857, 2.1818 )= 1.1031 */ 119, /* [ 6][ 9][ 7] f( 1.3333, 1.2857, 2.5455 )= 1.1915 */ 127, /* [ 6][ 9][ 8] f( 1.3333, 1.2857, 2.9091 )= 1.2738 */ 135, /* [ 6][ 9][ 9] f( 1.3333, 1.2857, 3.2727 )= 1.3511 */ 142, /* [ 6][ 9][10] f( 1.3333, 1.2857, 3.6364 )= 1.4241 */ 149, /* [ 6][ 9][11] f( 1.3333, 1.2857, 4.0000 )= 1.4937 */ }, { 0, /* [ 6][10][ 0] f( 1.3333, 1.4286, 0.0000 )= 0.0000 */ 53, /* [ 6][10][ 1] f( 1.3333, 1.4286, 0.3636 )= 0.5345 */ 75, /* [ 6][10][ 2] f( 1.3333, 1.4286, 0.7273 )= 0.7559 */ 92, /* [ 6][10][ 3] f( 1.3333, 1.4286, 1.0909 )= 0.9257 */ 106, /* [ 6][10][ 4] f( 1.3333, 1.4286, 1.4545 )= 1.0689 */ 119, /* [ 6][10][ 5] f( 1.3333, 1.4286, 1.8182 )= 1.1951 */ 130, /* [ 6][10][ 6] f( 1.3333, 1.4286, 2.1818 )= 1.3092 */ 141, /* [ 6][10][ 7] f( 1.3333, 1.4286, 2.5455 )= 1.4141 */ 151, /* [ 6][10][ 8] f( 1.3333, 1.4286, 2.9091 )= 1.5117 */ 160, /* [ 6][10][ 9] f( 1.3333, 1.4286, 3.2727 )= 1.6034 */ 169, /* [ 6][10][10] f( 1.3333, 1.4286, 3.6364 )= 1.6901 */ 177, /* [ 6][10][11] f( 1.3333, 1.4286, 4.0000 )= 1.7726 */ }, { 0, /* [ 6][11][ 0] f( 1.3333, 1.5714, 0.0000 )= 0.0000 */ 62, /* [ 6][11][ 1] f( 1.3333, 1.5714, 0.3636 )= 0.6203 */ 87, /* [ 6][11][ 2] f( 1.3333, 1.5714, 0.7273 )= 0.8773 */ 107, /* [ 6][11][ 3] f( 1.3333, 1.5714, 1.0909 )= 1.0744 */ 124, /* [ 6][11][ 4] f( 1.3333, 1.5714, 1.4545 )= 1.2407 */ 138, /* [ 6][11][ 5] f( 1.3333, 1.5714, 1.8182 )= 1.3871 */ 151, /* [ 6][11][ 6] f( 1.3333, 1.5714, 2.1818 )= 1.5195 */ 164, /* [ 6][11][ 7] f( 1.3333, 1.5714, 2.5455 )= 1.6412 */ 175, /* [ 6][11][ 8] f( 1.3333, 1.5714, 2.9091 )= 1.7545 */ 186, /* [ 6][11][ 9] f( 1.3333, 1.5714, 3.2727 )= 1.8610 */ 196, /* [ 6][11][10] f( 1.3333, 1.5714, 3.6364 )= 1.9616 */ 205, /* [ 6][11][11] f( 1.3333, 1.5714, 4.0000 )= 2.0574 */ }, { 0, /* [ 6][12][ 0] f( 1.3333, 1.7143, 0.0000 )= 0.0000 */ 70, /* [ 6][12][ 1] f( 1.3333, 1.7143, 0.3636 )= 0.7062 */ 99, /* [ 6][12][ 2] f( 1.3333, 1.7143, 0.7273 )= 0.9987 */ 122, /* [ 6][12][ 3] f( 1.3333, 1.7143, 1.0909 )= 1.2231 */ 141, /* [ 6][12][ 4] f( 1.3333, 1.7143, 1.4545 )= 1.4124 */ 157, /* [ 6][12][ 5] f( 1.3333, 1.7143, 1.8182 )= 1.5791 */ 172, /* [ 6][12][ 6] f( 1.3333, 1.7143, 2.1818 )= 1.7298 */ 186, /* [ 6][12][ 7] f( 1.3333, 1.7143, 2.5455 )= 1.8684 */ 199, /* [ 6][12][ 8] f( 1.3333, 1.7143, 2.9091 )= 1.9974 */ 211, /* [ 6][12][ 9] f( 1.3333, 1.7143, 3.2727 )= 2.1185 */ 223, /* [ 6][12][10] f( 1.3333, 1.7143, 3.6364 )= 2.2331 */ 234, /* [ 6][12][11] f( 1.3333, 1.7143, 4.0000 )= 2.3421 */ }, { 0, /* [ 6][13][ 0] f( 1.3333, 1.8571, 0.0000 )= 0.0000 */ 79, /* [ 6][13][ 1] f( 1.3333, 1.8571, 0.3636 )= 0.7903 */ 111, /* [ 6][13][ 2] f( 1.3333, 1.8571, 0.7273 )= 1.1176 */ 136, /* [ 6][13][ 3] f( 1.3333, 1.8571, 1.0909 )= 1.3688 */ 158, /* [ 6][13][ 4] f( 1.3333, 1.8571, 1.4545 )= 1.5805 */ 176, /* [ 6][13][ 5] f( 1.3333, 1.8571, 1.8182 )= 1.7671 */ 193, /* [ 6][13][ 6] f( 1.3333, 1.8571, 2.1818 )= 1.9358 */ 209, /* [ 6][13][ 7] f( 1.3333, 1.8571, 2.5455 )= 2.0909 */ 223, /* [ 6][13][ 8] f( 1.3333, 1.8571, 2.9091 )= 2.2352 */ 237, /* [ 6][13][ 9] f( 1.3333, 1.8571, 3.2727 )= 2.3708 */ 249, /* [ 6][13][10] f( 1.3333, 1.8571, 3.6364 )= 2.4990 */ 262, /* [ 6][13][11] f( 1.3333, 1.8571, 4.0000 )= 2.6210 */ }, { 0, /* [ 6][14][ 0] f( 1.3333, 2.0000, 0.0000 )= 0.0000 */ 87, /* [ 6][14][ 1] f( 1.3333, 2.0000, 0.3636 )= 0.8709 */ 123, /* [ 6][14][ 2] f( 1.3333, 2.0000, 0.7273 )= 1.2316 */ 150, /* [ 6][14][ 3] f( 1.3333, 2.0000, 1.0909 )= 1.5084 */ 174, /* [ 6][14][ 4] f( 1.3333, 2.0000, 1.4545 )= 1.7418 */ 194, /* [ 6][14][ 5] f( 1.3333, 2.0000, 1.8182 )= 1.9474 */ 213, /* [ 6][14][ 6] f( 1.3333, 2.0000, 2.1818 )= 2.1332 */ 230, /* [ 6][14][ 7] f( 1.3333, 2.0000, 2.5455 )= 2.3042 */ 246, /* [ 6][14][ 8] f( 1.3333, 2.0000, 2.9091 )= 2.4633 */ 261, /* [ 6][14][ 9] f( 1.3333, 2.0000, 3.2727 )= 2.6127 */ 275, /* [ 6][14][10] f( 1.3333, 2.0000, 3.6364 )= 2.7540 */ 288, /* [ 6][14][11] f( 1.3333, 2.0000, 4.0000 )= 2.8884 */ }, }, { { 0, /* [ 7][ 0][ 0] f( 1.5556, 0.0000, 0.0000 )= 0.0000 */ 0, /* [ 7][ 0][ 1] f( 1.5556, 0.0000, 0.3636 )= 0.0001 */ 0, /* [ 7][ 0][ 2] f( 1.5556, 0.0000, 0.7273 )= 0.0001 */ 0, /* [ 7][ 0][ 3] f( 1.5556, 0.0000, 1.0909 )= 0.0001 */ 0, /* [ 7][ 0][ 4] f( 1.5556, 0.0000, 1.4545 )= 0.0001 */ 0, /* [ 7][ 0][ 5] f( 1.5556, 0.0000, 1.8182 )= 0.0002 */ 0, /* [ 7][ 0][ 6] f( 1.5556, 0.0000, 2.1818 )= 0.0002 */ 0, /* [ 7][ 0][ 7] f( 1.5556, 0.0000, 2.5455 )= 0.0002 */ 0, /* [ 7][ 0][ 8] f( 1.5556, 0.0000, 2.9091 )= 0.0002 */ 0, /* [ 7][ 0][ 9] f( 1.5556, 0.0000, 3.2727 )= 0.0002 */ 0, /* [ 7][ 0][10] f( 1.5556, 0.0000, 3.6364 )= 0.0002 */ 0, /* [ 7][ 0][11] f( 1.5556, 0.0000, 4.0000 )= 0.0002 */ }, { 0, /* [ 7][ 1][ 0] f( 1.5556, 0.1429, 0.0000 )= 0.0000 */ 0, /* [ 7][ 1][ 1] f( 1.5556, 0.1429, 0.3636 )= 0.0062 */ 0, /* [ 7][ 1][ 2] f( 1.5556, 0.1429, 0.7273 )= 0.0088 */ 1, /* [ 7][ 1][ 3] f( 1.5556, 0.1429, 1.0909 )= 0.0108 */ 1, /* [ 7][ 1][ 4] f( 1.5556, 0.1429, 1.4545 )= 0.0124 */ 1, /* [ 7][ 1][ 5] f( 1.5556, 0.1429, 1.8182 )= 0.0139 */ 1, /* [ 7][ 1][ 6] f( 1.5556, 0.1429, 2.1818 )= 0.0152 */ 1, /* [ 7][ 1][ 7] f( 1.5556, 0.1429, 2.5455 )= 0.0164 */ 1, /* [ 7][ 1][ 8] f( 1.5556, 0.1429, 2.9091 )= 0.0176 */ 1, /* [ 7][ 1][ 9] f( 1.5556, 0.1429, 3.2727 )= 0.0186 */ 1, /* [ 7][ 1][10] f( 1.5556, 0.1429, 3.6364 )= 0.0196 */ 2, /* [ 7][ 1][11] f( 1.5556, 0.1429, 4.0000 )= 0.0206 */ }, { 0, /* [ 7][ 2][ 0] f( 1.5556, 0.2857, 0.0000 )= 0.0000 */ 2, /* [ 7][ 2][ 1] f( 1.5556, 0.2857, 0.3636 )= 0.0245 */ 3, /* [ 7][ 2][ 2] f( 1.5556, 0.2857, 0.7273 )= 0.0347 */ 4, /* [ 7][ 2][ 3] f( 1.5556, 0.2857, 1.0909 )= 0.0425 */ 4, /* [ 7][ 2][ 4] f( 1.5556, 0.2857, 1.4545 )= 0.0490 */ 5, /* [ 7][ 2][ 5] f( 1.5556, 0.2857, 1.8182 )= 0.0548 */ 6, /* [ 7][ 2][ 6] f( 1.5556, 0.2857, 2.1818 )= 0.0601 */ 6, /* [ 7][ 2][ 7] f( 1.5556, 0.2857, 2.5455 )= 0.0649 */ 6, /* [ 7][ 2][ 8] f( 1.5556, 0.2857, 2.9091 )= 0.0693 */ 7, /* [ 7][ 2][ 9] f( 1.5556, 0.2857, 3.2727 )= 0.0735 */ 7, /* [ 7][ 2][10] f( 1.5556, 0.2857, 3.6364 )= 0.0775 */ 8, /* [ 7][ 2][11] f( 1.5556, 0.2857, 4.0000 )= 0.0813 */ }, { 0, /* [ 7][ 3][ 0] f( 1.5556, 0.4286, 0.0000 )= 0.0000 */ 5, /* [ 7][ 3][ 1] f( 1.5556, 0.4286, 0.3636 )= 0.0546 */ 7, /* [ 7][ 3][ 2] f( 1.5556, 0.4286, 0.7273 )= 0.0772 */ 9, /* [ 7][ 3][ 3] f( 1.5556, 0.4286, 1.0909 )= 0.0946 */ 10, /* [ 7][ 3][ 4] f( 1.5556, 0.4286, 1.4545 )= 0.1092 */ 12, /* [ 7][ 3][ 5] f( 1.5556, 0.4286, 1.8182 )= 0.1221 */ 13, /* [ 7][ 3][ 6] f( 1.5556, 0.4286, 2.1818 )= 0.1338 */ 14, /* [ 7][ 3][ 7] f( 1.5556, 0.4286, 2.5455 )= 0.1445 */ 15, /* [ 7][ 3][ 8] f( 1.5556, 0.4286, 2.9091 )= 0.1545 */ 16, /* [ 7][ 3][ 9] f( 1.5556, 0.4286, 3.2727 )= 0.1638 */ 17, /* [ 7][ 3][10] f( 1.5556, 0.4286, 3.6364 )= 0.1727 */ 18, /* [ 7][ 3][11] f( 1.5556, 0.4286, 4.0000 )= 0.1811 */ }, { 0, /* [ 7][ 4][ 0] f( 1.5556, 0.5714, 0.0000 )= 0.0000 */ 9, /* [ 7][ 4][ 1] f( 1.5556, 0.5714, 0.3636 )= 0.0959 */ 13, /* [ 7][ 4][ 2] f( 1.5556, 0.5714, 0.7273 )= 0.1356 */ 16, /* [ 7][ 4][ 3] f( 1.5556, 0.5714, 1.0909 )= 0.1661 */ 19, /* [ 7][ 4][ 4] f( 1.5556, 0.5714, 1.4545 )= 0.1917 */ 21, /* [ 7][ 4][ 5] f( 1.5556, 0.5714, 1.8182 )= 0.2144 */ 23, /* [ 7][ 4][ 6] f( 1.5556, 0.5714, 2.1818 )= 0.2348 */ 25, /* [ 7][ 4][ 7] f( 1.5556, 0.5714, 2.5455 )= 0.2537 */ 27, /* [ 7][ 4][ 8] f( 1.5556, 0.5714, 2.9091 )= 0.2712 */ 28, /* [ 7][ 4][ 9] f( 1.5556, 0.5714, 3.2727 )= 0.2876 */ 30, /* [ 7][ 4][10] f( 1.5556, 0.5714, 3.6364 )= 0.3032 */ 31, /* [ 7][ 4][11] f( 1.5556, 0.5714, 4.0000 )= 0.3180 */ }, { 0, /* [ 7][ 5][ 0] f( 1.5556, 0.7143, 0.0000 )= 0.0000 */ 14, /* [ 7][ 5][ 1] f( 1.5556, 0.7143, 0.3636 )= 0.1475 */ 20, /* [ 7][ 5][ 2] f( 1.5556, 0.7143, 0.7273 )= 0.2086 */ 25, /* [ 7][ 5][ 3] f( 1.5556, 0.7143, 1.0909 )= 0.2554 */ 29, /* [ 7][ 5][ 4] f( 1.5556, 0.7143, 1.4545 )= 0.2949 */ 32, /* [ 7][ 5][ 5] f( 1.5556, 0.7143, 1.8182 )= 0.3298 */ 36, /* [ 7][ 5][ 6] f( 1.5556, 0.7143, 2.1818 )= 0.3612 */ 39, /* [ 7][ 5][ 7] f( 1.5556, 0.7143, 2.5455 )= 0.3902 */ 41, /* [ 7][ 5][ 8] f( 1.5556, 0.7143, 2.9091 )= 0.4171 */ 44, /* [ 7][ 5][ 9] f( 1.5556, 0.7143, 3.2727 )= 0.4424 */ 46, /* [ 7][ 5][10] f( 1.5556, 0.7143, 3.6364 )= 0.4663 */ 48, /* [ 7][ 5][11] f( 1.5556, 0.7143, 4.0000 )= 0.4891 */ }, { 0, /* [ 7][ 6][ 0] f( 1.5556, 0.8571, 0.0000 )= 0.0000 */ 20, /* [ 7][ 6][ 1] f( 1.5556, 0.8571, 0.3636 )= 0.2084 */ 29, /* [ 7][ 6][ 2] f( 1.5556, 0.8571, 0.7273 )= 0.2947 */ 36, /* [ 7][ 6][ 3] f( 1.5556, 0.8571, 1.0909 )= 0.3609 */ 41, /* [ 7][ 6][ 4] f( 1.5556, 0.8571, 1.4545 )= 0.4167 */ 46, /* [ 7][ 6][ 5] f( 1.5556, 0.8571, 1.8182 )= 0.4659 */ 51, /* [ 7][ 6][ 6] f( 1.5556, 0.8571, 2.1818 )= 0.5104 */ 55, /* [ 7][ 6][ 7] f( 1.5556, 0.8571, 2.5455 )= 0.5513 */ 58, /* [ 7][ 6][ 8] f( 1.5556, 0.8571, 2.9091 )= 0.5893 */ 62, /* [ 7][ 6][ 9] f( 1.5556, 0.8571, 3.2727 )= 0.6251 */ 65, /* [ 7][ 6][10] f( 1.5556, 0.8571, 3.6364 )= 0.6589 */ 69, /* [ 7][ 6][11] f( 1.5556, 0.8571, 4.0000 )= 0.6910 */ }, { 0, /* [ 7][ 7][ 0] f( 1.5556, 1.0000, 0.0000 )= 0.0000 */ 27, /* [ 7][ 7][ 1] f( 1.5556, 1.0000, 0.3636 )= 0.2773 */ 39, /* [ 7][ 7][ 2] f( 1.5556, 1.0000, 0.7273 )= 0.3921 */ 48, /* [ 7][ 7][ 3] f( 1.5556, 1.0000, 1.0909 )= 0.4803 */ 55, /* [ 7][ 7][ 4] f( 1.5556, 1.0000, 1.4545 )= 0.5546 */ 62, /* [ 7][ 7][ 5] f( 1.5556, 1.0000, 1.8182 )= 0.6200 */ 67, /* [ 7][ 7][ 6] f( 1.5556, 1.0000, 2.1818 )= 0.6792 */ 73, /* [ 7][ 7][ 7] f( 1.5556, 1.0000, 2.5455 )= 0.7336 */ 78, /* [ 7][ 7][ 8] f( 1.5556, 1.0000, 2.9091 )= 0.7843 */ 83, /* [ 7][ 7][ 9] f( 1.5556, 1.0000, 3.2727 )= 0.8318 */ 87, /* [ 7][ 7][10] f( 1.5556, 1.0000, 3.6364 )= 0.8768 */ 91, /* [ 7][ 7][11] f( 1.5556, 1.0000, 4.0000 )= 0.9196 */ }, { 0, /* [ 7][ 8][ 0] f( 1.5556, 1.1429, 0.0000 )= 0.0000 */ 35, /* [ 7][ 8][ 1] f( 1.5556, 1.1429, 0.3636 )= 0.3528 */ 49, /* [ 7][ 8][ 2] f( 1.5556, 1.1429, 0.7273 )= 0.4990 */ 61, /* [ 7][ 8][ 3] f( 1.5556, 1.1429, 1.0909 )= 0.6111 */ 70, /* [ 7][ 8][ 4] f( 1.5556, 1.1429, 1.4545 )= 0.7057 */ 78, /* [ 7][ 8][ 5] f( 1.5556, 1.1429, 1.8182 )= 0.7890 */ 86, /* [ 7][ 8][ 6] f( 1.5556, 1.1429, 2.1818 )= 0.8643 */ 93, /* [ 7][ 8][ 7] f( 1.5556, 1.1429, 2.5455 )= 0.9335 */ 99, /* [ 7][ 8][ 8] f( 1.5556, 1.1429, 2.9091 )= 0.9980 */ 105, /* [ 7][ 8][ 9] f( 1.5556, 1.1429, 3.2727 )= 1.0585 */ 111, /* [ 7][ 8][10] f( 1.5556, 1.1429, 3.6364 )= 1.1158 */ 117, /* [ 7][ 8][11] f( 1.5556, 1.1429, 4.0000 )= 1.1702 */ }, { 0, /* [ 7][ 9][ 0] f( 1.5556, 1.2857, 0.0000 )= 0.0000 */ 43, /* [ 7][ 9][ 1] f( 1.5556, 1.2857, 0.3636 )= 0.4335 */ 61, /* [ 7][ 9][ 2] f( 1.5556, 1.2857, 0.7273 )= 0.6131 */ 75, /* [ 7][ 9][ 3] f( 1.5556, 1.2857, 1.0909 )= 0.7508 */ 86, /* [ 7][ 9][ 4] f( 1.5556, 1.2857, 1.4545 )= 0.8670 */ 96, /* [ 7][ 9][ 5] f( 1.5556, 1.2857, 1.8182 )= 0.9693 */ 106, /* [ 7][ 9][ 6] f( 1.5556, 1.2857, 2.1818 )= 1.0619 */ 114, /* [ 7][ 9][ 7] f( 1.5556, 1.2857, 2.5455 )= 1.1469 */ 122, /* [ 7][ 9][ 8] f( 1.5556, 1.2857, 2.9091 )= 1.2261 */ 130, /* [ 7][ 9][ 9] f( 1.5556, 1.2857, 3.2727 )= 1.3005 */ 137, /* [ 7][ 9][10] f( 1.5556, 1.2857, 3.6364 )= 1.3709 */ 143, /* [ 7][ 9][11] f( 1.5556, 1.2857, 4.0000 )= 1.4378 */ }, { 0, /* [ 7][10][ 0] f( 1.5556, 1.4286, 0.0000 )= 0.0000 */ 51, /* [ 7][10][ 1] f( 1.5556, 1.4286, 0.3636 )= 0.5176 */ 73, /* [ 7][10][ 2] f( 1.5556, 1.4286, 0.7273 )= 0.7320 */ 89, /* [ 7][10][ 3] f( 1.5556, 1.4286, 1.0909 )= 0.8965 */ 103, /* [ 7][10][ 4] f( 1.5556, 1.4286, 1.4545 )= 1.0352 */ 115, /* [ 7][10][ 5] f( 1.5556, 1.4286, 1.8182 )= 1.1574 */ 126, /* [ 7][10][ 6] f( 1.5556, 1.4286, 2.1818 )= 1.2679 */ 136, /* [ 7][10][ 7] f( 1.5556, 1.4286, 2.5455 )= 1.3695 */ 146, /* [ 7][10][ 8] f( 1.5556, 1.4286, 2.9091 )= 1.4640 */ 155, /* [ 7][10][ 9] f( 1.5556, 1.4286, 3.2727 )= 1.5529 */ 163, /* [ 7][10][10] f( 1.5556, 1.4286, 3.6364 )= 1.6368 */ 171, /* [ 7][10][11] f( 1.5556, 1.4286, 4.0000 )= 1.7167 */ }, { 0, /* [ 7][11][ 0] f( 1.5556, 1.5714, 0.0000 )= 0.0000 */ 60, /* [ 7][11][ 1] f( 1.5556, 1.5714, 0.3636 )= 0.6035 */ 85, /* [ 7][11][ 2] f( 1.5556, 1.5714, 0.7273 )= 0.8534 */ 104, /* [ 7][11][ 3] f( 1.5556, 1.5714, 1.0909 )= 1.0452 */ 120, /* [ 7][11][ 4] f( 1.5556, 1.5714, 1.4545 )= 1.2069 */ 134, /* [ 7][11][ 5] f( 1.5556, 1.5714, 1.8182 )= 1.3494 */ 147, /* [ 7][11][ 6] f( 1.5556, 1.5714, 2.1818 )= 1.4782 */ 159, /* [ 7][11][ 7] f( 1.5556, 1.5714, 2.5455 )= 1.5966 */ 170, /* [ 7][11][ 8] f( 1.5556, 1.5714, 2.9091 )= 1.7069 */ 181, /* [ 7][11][ 9] f( 1.5556, 1.5714, 3.2727 )= 1.8104 */ 190, /* [ 7][11][10] f( 1.5556, 1.5714, 3.6364 )= 1.9084 */ 200, /* [ 7][11][11] f( 1.5556, 1.5714, 4.0000 )= 2.0015 */ }, { 0, /* [ 7][12][ 0] f( 1.5556, 1.7143, 0.0000 )= 0.0000 */ 68, /* [ 7][12][ 1] f( 1.5556, 1.7143, 0.3636 )= 0.6893 */ 97, /* [ 7][12][ 2] f( 1.5556, 1.7143, 0.7273 )= 0.9749 */ 119, /* [ 7][12][ 3] f( 1.5556, 1.7143, 1.0909 )= 1.1939 */ 137, /* [ 7][12][ 4] f( 1.5556, 1.7143, 1.4545 )= 1.3786 */ 154, /* [ 7][12][ 5] f( 1.5556, 1.7143, 1.8182 )= 1.5414 */ 168, /* [ 7][12][ 6] f( 1.5556, 1.7143, 2.1818 )= 1.6885 */ 182, /* [ 7][12][ 7] f( 1.5556, 1.7143, 2.5455 )= 1.8238 */ 194, /* [ 7][12][ 8] f( 1.5556, 1.7143, 2.9091 )= 1.9497 */ 206, /* [ 7][12][ 9] f( 1.5556, 1.7143, 3.2727 )= 2.0680 */ 217, /* [ 7][12][10] f( 1.5556, 1.7143, 3.6364 )= 2.1798 */ 228, /* [ 7][12][11] f( 1.5556, 1.7143, 4.0000 )= 2.2862 */ }, { 0, /* [ 7][13][ 0] f( 1.5556, 1.8571, 0.0000 )= 0.0000 */ 77, /* [ 7][13][ 1] f( 1.5556, 1.8571, 0.3636 )= 0.7734 */ 109, /* [ 7][13][ 2] f( 1.5556, 1.8571, 0.7273 )= 1.0938 */ 133, /* [ 7][13][ 3] f( 1.5556, 1.8571, 1.0909 )= 1.3396 */ 154, /* [ 7][13][ 4] f( 1.5556, 1.8571, 1.4545 )= 1.5468 */ 172, /* [ 7][13][ 5] f( 1.5556, 1.8571, 1.8182 )= 1.7294 */ 189, /* [ 7][13][ 6] f( 1.5556, 1.8571, 2.1818 )= 1.8945 */ 204, /* [ 7][13][ 7] f( 1.5556, 1.8571, 2.5455 )= 2.0463 */ 218, /* [ 7][13][ 8] f( 1.5556, 1.8571, 2.9091 )= 2.1876 */ 232, /* [ 7][13][ 9] f( 1.5556, 1.8571, 3.2727 )= 2.3202 */ 244, /* [ 7][13][10] f( 1.5556, 1.8571, 3.6364 )= 2.4458 */ 256, /* [ 7][13][11] f( 1.5556, 1.8571, 4.0000 )= 2.5651 */ }, { 0, /* [ 7][14][ 0] f( 1.5556, 2.0000, 0.0000 )= 0.0000 */ 85, /* [ 7][14][ 1] f( 1.5556, 2.0000, 0.3636 )= 0.8540 */ 120, /* [ 7][14][ 2] f( 1.5556, 2.0000, 0.7273 )= 1.2078 */ 147, /* [ 7][14][ 3] f( 1.5556, 2.0000, 1.0909 )= 1.4792 */ 170, /* [ 7][14][ 4] f( 1.5556, 2.0000, 1.4545 )= 1.7081 */ 190, /* [ 7][14][ 5] f( 1.5556, 2.0000, 1.8182 )= 1.9097 */ 209, /* [ 7][14][ 6] f( 1.5556, 2.0000, 2.1818 )= 2.0920 */ 225, /* [ 7][14][ 7] f( 1.5556, 2.0000, 2.5455 )= 2.2596 */ 241, /* [ 7][14][ 8] f( 1.5556, 2.0000, 2.9091 )= 2.4156 */ 256, /* [ 7][14][ 9] f( 1.5556, 2.0000, 3.2727 )= 2.5621 */ 270, /* [ 7][14][10] f( 1.5556, 2.0000, 3.6364 )= 2.7007 */ 283, /* [ 7][14][11] f( 1.5556, 2.0000, 4.0000 )= 2.8325 */ }, }, { { 0, /* [ 8][ 0][ 0] f( 1.7778, 0.0000, 0.0000 )= 0.0000 */ 1, /* [ 8][ 0][ 1] f( 1.7778, 0.0000, 0.3636 )= 0.0129 */ 1, /* [ 8][ 0][ 2] f( 1.7778, 0.0000, 0.7273 )= 0.0182 */ 2, /* [ 8][ 0][ 3] f( 1.7778, 0.0000, 1.0909 )= 0.0223 */ 2, /* [ 8][ 0][ 4] f( 1.7778, 0.0000, 1.4545 )= 0.0257 */ 2, /* [ 8][ 0][ 5] f( 1.7778, 0.0000, 1.8182 )= 0.0288 */ 3, /* [ 8][ 0][ 6] f( 1.7778, 0.0000, 2.1818 )= 0.0315 */ 3, /* [ 8][ 0][ 7] f( 1.7778, 0.0000, 2.5455 )= 0.0341 */ 3, /* [ 8][ 0][ 8] f( 1.7778, 0.0000, 2.9091 )= 0.0364 */ 3, /* [ 8][ 0][ 9] f( 1.7778, 0.0000, 3.2727 )= 0.0386 */ 4, /* [ 8][ 0][10] f( 1.7778, 0.0000, 3.6364 )= 0.0407 */ 4, /* [ 8][ 0][11] f( 1.7778, 0.0000, 4.0000 )= 0.0427 */ }, { 0, /* [ 8][ 1][ 0] f( 1.7778, 0.1429, 0.0000 )= 0.0000 */ 1, /* [ 8][ 1][ 1] f( 1.7778, 0.1429, 0.3636 )= 0.0190 */ 2, /* [ 8][ 1][ 2] f( 1.7778, 0.1429, 0.7273 )= 0.0269 */ 3, /* [ 8][ 1][ 3] f( 1.7778, 0.1429, 1.0909 )= 0.0329 */ 3, /* [ 8][ 1][ 4] f( 1.7778, 0.1429, 1.4545 )= 0.0380 */ 4, /* [ 8][ 1][ 5] f( 1.7778, 0.1429, 1.8182 )= 0.0425 */ 4, /* [ 8][ 1][ 6] f( 1.7778, 0.1429, 2.1818 )= 0.0466 */ 5, /* [ 8][ 1][ 7] f( 1.7778, 0.1429, 2.5455 )= 0.0503 */ 5, /* [ 8][ 1][ 8] f( 1.7778, 0.1429, 2.9091 )= 0.0538 */ 5, /* [ 8][ 1][ 9] f( 1.7778, 0.1429, 3.2727 )= 0.0570 */ 6, /* [ 8][ 1][10] f( 1.7778, 0.1429, 3.6364 )= 0.0601 */ 6, /* [ 8][ 1][11] f( 1.7778, 0.1429, 4.0000 )= 0.0631 */ }, { 0, /* [ 8][ 2][ 0] f( 1.7778, 0.2857, 0.0000 )= 0.0000 */ 3, /* [ 8][ 2][ 1] f( 1.7778, 0.2857, 0.3636 )= 0.0373 */ 5, /* [ 8][ 2][ 2] f( 1.7778, 0.2857, 0.7273 )= 0.0528 */ 6, /* [ 8][ 2][ 3] f( 1.7778, 0.2857, 1.0909 )= 0.0646 */ 7, /* [ 8][ 2][ 4] f( 1.7778, 0.2857, 1.4545 )= 0.0746 */ 8, /* [ 8][ 2][ 5] f( 1.7778, 0.2857, 1.8182 )= 0.0834 */ 9, /* [ 8][ 2][ 6] f( 1.7778, 0.2857, 2.1818 )= 0.0914 */ 9, /* [ 8][ 2][ 7] f( 1.7778, 0.2857, 2.5455 )= 0.0987 */ 10, /* [ 8][ 2][ 8] f( 1.7778, 0.2857, 2.9091 )= 0.1055 */ 11, /* [ 8][ 2][ 9] f( 1.7778, 0.2857, 3.2727 )= 0.1120 */ 11, /* [ 8][ 2][10] f( 1.7778, 0.2857, 3.6364 )= 0.1180 */ 12, /* [ 8][ 2][11] f( 1.7778, 0.2857, 4.0000 )= 0.1238 */ }, { 0, /* [ 8][ 3][ 0] f( 1.7778, 0.4286, 0.0000 )= 0.0000 */ 6, /* [ 8][ 3][ 1] f( 1.7778, 0.4286, 0.3636 )= 0.0674 */ 9, /* [ 8][ 3][ 2] f( 1.7778, 0.4286, 0.7273 )= 0.0953 */ 11, /* [ 8][ 3][ 3] f( 1.7778, 0.4286, 1.0909 )= 0.1168 */ 13, /* [ 8][ 3][ 4] f( 1.7778, 0.4286, 1.4545 )= 0.1348 */ 15, /* [ 8][ 3][ 5] f( 1.7778, 0.4286, 1.8182 )= 0.1507 */ 16, /* [ 8][ 3][ 6] f( 1.7778, 0.4286, 2.1818 )= 0.1651 */ 17, /* [ 8][ 3][ 7] f( 1.7778, 0.4286, 2.5455 )= 0.1783 */ 19, /* [ 8][ 3][ 8] f( 1.7778, 0.4286, 2.9091 )= 0.1907 */ 20, /* [ 8][ 3][ 9] f( 1.7778, 0.4286, 3.2727 )= 0.2022 */ 21, /* [ 8][ 3][10] f( 1.7778, 0.4286, 3.6364 )= 0.2132 */ 22, /* [ 8][ 3][11] f( 1.7778, 0.4286, 4.0000 )= 0.2236 */ }, { 0, /* [ 8][ 4][ 0] f( 1.7778, 0.5714, 0.0000 )= 0.0000 */ 10, /* [ 8][ 4][ 1] f( 1.7778, 0.5714, 0.3636 )= 0.1087 */ 15, /* [ 8][ 4][ 2] f( 1.7778, 0.5714, 0.7273 )= 0.1537 */ 18, /* [ 8][ 4][ 3] f( 1.7778, 0.5714, 1.0909 )= 0.1882 */ 21, /* [ 8][ 4][ 4] f( 1.7778, 0.5714, 1.4545 )= 0.2173 */ 24, /* [ 8][ 4][ 5] f( 1.7778, 0.5714, 1.8182 )= 0.2430 */ 26, /* [ 8][ 4][ 6] f( 1.7778, 0.5714, 2.1818 )= 0.2662 */ 28, /* [ 8][ 4][ 7] f( 1.7778, 0.5714, 2.5455 )= 0.2875 */ 30, /* [ 8][ 4][ 8] f( 1.7778, 0.5714, 2.9091 )= 0.3074 */ 32, /* [ 8][ 4][ 9] f( 1.7778, 0.5714, 3.2727 )= 0.3260 */ 34, /* [ 8][ 4][10] f( 1.7778, 0.5714, 3.6364 )= 0.3437 */ 36, /* [ 8][ 4][11] f( 1.7778, 0.5714, 4.0000 )= 0.3604 */ }, { 0, /* [ 8][ 5][ 0] f( 1.7778, 0.7143, 0.0000 )= 0.0000 */ 16, /* [ 8][ 5][ 1] f( 1.7778, 0.7143, 0.3636 )= 0.1603 */ 22, /* [ 8][ 5][ 2] f( 1.7778, 0.7143, 0.7273 )= 0.2267 */ 27, /* [ 8][ 5][ 3] f( 1.7778, 0.7143, 1.0909 )= 0.2776 */ 32, /* [ 8][ 5][ 4] f( 1.7778, 0.7143, 1.4545 )= 0.3205 */ 35, /* [ 8][ 5][ 5] f( 1.7778, 0.7143, 1.8182 )= 0.3584 */ 39, /* [ 8][ 5][ 6] f( 1.7778, 0.7143, 2.1818 )= 0.3926 */ 42, /* [ 8][ 5][ 7] f( 1.7778, 0.7143, 2.5455 )= 0.4240 */ 45, /* [ 8][ 5][ 8] f( 1.7778, 0.7143, 2.9091 )= 0.4533 */ 48, /* [ 8][ 5][ 9] f( 1.7778, 0.7143, 3.2727 )= 0.4808 */ 50, /* [ 8][ 5][10] f( 1.7778, 0.7143, 3.6364 )= 0.5068 */ 53, /* [ 8][ 5][11] f( 1.7778, 0.7143, 4.0000 )= 0.5316 */ }, { 0, /* [ 8][ 6][ 0] f( 1.7778, 0.8571, 0.0000 )= 0.0000 */ 22, /* [ 8][ 6][ 1] f( 1.7778, 0.8571, 0.3636 )= 0.2212 */ 31, /* [ 8][ 6][ 2] f( 1.7778, 0.8571, 0.7273 )= 0.3128 */ 38, /* [ 8][ 6][ 3] f( 1.7778, 0.8571, 1.0909 )= 0.3831 */ 44, /* [ 8][ 6][ 4] f( 1.7778, 0.8571, 1.4545 )= 0.4423 */ 49, /* [ 8][ 6][ 5] f( 1.7778, 0.8571, 1.8182 )= 0.4945 */ 54, /* [ 8][ 6][ 6] f( 1.7778, 0.8571, 2.1818 )= 0.5417 */ 58, /* [ 8][ 6][ 7] f( 1.7778, 0.8571, 2.5455 )= 0.5851 */ 62, /* [ 8][ 6][ 8] f( 1.7778, 0.8571, 2.9091 )= 0.6255 */ 66, /* [ 8][ 6][ 9] f( 1.7778, 0.8571, 3.2727 )= 0.6635 */ 69, /* [ 8][ 6][10] f( 1.7778, 0.8571, 3.6364 )= 0.6994 */ 73, /* [ 8][ 6][11] f( 1.7778, 0.8571, 4.0000 )= 0.7335 */ }, { 0, /* [ 8][ 7][ 0] f( 1.7778, 1.0000, 0.0000 )= 0.0000 */ 29, /* [ 8][ 7][ 1] f( 1.7778, 1.0000, 0.3636 )= 0.2901 */ 41, /* [ 8][ 7][ 2] f( 1.7778, 1.0000, 0.7273 )= 0.4102 */ 50, /* [ 8][ 7][ 3] f( 1.7778, 1.0000, 1.0909 )= 0.5024 */ 58, /* [ 8][ 7][ 4] f( 1.7778, 1.0000, 1.4545 )= 0.5802 */ 64, /* [ 8][ 7][ 5] f( 1.7778, 1.0000, 1.8182 )= 0.6486 */ 71, /* [ 8][ 7][ 6] f( 1.7778, 1.0000, 2.1818 )= 0.7105 */ 76, /* [ 8][ 7][ 7] f( 1.7778, 1.0000, 2.5455 )= 0.7675 */ 82, /* [ 8][ 7][ 8] f( 1.7778, 1.0000, 2.9091 )= 0.8205 */ 87, /* [ 8][ 7][ 9] f( 1.7778, 1.0000, 3.2727 )= 0.8702 */ 91, /* [ 8][ 7][10] f( 1.7778, 1.0000, 3.6364 )= 0.9173 */ 96, /* [ 8][ 7][11] f( 1.7778, 1.0000, 4.0000 )= 0.9621 */ }, { 0, /* [ 8][ 8][ 0] f( 1.7778, 1.1429, 0.0000 )= 0.0000 */ 36, /* [ 8][ 8][ 1] f( 1.7778, 1.1429, 0.3636 )= 0.3656 */ 51, /* [ 8][ 8][ 2] f( 1.7778, 1.1429, 0.7273 )= 0.5171 */ 63, /* [ 8][ 8][ 3] f( 1.7778, 1.1429, 1.0909 )= 0.6333 */ 73, /* [ 8][ 8][ 4] f( 1.7778, 1.1429, 1.4545 )= 0.7313 */ 81, /* [ 8][ 8][ 5] f( 1.7778, 1.1429, 1.8182 )= 0.8176 */ 89, /* [ 8][ 8][ 6] f( 1.7778, 1.1429, 2.1818 )= 0.8956 */ 96, /* [ 8][ 8][ 7] f( 1.7778, 1.1429, 2.5455 )= 0.9674 */ 103, /* [ 8][ 8][ 8] f( 1.7778, 1.1429, 2.9091 )= 1.0342 */ 109, /* [ 8][ 8][ 9] f( 1.7778, 1.1429, 3.2727 )= 1.0969 */ 115, /* [ 8][ 8][10] f( 1.7778, 1.1429, 3.6364 )= 1.1563 */ 121, /* [ 8][ 8][11] f( 1.7778, 1.1429, 4.0000 )= 1.2127 */ }, { 0, /* [ 8][ 9][ 0] f( 1.7778, 1.2857, 0.0000 )= 0.0000 */ 44, /* [ 8][ 9][ 1] f( 1.7778, 1.2857, 0.3636 )= 0.4463 */ 63, /* [ 8][ 9][ 2] f( 1.7778, 1.2857, 0.7273 )= 0.6312 */ 77, /* [ 8][ 9][ 3] f( 1.7778, 1.2857, 1.0909 )= 0.7730 */ 89, /* [ 8][ 9][ 4] f( 1.7778, 1.2857, 1.4545 )= 0.8926 */ 99, /* [ 8][ 9][ 5] f( 1.7778, 1.2857, 1.8182 )= 0.9980 */ 109, /* [ 8][ 9][ 6] f( 1.7778, 1.2857, 2.1818 )= 1.0932 */ 118, /* [ 8][ 9][ 7] f( 1.7778, 1.2857, 2.5455 )= 1.1808 */ 126, /* [ 8][ 9][ 8] f( 1.7778, 1.2857, 2.9091 )= 1.2623 */ 133, /* [ 8][ 9][ 9] f( 1.7778, 1.2857, 3.2727 )= 1.3389 */ 141, /* [ 8][ 9][10] f( 1.7778, 1.2857, 3.6364 )= 1.4113 */ 148, /* [ 8][ 9][11] f( 1.7778, 1.2857, 4.0000 )= 1.4802 */ }, { 0, /* [ 8][10][ 0] f( 1.7778, 1.4286, 0.0000 )= 0.0000 */ 53, /* [ 8][10][ 1] f( 1.7778, 1.4286, 0.3636 )= 0.5304 */ 75, /* [ 8][10][ 2] f( 1.7778, 1.4286, 0.7273 )= 0.7501 */ 91, /* [ 8][10][ 3] f( 1.7778, 1.4286, 1.0909 )= 0.9187 */ 106, /* [ 8][10][ 4] f( 1.7778, 1.4286, 1.4545 )= 1.0608 */ 118, /* [ 8][10][ 5] f( 1.7778, 1.4286, 1.8182 )= 1.1861 */ 129, /* [ 8][10][ 6] f( 1.7778, 1.4286, 2.1818 )= 1.2993 */ 140, /* [ 8][10][ 7] f( 1.7778, 1.4286, 2.5455 )= 1.4034 */ 150, /* [ 8][10][ 8] f( 1.7778, 1.4286, 2.9091 )= 1.5002 */ 159, /* [ 8][10][ 9] f( 1.7778, 1.4286, 3.2727 )= 1.5913 */ 167, /* [ 8][10][10] f( 1.7778, 1.4286, 3.6364 )= 1.6773 */ 175, /* [ 8][10][11] f( 1.7778, 1.4286, 4.0000 )= 1.7592 */ }, { 0, /* [ 8][11][ 0] f( 1.7778, 1.5714, 0.0000 )= 0.0000 */ 61, /* [ 8][11][ 1] f( 1.7778, 1.5714, 0.3636 )= 0.6163 */ 87, /* [ 8][11][ 2] f( 1.7778, 1.5714, 0.7273 )= 0.8715 */ 106, /* [ 8][11][ 3] f( 1.7778, 1.5714, 1.0909 )= 1.0674 */ 123, /* [ 8][11][ 4] f( 1.7778, 1.5714, 1.4545 )= 1.2326 */ 137, /* [ 8][11][ 5] f( 1.7778, 1.5714, 1.8182 )= 1.3780 */ 150, /* [ 8][11][ 6] f( 1.7778, 1.5714, 2.1818 )= 1.5096 */ 163, /* [ 8][11][ 7] f( 1.7778, 1.5714, 2.5455 )= 1.6305 */ 174, /* [ 8][11][ 8] f( 1.7778, 1.5714, 2.9091 )= 1.7431 */ 184, /* [ 8][11][ 9] f( 1.7778, 1.5714, 3.2727 )= 1.8488 */ 194, /* [ 8][11][10] f( 1.7778, 1.5714, 3.6364 )= 1.9488 */ 204, /* [ 8][11][11] f( 1.7778, 1.5714, 4.0000 )= 2.0440 */ }, { 0, /* [ 8][12][ 0] f( 1.7778, 1.7143, 0.0000 )= 0.0000 */ 70, /* [ 8][12][ 1] f( 1.7778, 1.7143, 0.3636 )= 0.7021 */ 99, /* [ 8][12][ 2] f( 1.7778, 1.7143, 0.7273 )= 0.9930 */ 121, /* [ 8][12][ 3] f( 1.7778, 1.7143, 1.0909 )= 1.2161 */ 140, /* [ 8][12][ 4] f( 1.7778, 1.7143, 1.4545 )= 1.4042 */ 156, /* [ 8][12][ 5] f( 1.7778, 1.7143, 1.8182 )= 1.5700 */ 171, /* [ 8][12][ 6] f( 1.7778, 1.7143, 2.1818 )= 1.7198 */ 185, /* [ 8][12][ 7] f( 1.7778, 1.7143, 2.5455 )= 1.8576 */ 198, /* [ 8][12][ 8] f( 1.7778, 1.7143, 2.9091 )= 1.9859 */ 210, /* [ 8][12][ 9] f( 1.7778, 1.7143, 3.2727 )= 2.1064 */ 222, /* [ 8][12][10] f( 1.7778, 1.7143, 3.6364 )= 2.2203 */ 232, /* [ 8][12][11] f( 1.7778, 1.7143, 4.0000 )= 2.3287 */ }, { 0, /* [ 8][13][ 0] f( 1.7778, 1.8571, 0.0000 )= 0.0000 */ 78, /* [ 8][13][ 1] f( 1.7778, 1.8571, 0.3636 )= 0.7862 */ 111, /* [ 8][13][ 2] f( 1.7778, 1.8571, 0.7273 )= 1.1119 */ 136, /* [ 8][13][ 3] f( 1.7778, 1.8571, 1.0909 )= 1.3618 */ 157, /* [ 8][13][ 4] f( 1.7778, 1.8571, 1.4545 )= 1.5724 */ 175, /* [ 8][13][ 5] f( 1.7778, 1.8571, 1.8182 )= 1.7580 */ 192, /* [ 8][13][ 6] f( 1.7778, 1.8571, 2.1818 )= 1.9258 */ 208, /* [ 8][13][ 7] f( 1.7778, 1.8571, 2.5455 )= 2.0801 */ 222, /* [ 8][13][ 8] f( 1.7778, 1.8571, 2.9091 )= 2.2238 */ 235, /* [ 8][13][ 9] f( 1.7778, 1.8571, 3.2727 )= 2.3587 */ 248, /* [ 8][13][10] f( 1.7778, 1.8571, 3.6364 )= 2.4862 */ 260, /* [ 8][13][11] f( 1.7778, 1.8571, 4.0000 )= 2.6076 */ }, { 0, /* [ 8][14][ 0] f( 1.7778, 2.0000, 0.0000 )= 0.0000 */ 86, /* [ 8][14][ 1] f( 1.7778, 2.0000, 0.3636 )= 0.8668 */ 122, /* [ 8][14][ 2] f( 1.7778, 2.0000, 0.7273 )= 1.2259 */ 150, /* [ 8][14][ 3] f( 1.7778, 2.0000, 1.0909 )= 1.5014 */ 173, /* [ 8][14][ 4] f( 1.7778, 2.0000, 1.4545 )= 1.7337 */ 193, /* [ 8][14][ 5] f( 1.7778, 2.0000, 1.8182 )= 1.9383 */ 212, /* [ 8][14][ 6] f( 1.7778, 2.0000, 2.1818 )= 2.1233 */ 229, /* [ 8][14][ 7] f( 1.7778, 2.0000, 2.5455 )= 2.2934 */ 245, /* [ 8][14][ 8] f( 1.7778, 2.0000, 2.9091 )= 2.4518 */ 260, /* [ 8][14][ 9] f( 1.7778, 2.0000, 3.2727 )= 2.6005 */ 274, /* [ 8][14][10] f( 1.7778, 2.0000, 3.6364 )= 2.7412 */ 287, /* [ 8][14][11] f( 1.7778, 2.0000, 4.0000 )= 2.8750 */ }, }, { { 0, /* [ 9][ 0][ 0] f( 2.0000, 0.0000, 0.0000 )= 0.0000 */ 5, /* [ 9][ 0][ 1] f( 2.0000, 0.0000, 0.3636 )= 0.0547 */ 7, /* [ 9][ 0][ 2] f( 2.0000, 0.0000, 0.7273 )= 0.0774 */ 9, /* [ 9][ 0][ 3] f( 2.0000, 0.0000, 1.0909 )= 0.0947 */ 10, /* [ 9][ 0][ 4] f( 2.0000, 0.0000, 1.4545 )= 0.1094 */ 12, /* [ 9][ 0][ 5] f( 2.0000, 0.0000, 1.8182 )= 0.1223 */ 13, /* [ 9][ 0][ 6] f( 2.0000, 0.0000, 2.1818 )= 0.1340 */ 14, /* [ 9][ 0][ 7] f( 2.0000, 0.0000, 2.5455 )= 0.1447 */ 15, /* [ 9][ 0][ 8] f( 2.0000, 0.0000, 2.9091 )= 0.1547 */ 16, /* [ 9][ 0][ 9] f( 2.0000, 0.0000, 3.2727 )= 0.1641 */ 17, /* [ 9][ 0][10] f( 2.0000, 0.0000, 3.6364 )= 0.1730 */ 18, /* [ 9][ 0][11] f( 2.0000, 0.0000, 4.0000 )= 0.1814 */ }, { 0, /* [ 9][ 1][ 0] f( 2.0000, 0.1429, 0.0000 )= 0.0000 */ 6, /* [ 9][ 1][ 1] f( 2.0000, 0.1429, 0.3636 )= 0.0608 */ 8, /* [ 9][ 1][ 2] f( 2.0000, 0.1429, 0.7273 )= 0.0860 */ 10, /* [ 9][ 1][ 3] f( 2.0000, 0.1429, 1.0909 )= 0.1054 */ 12, /* [ 9][ 1][ 4] f( 2.0000, 0.1429, 1.4545 )= 0.1217 */ 13, /* [ 9][ 1][ 5] f( 2.0000, 0.1429, 1.8182 )= 0.1360 */ 14, /* [ 9][ 1][ 6] f( 2.0000, 0.1429, 2.1818 )= 0.1490 */ 16, /* [ 9][ 1][ 7] f( 2.0000, 0.1429, 2.5455 )= 0.1610 */ 17, /* [ 9][ 1][ 8] f( 2.0000, 0.1429, 2.9091 )= 0.1721 */ 18, /* [ 9][ 1][ 9] f( 2.0000, 0.1429, 3.2727 )= 0.1825 */ 19, /* [ 9][ 1][10] f( 2.0000, 0.1429, 3.6364 )= 0.1924 */ 20, /* [ 9][ 1][11] f( 2.0000, 0.1429, 4.0000 )= 0.2018 */ }, { 0, /* [ 9][ 2][ 0] f( 2.0000, 0.2857, 0.0000 )= 0.0000 */ 7, /* [ 9][ 2][ 1] f( 2.0000, 0.2857, 0.3636 )= 0.0791 */ 11, /* [ 9][ 2][ 2] f( 2.0000, 0.2857, 0.7273 )= 0.1119 */ 13, /* [ 9][ 2][ 3] f( 2.0000, 0.2857, 1.0909 )= 0.1371 */ 15, /* [ 9][ 2][ 4] f( 2.0000, 0.2857, 1.4545 )= 0.1583 */ 17, /* [ 9][ 2][ 5] f( 2.0000, 0.2857, 1.8182 )= 0.1770 */ 19, /* [ 9][ 2][ 6] f( 2.0000, 0.2857, 2.1818 )= 0.1939 */ 20, /* [ 9][ 2][ 7] f( 2.0000, 0.2857, 2.5455 )= 0.2094 */ 22, /* [ 9][ 2][ 8] f( 2.0000, 0.2857, 2.9091 )= 0.2238 */ 23, /* [ 9][ 2][ 9] f( 2.0000, 0.2857, 3.2727 )= 0.2374 */ 25, /* [ 9][ 2][10] f( 2.0000, 0.2857, 3.6364 )= 0.2503 */ 26, /* [ 9][ 2][11] f( 2.0000, 0.2857, 4.0000 )= 0.2625 */ }, { 0, /* [ 9][ 3][ 0] f( 2.0000, 0.4286, 0.0000 )= 0.0000 */ 10, /* [ 9][ 3][ 1] f( 2.0000, 0.4286, 0.3636 )= 0.1092 */ 15, /* [ 9][ 3][ 2] f( 2.0000, 0.4286, 0.7273 )= 0.1545 */ 18, /* [ 9][ 3][ 3] f( 2.0000, 0.4286, 1.0909 )= 0.1892 */ 21, /* [ 9][ 3][ 4] f( 2.0000, 0.4286, 1.4545 )= 0.2185 */ 24, /* [ 9][ 3][ 5] f( 2.0000, 0.4286, 1.8182 )= 0.2443 */ 26, /* [ 9][ 3][ 6] f( 2.0000, 0.4286, 2.1818 )= 0.2676 */ 28, /* [ 9][ 3][ 7] f( 2.0000, 0.4286, 2.5455 )= 0.2890 */ 30, /* [ 9][ 3][ 8] f( 2.0000, 0.4286, 2.9091 )= 0.3090 */ 32, /* [ 9][ 3][ 9] f( 2.0000, 0.4286, 3.2727 )= 0.3277 */ 34, /* [ 9][ 3][10] f( 2.0000, 0.4286, 3.6364 )= 0.3454 */ 36, /* [ 9][ 3][11] f( 2.0000, 0.4286, 4.0000 )= 0.3623 */ }, { 0, /* [ 9][ 4][ 0] f( 2.0000, 0.5714, 0.0000 )= 0.0000 */ 15, /* [ 9][ 4][ 1] f( 2.0000, 0.5714, 0.3636 )= 0.1505 */ 21, /* [ 9][ 4][ 2] f( 2.0000, 0.5714, 0.7273 )= 0.2128 */ 26, /* [ 9][ 4][ 3] f( 2.0000, 0.5714, 1.0909 )= 0.2607 */ 30, /* [ 9][ 4][ 4] f( 2.0000, 0.5714, 1.4545 )= 0.3010 */ 33, /* [ 9][ 4][ 5] f( 2.0000, 0.5714, 1.8182 )= 0.3365 */ 36, /* [ 9][ 4][ 6] f( 2.0000, 0.5714, 2.1818 )= 0.3686 */ 39, /* [ 9][ 4][ 7] f( 2.0000, 0.5714, 2.5455 )= 0.3982 */ 42, /* [ 9][ 4][ 8] f( 2.0000, 0.5714, 2.9091 )= 0.4257 */ 45, /* [ 9][ 4][ 9] f( 2.0000, 0.5714, 3.2727 )= 0.4515 */ 47, /* [ 9][ 4][10] f( 2.0000, 0.5714, 3.6364 )= 0.4759 */ 49, /* [ 9][ 4][11] f( 2.0000, 0.5714, 4.0000 )= 0.4991 */ }, { 0, /* [ 9][ 5][ 0] f( 2.0000, 0.7143, 0.0000 )= 0.0000 */ 20, /* [ 9][ 5][ 1] f( 2.0000, 0.7143, 0.3636 )= 0.2021 */ 28, /* [ 9][ 5][ 2] f( 2.0000, 0.7143, 0.7273 )= 0.2858 */ 35, /* [ 9][ 5][ 3] f( 2.0000, 0.7143, 1.0909 )= 0.3500 */ 40, /* [ 9][ 5][ 4] f( 2.0000, 0.7143, 1.4545 )= 0.4042 */ 45, /* [ 9][ 5][ 5] f( 2.0000, 0.7143, 1.8182 )= 0.4519 */ 49, /* [ 9][ 5][ 6] f( 2.0000, 0.7143, 2.1818 )= 0.4950 */ 53, /* [ 9][ 5][ 7] f( 2.0000, 0.7143, 2.5455 )= 0.5347 */ 57, /* [ 9][ 5][ 8] f( 2.0000, 0.7143, 2.9091 )= 0.5716 */ 60, /* [ 9][ 5][ 9] f( 2.0000, 0.7143, 3.2727 )= 0.6063 */ 63, /* [ 9][ 5][10] f( 2.0000, 0.7143, 3.6364 )= 0.6391 */ 67, /* [ 9][ 5][11] f( 2.0000, 0.7143, 4.0000 )= 0.6703 */ }, { 0, /* [ 9][ 6][ 0] f( 2.0000, 0.8571, 0.0000 )= 0.0000 */ 26, /* [ 9][ 6][ 1] f( 2.0000, 0.8571, 0.3636 )= 0.2630 */ 37, /* [ 9][ 6][ 2] f( 2.0000, 0.8571, 0.7273 )= 0.3719 */ 45, /* [ 9][ 6][ 3] f( 2.0000, 0.8571, 1.0909 )= 0.4555 */ 52, /* [ 9][ 6][ 4] f( 2.0000, 0.8571, 1.4545 )= 0.5260 */ 58, /* [ 9][ 6][ 5] f( 2.0000, 0.8571, 1.8182 )= 0.5880 */ 64, /* [ 9][ 6][ 6] f( 2.0000, 0.8571, 2.1818 )= 0.6442 */ 69, /* [ 9][ 6][ 7] f( 2.0000, 0.8571, 2.5455 )= 0.6958 */ 74, /* [ 9][ 6][ 8] f( 2.0000, 0.8571, 2.9091 )= 0.7438 */ 78, /* [ 9][ 6][ 9] f( 2.0000, 0.8571, 3.2727 )= 0.7889 */ 83, /* [ 9][ 6][10] f( 2.0000, 0.8571, 3.6364 )= 0.8316 */ 87, /* [ 9][ 6][11] f( 2.0000, 0.8571, 4.0000 )= 0.8722 */ }, { 0, /* [ 9][ 7][ 0] f( 2.0000, 1.0000, 0.0000 )= 0.0000 */ 33, /* [ 9][ 7][ 1] f( 2.0000, 1.0000, 0.3636 )= 0.3319 */ 46, /* [ 9][ 7][ 2] f( 2.0000, 1.0000, 0.7273 )= 0.4694 */ 57, /* [ 9][ 7][ 3] f( 2.0000, 1.0000, 1.0909 )= 0.5749 */ 66, /* [ 9][ 7][ 4] f( 2.0000, 1.0000, 1.4545 )= 0.6638 */ 74, /* [ 9][ 7][ 5] f( 2.0000, 1.0000, 1.8182 )= 0.7422 */ 81, /* [ 9][ 7][ 6] f( 2.0000, 1.0000, 2.1818 )= 0.8130 */ 87, /* [ 9][ 7][ 7] f( 2.0000, 1.0000, 2.5455 )= 0.8781 */ 93, /* [ 9][ 7][ 8] f( 2.0000, 1.0000, 2.9091 )= 0.9388 */ 99, /* [ 9][ 7][ 9] f( 2.0000, 1.0000, 3.2727 )= 0.9957 */ 104, /* [ 9][ 7][10] f( 2.0000, 1.0000, 3.6364 )= 1.0496 */ 110, /* [ 9][ 7][11] f( 2.0000, 1.0000, 4.0000 )= 1.1008 */ }, { 0, /* [ 9][ 8][ 0] f( 2.0000, 1.1429, 0.0000 )= 0.0000 */ 40, /* [ 9][ 8][ 1] f( 2.0000, 1.1429, 0.3636 )= 0.4075 */ 57, /* [ 9][ 8][ 2] f( 2.0000, 1.1429, 0.7273 )= 0.5762 */ 70, /* [ 9][ 8][ 3] f( 2.0000, 1.1429, 1.0909 )= 0.7058 */ 81, /* [ 9][ 8][ 4] f( 2.0000, 1.1429, 1.4545 )= 0.8149 */ 91, /* [ 9][ 8][ 5] f( 2.0000, 1.1429, 1.8182 )= 0.9111 */ 99, /* [ 9][ 8][ 6] f( 2.0000, 1.1429, 2.1818 )= 0.9981 */ 107, /* [ 9][ 8][ 7] f( 2.0000, 1.1429, 2.5455 )= 1.0781 */ 115, /* [ 9][ 8][ 8] f( 2.0000, 1.1429, 2.9091 )= 1.1525 */ 122, /* [ 9][ 8][ 9] f( 2.0000, 1.1429, 3.2727 )= 1.2224 */ 128, /* [ 9][ 8][10] f( 2.0000, 1.1429, 3.6364 )= 1.2885 */ 135, /* [ 9][ 8][11] f( 2.0000, 1.1429, 4.0000 )= 1.3514 */ }, { 0, /* [ 9][ 9][ 0] f( 2.0000, 1.2857, 0.0000 )= 0.0000 */ 48, /* [ 9][ 9][ 1] f( 2.0000, 1.2857, 0.3636 )= 0.4881 */ 69, /* [ 9][ 9][ 2] f( 2.0000, 1.2857, 0.7273 )= 0.6903 */ 84, /* [ 9][ 9][ 3] f( 2.0000, 1.2857, 1.0909 )= 0.8455 */ 97, /* [ 9][ 9][ 4] f( 2.0000, 1.2857, 1.4545 )= 0.9763 */ 109, /* [ 9][ 9][ 5] f( 2.0000, 1.2857, 1.8182 )= 1.0915 */ 119, /* [ 9][ 9][ 6] f( 2.0000, 1.2857, 2.1818 )= 1.1957 */ 129, /* [ 9][ 9][ 7] f( 2.0000, 1.2857, 2.5455 )= 1.2915 */ 138, /* [ 9][ 9][ 8] f( 2.0000, 1.2857, 2.9091 )= 1.3806 */ 146, /* [ 9][ 9][ 9] f( 2.0000, 1.2857, 3.2727 )= 1.4644 */ 154, /* [ 9][ 9][10] f( 2.0000, 1.2857, 3.6364 )= 1.5436 */ 161, /* [ 9][ 9][11] f( 2.0000, 1.2857, 4.0000 )= 1.6189 */ }, { 0, /* [ 9][10][ 0] f( 2.0000, 1.4286, 0.0000 )= 0.0000 */ 57, /* [ 9][10][ 1] f( 2.0000, 1.4286, 0.3636 )= 0.5722 */ 80, /* [ 9][10][ 2] f( 2.0000, 1.4286, 0.7273 )= 0.8093 */ 99, /* [ 9][10][ 3] f( 2.0000, 1.4286, 1.0909 )= 0.9912 */ 114, /* [ 9][10][ 4] f( 2.0000, 1.4286, 1.4545 )= 1.1445 */ 127, /* [ 9][10][ 5] f( 2.0000, 1.4286, 1.8182 )= 1.2796 */ 140, /* [ 9][10][ 6] f( 2.0000, 1.4286, 2.1818 )= 1.4017 */ 151, /* [ 9][10][ 7] f( 2.0000, 1.4286, 2.5455 )= 1.5140 */ 161, /* [ 9][10][ 8] f( 2.0000, 1.4286, 2.9091 )= 1.6185 */ 171, /* [ 9][10][ 9] f( 2.0000, 1.4286, 3.2727 )= 1.7167 */ 180, /* [ 9][10][10] f( 2.0000, 1.4286, 3.6364 )= 1.8096 */ 189, /* [ 9][10][11] f( 2.0000, 1.4286, 4.0000 )= 1.8979 */ }, { 0, /* [ 9][11][ 0] f( 2.0000, 1.5714, 0.0000 )= 0.0000 */ 65, /* [ 9][11][ 1] f( 2.0000, 1.5714, 0.3636 )= 0.6581 */ 93, /* [ 9][11][ 2] f( 2.0000, 1.5714, 0.7273 )= 0.9307 */ 113, /* [ 9][11][ 3] f( 2.0000, 1.5714, 1.0909 )= 1.1399 */ 131, /* [ 9][11][ 4] f( 2.0000, 1.5714, 1.4545 )= 1.3162 */ 147, /* [ 9][11][ 5] f( 2.0000, 1.5714, 1.8182 )= 1.4716 */ 161, /* [ 9][11][ 6] f( 2.0000, 1.5714, 2.1818 )= 1.6120 */ 174, /* [ 9][11][ 7] f( 2.0000, 1.5714, 2.5455 )= 1.7412 */ 186, /* [ 9][11][ 8] f( 2.0000, 1.5714, 2.9091 )= 1.8614 */ 197, /* [ 9][11][ 9] f( 2.0000, 1.5714, 3.2727 )= 1.9743 */ 208, /* [ 9][11][10] f( 2.0000, 1.5714, 3.6364 )= 2.0811 */ 218, /* [ 9][11][11] f( 2.0000, 1.5714, 4.0000 )= 2.1827 */ }, { 0, /* [ 9][12][ 0] f( 2.0000, 1.7143, 0.0000 )= 0.0000 */ 74, /* [ 9][12][ 1] f( 2.0000, 1.7143, 0.3636 )= 0.7439 */ 105, /* [ 9][12][ 2] f( 2.0000, 1.7143, 0.7273 )= 1.0521 */ 128, /* [ 9][12][ 3] f( 2.0000, 1.7143, 1.0909 )= 1.2886 */ 148, /* [ 9][12][ 4] f( 2.0000, 1.7143, 1.4545 )= 1.4879 */ 166, /* [ 9][12][ 5] f( 2.0000, 1.7143, 1.8182 )= 1.6635 */ 182, /* [ 9][12][ 6] f( 2.0000, 1.7143, 2.1818 )= 1.8223 */ 196, /* [ 9][12][ 7] f( 2.0000, 1.7143, 2.5455 )= 1.9683 */ 210, /* [ 9][12][ 8] f( 2.0000, 1.7143, 2.9091 )= 2.1042 */ 223, /* [ 9][12][ 9] f( 2.0000, 1.7143, 3.2727 )= 2.2318 */ 235, /* [ 9][12][10] f( 2.0000, 1.7143, 3.6364 )= 2.3526 */ 246, /* [ 9][12][11] f( 2.0000, 1.7143, 4.0000 )= 2.4674 */ }, { 0, /* [ 9][13][ 0] f( 2.0000, 1.8571, 0.0000 )= 0.0000 */ 82, /* [ 9][13][ 1] f( 2.0000, 1.8571, 0.3636 )= 0.8280 */ 117, /* [ 9][13][ 2] f( 2.0000, 1.8571, 0.7273 )= 1.1710 */ 143, /* [ 9][13][ 3] f( 2.0000, 1.8571, 1.0909 )= 1.4342 */ 165, /* [ 9][13][ 4] f( 2.0000, 1.8571, 1.4545 )= 1.6561 */ 185, /* [ 9][13][ 5] f( 2.0000, 1.8571, 1.8182 )= 1.8516 */ 202, /* [ 9][13][ 6] f( 2.0000, 1.8571, 2.1818 )= 2.0283 */ 219, /* [ 9][13][ 7] f( 2.0000, 1.8571, 2.5455 )= 2.1908 */ 234, /* [ 9][13][ 8] f( 2.0000, 1.8571, 2.9091 )= 2.3421 */ 248, /* [ 9][13][ 9] f( 2.0000, 1.8571, 3.2727 )= 2.4841 */ 261, /* [ 9][13][10] f( 2.0000, 1.8571, 3.6364 )= 2.6185 */ 274, /* [ 9][13][11] f( 2.0000, 1.8571, 4.0000 )= 2.7463 */ }, { 0, /* [ 9][14][ 0] f( 2.0000, 2.0000, 0.0000 )= 0.0000 */ 90, /* [ 9][14][ 1] f( 2.0000, 2.0000, 0.3636 )= 0.9087 */ 128, /* [ 9][14][ 2] f( 2.0000, 2.0000, 0.7273 )= 1.2850 */ 157, /* [ 9][14][ 3] f( 2.0000, 2.0000, 1.0909 )= 1.5739 */ 181, /* [ 9][14][ 4] f( 2.0000, 2.0000, 1.4545 )= 1.8173 */ 203, /* [ 9][14][ 5] f( 2.0000, 2.0000, 1.8182 )= 2.0318 */ 222, /* [ 9][14][ 6] f( 2.0000, 2.0000, 2.1818 )= 2.2258 */ 240, /* [ 9][14][ 7] f( 2.0000, 2.0000, 2.5455 )= 2.4041 */ 257, /* [ 9][14][ 8] f( 2.0000, 2.0000, 2.9091 )= 2.5701 */ 272, /* [ 9][14][ 9] f( 2.0000, 2.0000, 3.2727 )= 2.7260 */ 287, /* [ 9][14][10] f( 2.0000, 2.0000, 3.6364 )= 2.8734 */ 301, /* [ 9][14][11] f( 2.0000, 2.0000, 4.0000 )= 3.0137 */ }, }, }