# Test cases used by `./ryu_printf_spec.cr` # The following two lists store: {value, fixed_precision, exp_precision} # Iterate over them via macros only, otherwise the entire array literal will be # materialized! # The original specs contain also the full expected results which would have # increased the file size by over 18x. Here we assume that `BigFloat#to_s` and # `BigDecimal#to_s` are always correct, so that we don't have to write the long # results in the source code. # These values test every power of ten that's within the range of doubles. ALL_POWERS_OF_TEN = [ {1e-323, 1073, 749}, {1e-322, 1072, 749}, {1e-321, 1073, 751}, {1e-320, 1071, 750}, {1e-319, 1070, 750}, {1e-318, 1073, 754}, {1e-317, 1074, 757}, {1e-316, 1074, 757}, {1e-315, 1074, 758}, {1e-314, 1074, 759}, {1e-313, 1074, 761}, {1e-312, 1074, 761}, {1e-311, 1074, 762}, {1e-310, 1074, 763}, {1e-309, 1074, 765}, {1e-308, 1073, 764}, {1e-307, 1072, 764}, {1e-306, 1069, 763}, {1e-305, 1066, 760}, {1e-304, 1062, 757}, {1e-303, 1059, 755}, {1e-302, 1054, 751}, {1e-301, 1052, 751}, {1e-300, 1049, 749}, {1e-299, 1046, 746}, {1e-298, 1042, 743}, {1e-297, 1039, 742}, {1e-296, 1035, 739}, {1e-295, 1032, 737}, {1e-294, 1029, 735}, {1e-293, 1022, 729}, {1e-292, 1021, 729}, {1e-291, 1019, 727}, {1e-290, 1015, 725}, {1e-289, 1012, 723}, {1e-288, 1009, 721}, {1e-287, 1006, 719}, {1e-286, 1003, 717}, {1e-285, 999, 714}, {1e-284, 996, 712}, {1e-283, 993, 709}, {1e-282, 986, 704}, {1e-281, 985, 704}, {1e-280, 981, 700}, {1e-279, 979, 700}, {1e-278, 976, 697}, {1e-277, 973, 695}, {1e-276, 957, 681}, {1e-275, 966, 690}, {1e-274, 963, 688}, {1e-273, 954, 681}, {1e-272, 956, 683}, {1e-271, 953, 681}, {1e-270, 948, 678}, {1e-269, 944, 674}, {1e-268, 943, 674}, {1e-267, 935, 667}, {1e-266, 934, 667}, {1e-265, 933, 667}, {1e-264, 925, 661}, {1e-263, 924, 661}, {1e-262, 923, 661}, {1e-261, 920, 658}, {1e-260, 916, 655}, {1e-259, 909, 650}, {1e-258, 910, 651}, {1e-257, 904, 646}, {1e-256, 903, 646}, {1e-255, 898, 643}, {1e-254, 894, 639}, {1e-253, 890, 637}, {1e-252, 890, 637}, {1e-251, 886, 635}, {1e-250, 881, 631}, {1e-249, 880, 631}, {1e-248, 876, 627}, {1e-247, 872, 625}, {1e-246, 870, 623}, {1e-245, 863, 617}, {1e-244, 862, 617}, {1e-243, 860, 616}, {1e-242, 850, 607}, {1e-241, 849, 607}, {1e-240, 848, 607}, {1e-239, 845, 606}, {1e-238, 840, 601}, {1e-237, 839, 601}, {1e-236, 835, 599}, {1e-235, 829, 593}, {1e-234, 828, 593}, {1e-233, 827, 593}, {1e-232, 823, 591}, {1e-231, 819, 587}, {1e-230, 817, 587}, {1e-229, 813, 584}, {1e-228, 810, 582}, {1e-227, 807, 579}, {1e-226, 803, 576}, {1e-225, 799, 573}, {1e-224, 796, 572}, {1e-223, 792, 568}, {1e-222, 790, 568}, {1e-221, 787, 566}, {1e-220, 783, 562}, {1e-219, 777, 558}, {1e-218, 776, 558}, {1e-217, 773, 556}, {1e-216, 768, 552}, {1e-215, 767, 552}, {1e-214, 763, 548}, {1e-213, 758, 544}, {1e-212, 757, 544}, {1e-211, 753, 542}, {1e-210, 747, 537}, {1e-209, 746, 537}, {1e-208, 740, 532}, {1e-207, 740, 532}, {1e-206, 737, 531}, {1e-205, 731, 526}, {1e-204, 730, 526}, {1e-203, 723, 520}, {1e-202, 722, 520}, {1e-201, 720, 518}, {1e-200, 715, 514}, {1e-199, 714, 514}, {1e-198, 709, 510}, {1e-197, 706, 508}, {1e-196, 703, 507}, {1e-195, 699, 504}, {1e-194, 697, 503}, {1e-193, 693, 500}, {1e-192, 689, 497}, {1e-191, 684, 493}, {1e-190, 683, 493}, {1e-189, 680, 491}, {1e-188, 676, 487}, {1e-187, 672, 485}, {1e-186, 669, 482}, {1e-185, 666, 480}, {1e-184, 663, 479}, {1e-183, 660, 477}, {1e-182, 655, 473}, {1e-181, 654, 473}, {1e-180, 647, 467}, {1e-179, 646, 467}, {1e-178, 641, 462}, {1e-177, 640, 462}, {1e-176, 632, 455}, {1e-175, 631, 455}, {1e-174, 630, 455}, {1e-173, 624, 451}, {1e-172, 623, 451}, {1e-171, 618, 446}, {1e-170, 617, 446}, {1e-169, 614, 445}, {1e-168, 610, 442}, {1e-167, 607, 440}, {1e-166, 604, 438}, {1e-165, 600, 435}, {1e-164, 597, 432}, {1e-163, 594, 430}, {1e-162, 591, 428}, {1e-161, 587, 426}, {1e-160, 582, 421}, {1e-159, 581, 421}, {1e-158, 577, 419}, {1e-157, 574, 416}, {1e-156, 571, 415}, {1e-155, 567, 412}, {1e-154, 563, 408}, {1e-153, 561, 408}, {1e-152, 557, 405}, {1e-151, 553, 401}, {1e-150, 551, 401}, {1e-149, 547, 397}, {1e-148, 544, 395}, {1e-147, 540, 392}, {1e-146, 538, 392}, {1e-145, 534, 388}, {1e-144, 527, 382}, {1e-143, 526, 382}, {1e-142, 521, 379}, {1e-141, 520, 379}, {1e-140, 517, 376}, {1e-139, 514, 375}, {1e-138, 511, 373}, {1e-137, 508, 370}, {1e-136, 504, 368}, {1e-135, 499, 364}, {1e-134, 498, 364}, {1e-133, 493, 360}, {1e-132, 487, 354}, {1e-131, 486, 354}, {1e-130, 482, 352}, {1e-129, 477, 347}, {1e-128, 478, 350}, {1e-127, 473, 346}, {1e-126, 470, 343}, {1e-125, 468, 343}, {1e-124, 464, 339}, {1e-123, 459, 336}, {1e-122, 458, 336}, {1e-121, 452, 330}, {1e-120, 451, 330}, {1e-119, 448, 329}, {1e-118, 444, 325}, {1e-117, 441, 324}, {1e-116, 437, 320}, {1e-115, 431, 316}, {1e-114, 430, 316}, {1e-113, 428, 314}, {1e-112, 424, 311}, {1e-111, 421, 310}, {1e-110, 417, 307}, {1e-109, 414, 304}, {1e-108, 411, 303}, {1e-107, 407, 300}, {1e-106, 405, 298}, {1e-105, 401, 295}, {1e-104, 398, 293}, {1e-103, 395, 291}, {1e-102, 391, 288}, {1e-101, 388, 287}, {1e-100, 381, 281}, {1e-99, 380, 281}, {1e-98, 378, 279}, {1e-97, 375, 278}, {1e-96, 370, 273}, {1e-95, 368, 272}, {1e-94, 364, 269}, {1e-93, 360, 266}, {1e-92, 358, 265}, {1e-91, 355, 264}, {1e-90, 351, 260}, {1e-89, 348, 259}, {1e-88, 345, 256}, {1e-87, 342, 255}, {1e-86, 338, 252}, {1e-85, 334, 248}, {1e-84, 328, 244}, {1e-83, 327, 244}, {1e-82, 320, 237}, {1e-81, 319, 237}, {1e-80, 318, 237}, {1e-79, 313, 233}, {1e-78, 312, 233}, {1e-77, 306, 228}, {1e-76, 305, 228}, {1e-75, 299, 223}, {1e-74, 298, 223}, {1e-73, 295, 221}, {1e-72, 291, 218}, {1e-71, 287, 215}, {1e-70, 285, 214}, {1e-69, 280, 210}, {1e-68, 278, 210}, {1e-67, 275, 207}, {1e-66, 271, 204}, {1e-65, 268, 202}, {1e-64, 265, 200}, {1e-63, 262, 199}, {1e-62, 255, 193}, {1e-61, 254, 193}, {1e-60, 251, 190}, {1e-59, 245, 186}, {1e-58, 244, 186}, {1e-57, 242, 184}, {1e-56, 238, 182}, {1e-55, 235, 179}, {1e-54, 230, 176}, {1e-53, 229, 176}, {1e-52, 221, 169}, {1e-51, 220, 169}, {1e-50, 219, 169}, {1e-49, 215, 165}, {1e-48, 209, 160}, {1e-47, 208, 160}, {1e-46, 205, 159}, {1e-45, 202, 156}, {1e-44, 199, 154}, {1e-43, 195, 152}, {1e-42, 192, 150}, {1e-41, 189, 148}, {1e-40, 183, 142}, {1e-39, 182, 142}, {1e-38, 177, 138}, {1e-37, 175, 138}, {1e-36, 171, 134}, {1e-35, 169, 134}, {1e-34, 165, 130}, {1e-33, 160, 127}, {1e-32, 159, 127}, {1e-31, 148, 117}, {1e-30, 147, 117}, {1e-29, 149, 119}, {1e-28, 146, 117}, {1e-27, 138, 111}, {1e-26, 137, 111}, {1e-25, 136, 111}, {1e-24, 132, 107}, {1e-23, 129, 105}, {1e-22, 125, 103}, {1e-21, 122, 100}, {1e-20, 119, 98}, {1e-19, 114, 94}, {1e-18, 110, 92}, {1e-17, 109, 92}, {1e-16, 104, 87}, {1e-15, 101, 86}, {1e-14, 99, 84}, {1e-13, 95, 82}, {1e-12, 92, 79}, {1e-11, 89, 77}, {1e-10, 86, 76}, {1e-9, 82, 73}, {1e-8, 78, 70}, {1e-7, 73, 65}, {1e-6, 72, 65}, {1e-5, 69, 64}, {1e-4, 66, 62}, {1e-3, 60, 57}, {1e-2, 59, 57}, {1e-1, 55, 54}, {1e0, 0, 0}, {1e1, 0, 0}, {1e2, 0, 0}, {1e3, 0, 0}, {1e4, 0, 0}, {1e5, 0, 0}, {1e6, 0, 0}, {1e7, 0, 0}, {1e8, 0, 0}, {1e9, 0, 0}, {1e10, 0, 0}, {1e11, 0, 0}, {1e12, 0, 0}, {1e13, 0, 0}, {1e14, 0, 0}, {1e15, 0, 0}, {1e16, 0, 0}, {1e17, 0, 0}, {1e18, 0, 0}, {1e19, 0, 0}, {1e20, 0, 0}, {1e21, 0, 0}, {1e22, 0, 0}, {1e23, 0, 22}, {1e24, 0, 23}, {1e25, 0, 25}, {1e26, 0, 26}, {1e27, 0, 27}, {1e28, 0, 27}, {1e29, 0, 28}, {1e30, 0, 30}, {1e31, 0, 30}, {1e32, 0, 32}, {1e33, 0, 32}, {1e34, 0, 32}, {1e35, 0, 34}, {1e36, 0, 36}, {1e37, 0, 36}, {1e38, 0, 37}, {1e39, 0, 38}, {1e40, 0, 40}, {1e41, 0, 41}, {1e42, 0, 42}, {1e43, 0, 43}, {1e44, 0, 44}, {1e45, 0, 44}, {1e46, 0, 45}, {1e47, 0, 47}, {1e48, 0, 47}, {1e49, 0, 48}, {1e50, 0, 49}, {1e51, 0, 50}, {1e52, 0, 50}, {1e53, 0, 50}, {1e54, 0, 54}, {1e55, 0, 55}, {1e56, 0, 56}, {1e57, 0, 57}, {1e58, 0, 57}, {1e59, 0, 58}, {1e60, 0, 59}, {1e61, 0, 59}, {1e62, 0, 62}, {1e63, 0, 63}, {1e64, 0, 64}, {1e65, 0, 64}, {1e66, 0, 65}, {1e67, 0, 66}, {1e68, 0, 67}, {1e69, 0, 68}, {1e70, 0, 68}, {1e71, 0, 71}, {1e72, 0, 71}, {1e73, 0, 72}, {1e74, 0, 73}, {1e75, 0, 74}, {1e76, 0, 76}, {1e77, 0, 76}, {1e78, 0, 78}, {1e79, 0, 78}, {1e80, 0, 80}, {1e81, 0, 80}, {1e82, 0, 81}, {1e83, 0, 83}, {1e84, 0, 84}, {1e85, 0, 85}, {1e86, 0, 85}, {1e87, 0, 86}, {1e88, 0, 86}, {1e89, 0, 88}, {1e90, 0, 89}, {1e91, 0, 90}, {1e92, 0, 92}, {1e93, 0, 92}, {1e94, 0, 94}, {1e95, 0, 94}, {1e96, 0, 96}, {1e97, 0, 97}, {1e98, 0, 97}, {1e99, 0, 98}, {1e100, 0, 100}, {1e101, 0, 100}, {1e102, 0, 100}, {1e103, 0, 103}, {1e104, 0, 103}, {1e105, 0, 104}, {1e106, 0, 106}, {1e107, 0, 106}, {1e108, 0, 108}, {1e109, 0, 108}, {1e110, 0, 110}, {1e111, 0, 110}, {1e112, 0, 111}, {1e113, 0, 113}, {1e114, 0, 113}, {1e115, 0, 113}, {1e116, 0, 113}, {1e117, 0, 117}, {1e118, 0, 117}, {1e119, 0, 118}, {1e120, 0, 119}, {1e121, 0, 121}, {1e122, 0, 122}, {1e123, 0, 122}, {1e124, 0, 123}, {1e125, 0, 124}, {1e126, 0, 124}, {1e127, 0, 126}, {1e128, 0, 126}, {1e129, 0, 128}, {1e130, 0, 130}, {1e131, 0, 130}, {1e132, 0, 131}, {1e133, 0, 133}, {1e134, 0, 133}, {1e135, 0, 134}, {1e136, 0, 136}, {1e137, 0, 137}, {1e138, 0, 137}, {1e139, 0, 137}, {1e140, 0, 140}, {1e141, 0, 141}, {1e142, 0, 142}, {1e143, 0, 143}, {1e144, 0, 143}, {1e145, 0, 144}, {1e146, 0, 145}, {1e147, 0, 146}, {1e148, 0, 148}, {1e149, 0, 148}, {1e150, 0, 149}, {1e151, 0, 151}, {1e152, 0, 152}, {1e153, 0, 152}, {1e154, 0, 154}, {1e155, 0, 155}, {1e156, 0, 155}, {1e157, 0, 155}, {1e158, 0, 157}, {1e159, 0, 158}, {1e160, 0, 160}, {1e161, 0, 161}, {1e162, 0, 161}, {1e163, 0, 161}, {1e164, 0, 164}, {1e165, 0, 164}, {1e166, 0, 165}, {1e167, 0, 167}, {1e168, 0, 167}, {1e169, 0, 167}, {1e170, 0, 170}, {1e171, 0, 170}, {1e172, 0, 172}, {1e173, 0, 173}, {1e174, 0, 174}, {1e175, 0, 174}, {1e176, 0, 176}, {1e177, 0, 176}, {1e178, 0, 178}, {1e179, 0, 178}, {1e180, 0, 180}, {1e181, 0, 180}, {1e182, 0, 182}, {1e183, 0, 182}, {1e184, 0, 184}, {1e185, 0, 184}, {1e186, 0, 184}, {1e187, 0, 186}, {1e188, 0, 188}, {1e189, 0, 188}, {1e190, 0, 190}, {1e191, 0, 190}, {1e192, 0, 192}, {1e193, 0, 193}, {1e194, 0, 193}, {1e195, 0, 194}, {1e196, 0, 195}, {1e197, 0, 195}, {1e198, 0, 198}, {1e199, 0, 199}, {1e200, 0, 199}, {1e201, 0, 201}, {1e202, 0, 200}, {1e203, 0, 202}, {1e204, 0, 202}, {1e205, 0, 205}, {1e206, 0, 206}, {1e207, 0, 206}, {1e208, 0, 207}, {1e209, 0, 209}, {1e210, 0, 209}, {1e211, 0, 210}, {1e212, 0, 211}, {1e213, 0, 212}, {1e214, 0, 213}, {1e215, 0, 214}, {1e216, 0, 216}, {1e217, 0, 216}, {1e218, 0, 217}, {1e219, 0, 218}, {1e220, 0, 219}, {1e221, 0, 221}, {1e222, 0, 221}, {1e223, 0, 221}, {1e224, 0, 223}, {1e225, 0, 224}, {1e226, 0, 225}, {1e227, 0, 225}, {1e228, 0, 227}, {1e229, 0, 228}, {1e230, 0, 230}, {1e231, 0, 231}, {1e232, 0, 231}, {1e233, 0, 232}, {1e234, 0, 234}, {1e235, 0, 235}, {1e236, 0, 235}, {1e237, 0, 235}, {1e238, 0, 238}, {1e239, 0, 238}, {1e240, 0, 240}, {1e241, 0, 241}, {1e242, 0, 241}, {1e243, 0, 243}, {1e244, 0, 243}, {1e245, 0, 245}, {1e246, 0, 246}, {1e247, 0, 246}, {1e248, 0, 248}, {1e249, 0, 247}, {1e250, 0, 247}, {1e251, 0, 251}, {1e252, 0, 252}, {1e253, 0, 252}, {1e254, 0, 252}, {1e255, 0, 254}, {1e256, 0, 256}, {1e257, 0, 256}, {1e258, 0, 258}, {1e259, 0, 258}, {1e260, 0, 260}, {1e261, 0, 258}, {1e262, 0, 262}, {1e263, 0, 262}, {1e264, 0, 264}, {1e265, 0, 265}, {1e266, 0, 266}, {1e267, 0, 266}, {1e268, 0, 266}, {1e269, 0, 269}, {1e270, 0, 269}, {1e271, 0, 270}, {1e272, 0, 272}, {1e273, 0, 272}, {1e274, 0, 273}, {1e275, 0, 274}, {1e276, 0, 276}, {1e277, 0, 277}, {1e278, 0, 277}, {1e279, 0, 279}, {1e280, 0, 280}, {1e281, 0, 280}, {1e282, 0, 280}, {1e283, 0, 282}, {1e284, 0, 284}, {1e285, 0, 284}, {1e286, 0, 286}, {1e287, 0, 287}, {1e288, 0, 288}, {1e289, 0, 289}, {1e290, 0, 289}, {1e291, 0, 290}, {1e292, 0, 292}, {1e293, 0, 292}, {1e294, 0, 294}, {1e295, 0, 294}, {1e296, 0, 294}, {1e297, 0, 297}, {1e298, 0, 297}, {1e299, 0, 299}, {1e300, 0, 299}, {1e301, 0, 299}, {1e302, 0, 302}, {1e303, 0, 303}, {1e304, 0, 303}, {1e305, 0, 303}, {1e306, 0, 306}, {1e307, 0, 306}, {1e308, 0, 308}, ] of _ # These values test every binary exponent (which would be more obvious with hexfloats). # The mantissas were randomly generated. ALL_BINARY_EXPONENTS = [ {8.667315560151837e-309, 1074, 765}, {3.402496288854889e-308, 1072, 764}, {5.674095874064163e-308, 1068, 760}, {1.5540526173622352e-307, 1072, 765}, {1.990320005135143e-307, 1071, 764}, {5.107418539046847e-307, 1070, 763}, {9.580341507134765e-307, 1068, 761}, {2.7686246461533843e-306, 1067, 761}, {4.123539674247709e-306, 1066, 760}, {1.0292523314007669e-305, 1065, 760}, {1.869562966771459e-305, 1065, 760}, {2.83258275754601e-305, 1063, 758}, {6.143575467580988e-305, 1061, 756}, {1.4317575812076783e-304, 1062, 758}, {1.8736954404407843e-304, 1061, 757}, {3.8678085703767116e-304, 1060, 756}, {7.635297514304952e-304, 1058, 754}, {1.9931833457401843e-303, 1056, 753}, {5.7104439440441904e-303, 1057, 754}, {5.845773229837182e-303, 1056, 753}, {1.6446596413123796e-302, 1054, 752}, {3.571334515579776e-302, 1054, 752}, {5.226450761688444e-302, 1053, 751}, {1.0747997253788843e-301, 1051, 750}, {1.90892926200005e-301, 1051, 750}, {6.786272682763782e-301, 1047, 746}, {1.2172372613102281e-300, 1044, 744}, {1.7966676643662128e-300, 1042, 742}, {5.462819694528703e-300, 1047, 747}, {6.961706248722051e-300, 1043, 743}, {1.5112507155402445e-299, 1045, 746}, {2.673980873749012e-299, 1044, 745}, {8.503369157355244e-299, 1043, 744}, {1.3233106901096892e-298, 1042, 744}, {2.129178977672023e-298, 1041, 743}, {4.178648615235546e-298, 1036, 738}, {9.216189377840373e-298, 1038, 740}, {2.0166542228894894e-297, 1036, 739}, {3.5449747515908894e-297, 1034, 737}, {8.064939085743458e-297, 1036, 739}, {2.1182119864764602e-296, 1035, 739}, {3.820427653349436e-296, 1034, 738}, {9.166969936802109e-296, 1033, 737}, {1.0587007370833377e-295, 1031, 736}, {2.5617734189585968e-295, 1030, 735}, {6.117667163341597e-295, 1030, 735}, {1.2442918509206014e-294, 1028, 734}, {3.100051235126117e-294, 1027, 733}, {5.514599643126014e-294, 1026, 732}, {8.019518080011996e-294, 1025, 731}, {2.2148549407571022e-293, 1022, 729}, {4.20911452464387e-293, 1024, 731}, {6.673970944986261e-293, 1022, 729}, {1.746546364023377e-292, 1021, 729}, {2.5532945426002905e-292, 1021, 729}, {7.167199051004838e-292, 1020, 728}, {1.4331413352279302e-291, 1018, 727}, {1.6537479214140957e-291, 1018, 727}, {4.290843909020547e-291, 1017, 726}, {9.634563122144926e-291, 1014, 723}, {2.1086057222075156e-290, 1010, 720}, {3.4206800637910767e-290, 1013, 723}, {6.629016758967737e-290, 1013, 723}, {1.352094685757577e-289, 1011, 722}, {3.065153212531983e-289, 1011, 722}, {5.074022975467963e-289, 1006, 717}, {1.5066401531008766e-288, 1009, 721}, {2.8015937941494583e-288, 1008, 720}, {5.38303645298669e-288, 1007, 719}, {8.441234238050258e-288, 1006, 718}, {1.7229963037415354e-287, 1004, 717}, {4.998022788892795e-287, 1004, 717}, {8.728697912491584e-287, 1003, 716}, {1.9042271010497776e-286, 1002, 716}, {2.9003728382951163e-286, 1000, 714}, {6.030230011480532e-286, 999, 713}, {1.2707290656410452e-285, 997, 712}, {3.3470583063356332e-285, 998, 713}, {6.5966578537292035e-285, 997, 712}, 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{6.554057728282088e+299, 0, 299}, {8.318933161474208e+299, 0, 299}, {1.3614082701057758e+300, 0, 300}, {5.35086581101499e+300, 0, 300}, {8.494089296675853e+300, 0, 299}, {1.0890134027784214e+301, 0, 301}, {2.358927877102592e+301, 0, 301}, {8.117690363105265e+301, 0, 301}, {9.341511426794588e+301, 0, 301}, {2.64210043201936e+302, 0, 302}, {6.847933389378864e+302, 0, 302}, {1.1002556200184007e+303, 0, 303}, {2.5611530892094995e+303, 0, 303}, {5.076344585537476e+303, 0, 303}, {8.304487832500949e+303, 0, 303}, {1.1230804446665463e+304, 0, 304}, {4.2777559220816043e+304, 0, 304}, {6.283260967439312e+304, 0, 304}, {1.3747215164191865e+305, 0, 305}, {3.3096929273918684e+305, 0, 305}, {6.171133478197849e+305, 0, 305}, {1.2292521010494213e+306, 0, 306}, {2.2862202954633178e+306, 0, 305}, {3.5065941308845355e+306, 0, 306}, {1.0940422247589228e+307, 0, 307}, {2.0068458193014486e+307, 0, 306}, {2.7914963723745636e+307, 0, 307}, {6.123699292104195e+307, 0, 307}, {1.7026387749989901e+308, 0, 308}, ] of _ # For brevity, we avoid testing all possible combinations of P and X. Instead, we test: # * All values of P where some X can be affected by rounding. (For double, this is [1, 15].) # * P == 25, which is arbitrary. # * P == numeric_limits::max_exponent10 + 1. This selects fixed notation for numeric_limits::max(), # so it's the largest interesting value of P. # * Finally, we test the transitions around X == P - 1, ensuring that we can recognize every value of X. GEN_TRANSITIONS = [ {"0x1.8e757928e0c9dp-14", 1, "9e-5"}, {"0x1.8e757928e0c9ep-14", 1, "0.0001"}, {"0x1.f212d77318fc5p-11", 1, "0.0009"}, {"0x1.f212d77318fc6p-11", 1, "0.001"}, {"0x1.374bc6a7ef9dbp-7", 1, "0.009"}, {"0x1.374bc6a7ef9dcp-7", 1, "0.01"}, {"0x1.851eb851eb851p-4", 1, "0.09"}, {"0x1.851eb851eb852p-4", 1, "0.1"}, {"0x1.e666666666666p-1", 1, "0.9"}, {"0x1.e666666666667p-1", 1, "1"}, {"0x1.2ffffffffffffp+3", 1, "9"}, {"0x1.3000000000000p+3", 1, "1e+1"}, {"0x1.a1554fbdad751p-14", 2, "9.9e-5"}, {"0x1.a1554fbdad752p-14", 2, "0.0001"}, {"0x1.04d551d68c692p-10", 2, "0.00099"}, {"0x1.04d551d68c693p-10", 2, "0.001"}, {"0x1.460aa64c2f837p-7", 2, "0.0099"}, {"0x1.460aa64c2f838p-7", 2, "0.01"}, {"0x1.978d4fdf3b645p-4", 2, "0.099"}, {"0x1.978d4fdf3b646p-4", 2, "0.1"}, {"0x1.fd70a3d70a3d7p-1", 2, "0.99"}, {"0x1.fd70a3d70a3d8p-1", 2, "1"}, {"0x1.3e66666666666p+3", 2, "9.9"}, {"0x1.3e66666666667p+3", 2, "10"}, {"0x1.8dfffffffffffp+6", 2, "99"}, {"0x1.8e00000000000p+6", 2, "1e+2"}, {"0x1.a3387ecc8eb96p-14", 3, "9.99e-5"}, {"0x1.a3387ecc8eb97p-14", 3, "0.0001"}, {"0x1.06034f3fd933ep-10", 3, "0.000999"}, {"0x1.06034f3fd933fp-10", 3, "0.001"}, {"0x1.4784230fcf80dp-7", 3, "0.00999"}, {"0x1.4784230fcf80ep-7", 3, "0.01"}, {"0x1.99652bd3c3611p-4", 3, "0.0999"}, {"0x1.99652bd3c3612p-4", 3, "0.1"}, {"0x1.ffbe76c8b4395p-1", 3, "0.999"}, {"0x1.ffbe76c8b4396p-1", 3, "1"}, {"0x1.3fd70a3d70a3dp+3", 3, "9.99"}, {"0x1.3fd70a3d70a3ep+3", 3, "10"}, {"0x1.8fcccccccccccp+6", 3, "99.9"}, {"0x1.8fccccccccccdp+6", 3, "100"}, {"0x1.f3bffffffffffp+9", 3, "999"}, {"0x1.f3c0000000000p+9", 3, "1e+3"}, {"0x1.a368d04e0ba6ap-14", 4, "9.999e-5"}, {"0x1.a368d04e0ba6bp-14", 4, "0.0001"}, {"0x1.06218230c7482p-10", 4, "0.0009999"}, {"0x1.06218230c7483p-10", 4, "0.001"}, {"0x1.47a9e2bcf91a3p-7", 4, "0.009999"}, {"0x1.47a9e2bcf91a4p-7", 4, "0.01"}, {"0x1.99945b6c3760bp-4", 4, "0.09999"}, {"0x1.99945b6c3760cp-4", 4, "0.1"}, {"0x1.fff972474538ep-1", 4, "0.9999"}, {"0x1.fff972474538fp-1", 4, "1"}, {"0x1.3ffbe76c8b439p+3", 4, "9.999"}, {"0x1.3ffbe76c8b43ap+3", 4, "10"}, {"0x1.8ffae147ae147p+6", 4, "99.99"}, {"0x1.8ffae147ae148p+6", 4, "100"}, {"0x1.f3f9999999999p+9", 4, "999.9"}, {"0x1.f3f999999999ap+9", 4, "1000"}, {"0x1.387bfffffffffp+13", 4, "9999"}, {"0x1.387c000000000p+13", 4, "1e+4"}, {"0x1.a36da54164f19p-14", 5, "9.9999e-5"}, {"0x1.a36da54164f1ap-14", 5, "0.0001"}, {"0x1.06248748df16fp-10", 5, "0.00099999"}, {"0x1.06248748df170p-10", 5, "0.001"}, {"0x1.47ada91b16dcbp-7", 5, "0.0099999"}, {"0x1.47ada91b16dccp-7", 5, "0.01"}, {"0x1.99991361dc93ep-4", 5, "0.099999"}, {"0x1.99991361dc93fp-4", 5, "0.1"}, {"0x1.ffff583a53b8ep-1", 5, "0.99999"}, {"0x1.ffff583a53b8fp-1", 5, "1"}, {"0x1.3fff972474538p+3", 5, "9.9999"}, {"0x1.3fff972474539p+3", 5, "10"}, {"0x1.8fff7ced91687p+6", 5, "99.999"}, {"0x1.8fff7ced91688p+6", 5, "100"}, {"0x1.f3ff5c28f5c28p+9", 5, "999.99"}, {"0x1.f3ff5c28f5c29p+9", 5, "1000"}, {"0x1.387f999999999p+13", 5, "9999.9"}, {"0x1.387f99999999ap+13", 5, "10000"}, {"0x1.869f7ffffffffp+16", 5, "99999"}, {"0x1.869f800000000p+16", 5, "1e+5"}, {"0x1.a36e20f35445dp-14", 6, "9.99999e-5"}, {"0x1.a36e20f35445ep-14", 6, "0.0001"}, {"0x1.0624d49814abap-10", 6, "0.000999999"}, {"0x1.0624d49814abbp-10", 6, "0.001"}, {"0x1.47ae09be19d69p-7", 6, "0.00999999"}, {"0x1.47ae09be19d6ap-7", 6, "0.01"}, {"0x1.99998c2da04c3p-4", 6, "0.0999999"}, {"0x1.99998c2da04c4p-4", 6, "0.1"}, {"0x1.ffffef39085f4p-1", 6, "0.999999"}, {"0x1.ffffef39085f5p-1", 6, "1"}, {"0x1.3ffff583a53b8p+3", 6, "9.99999"}, {"0x1.3ffff583a53b9p+3", 6, "10"}, {"0x1.8ffff2e48e8a7p+6", 6, "99.9999"}, {"0x1.8ffff2e48e8a8p+6", 6, "100"}, {"0x1.f3ffef9db22d0p+9", 6, "999.999"}, {"0x1.f3ffef9db22d1p+9", 6, "1000"}, {"0x1.387ff5c28f5c2p+13", 6, "9999.99"}, {"0x1.387ff5c28f5c3p+13", 6, "10000"}, {"0x1.869ff33333333p+16", 6, "99999.9"}, {"0x1.869ff33333334p+16", 6, "100000"}, {"0x1.e847effffffffp+19", 6, "999999"}, {"0x1.e847f00000000p+19", 6, "1e+6"}, {"0x1.a36e2d51ec34bp-14", 7, "9.999999e-5"}, {"0x1.a36e2d51ec34cp-14", 7, "0.0001"}, {"0x1.0624dc5333a0ep-10", 7, "0.0009999999"}, {"0x1.0624dc5333a0fp-10", 7, "0.001"}, {"0x1.47ae136800892p-7", 7, "0.009999999"}, {"0x1.47ae136800893p-7", 7, "0.01"}, {"0x1.9999984200ab7p-4", 7, "0.09999999"}, {"0x1.9999984200ab8p-4", 7, "0.1"}, {"0x1.fffffe5280d65p-1", 7, "0.9999999"}, {"0x1.fffffe5280d66p-1", 7, "1"}, {"0x1.3ffffef39085fp+3", 7, "9.999999"}, {"0x1.3ffffef390860p+3", 7, "10"}, {"0x1.8ffffeb074a77p+6", 7, "99.99999"}, {"0x1.8ffffeb074a78p+6", 7, "100"}, {"0x1.f3fffe5c91d14p+9", 7, "999.9999"}, {"0x1.f3fffe5c91d15p+9", 7, "1000"}, {"0x1.387ffef9db22dp+13", 7, "9999.999"}, {"0x1.387ffef9db22ep+13", 7, "10000"}, {"0x1.869ffeb851eb8p+16", 7, "99999.99"}, {"0x1.869ffeb851eb9p+16", 7, "100000"}, {"0x1.e847fe6666666p+19", 7, "999999.9"}, {"0x1.e847fe6666667p+19", 7, "1000000"}, {"0x1.312cfefffffffp+23", 7, "9999999"}, {"0x1.312cff0000000p+23", 7, "1e+7"}, {"0x1.a36e2e8e94ffcp-14", 8, "9.9999999e-5"}, {"0x1.a36e2e8e94ffdp-14", 8, "0.0001"}, {"0x1.0624dd191d1fdp-10", 8, "0.00099999999"}, {"0x1.0624dd191d1fep-10", 8, "0.001"}, {"0x1.47ae145f6467dp-7", 8, "0.0099999999"}, {"0x1.47ae145f6467ep-7", 8, "0.01"}, {"0x1.999999773d81cp-4", 8, "0.099999999"}, {"0x1.999999773d81dp-4", 8, "0.1"}, {"0x1.ffffffd50ce23p-1", 8, "0.99999999"}, {"0x1.ffffffd50ce24p-1", 8, "1"}, {"0x1.3fffffe5280d6p+3", 8, "9.9999999"}, {"0x1.3fffffe5280d7p+3", 8, "10"}, {"0x1.8fffffde7210bp+6", 8, "99.999999"}, {"0x1.8fffffde7210cp+6", 8, "100"}, {"0x1.f3ffffd60e94ep+9", 8, "999.99999"}, {"0x1.f3ffffd60e94fp+9", 8, "1000"}, {"0x1.387fffe5c91d1p+13", 8, "9999.9999"}, {"0x1.387fffe5c91d2p+13", 8, "10000"}, {"0x1.869fffdf3b645p+16", 8, "99999.999"}, {"0x1.869fffdf3b646p+16", 8, "100000"}, {"0x1.e847ffd70a3d7p+19", 8, "999999.99"}, {"0x1.e847ffd70a3d8p+19", 8, "1000000"}, {"0x1.312cffe666666p+23", 8, "9999999.9"}, {"0x1.312cffe666667p+23", 8, "10000000"}, {"0x1.7d783fdffffffp+26", 8, "99999999"}, {"0x1.7d783fe000000p+26", 8, "1e+8"}, {"0x1.a36e2eae3f7a7p-14", 9, "9.99999999e-5"}, {"0x1.a36e2eae3f7a8p-14", 9, "0.0001"}, {"0x1.0624dd2ce7ac8p-10", 9, "0.000999999999"}, {"0x1.0624dd2ce7ac9p-10", 9, "0.001"}, {"0x1.47ae14782197bp-7", 9, "0.00999999999"}, {"0x1.47ae14782197cp-7", 9, "0.01"}, {"0x1.9999999629fd9p-4", 9, "0.0999999999"}, {"0x1.9999999629fdap-4", 9, "0.1"}, {"0x1.fffffffbb47d0p-1", 9, "0.999999999"}, {"0x1.fffffffbb47d1p-1", 9, "1"}, {"0x1.3ffffffd50ce2p+3", 9, "9.99999999"}, {"0x1.3ffffffd50ce3p+3", 9, "10"}, {"0x1.8ffffffca501ap+6", 9, "99.9999999"}, {"0x1.8ffffffca501bp+6", 9, "100"}, {"0x1.f3fffffbce421p+9", 9, "999.999999"}, {"0x1.f3fffffbce422p+9", 9, "1000"}, {"0x1.387ffffd60e94p+13", 9, "9999.99999"}, {"0x1.387ffffd60e95p+13", 9, "10000"}, {"0x1.869ffffcb923ap+16", 9, "99999.9999"}, {"0x1.869ffffcb923bp+16", 9, "100000"}, {"0x1.e847fffbe76c8p+19", 9, "999999.999"}, {"0x1.e847fffbe76c9p+19", 9, "1000000"}, {"0x1.312cfffd70a3dp+23", 9, "9999999.99"}, {"0x1.312cfffd70a3ep+23", 9, "10000000"}, {"0x1.7d783ffccccccp+26", 9, "99999999.9"}, {"0x1.7d783ffcccccdp+26", 9, "100000000"}, {"0x1.dcd64ffbfffffp+29", 9, "999999999"}, {"0x1.dcd64ffc00000p+29", 9, "1e+9"}, {"0x1.a36e2eb16a205p-14", 10, "9.999999999e-5"}, {"0x1.a36e2eb16a206p-14", 10, "0.0001"}, {"0x1.0624dd2ee2543p-10", 10, "0.0009999999999"}, {"0x1.0624dd2ee2544p-10", 10, "0.001"}, {"0x1.47ae147a9ae94p-7", 10, "0.009999999999"}, {"0x1.47ae147a9ae95p-7", 10, "0.01"}, {"0x1.9999999941a39p-4", 10, "0.09999999999"}, {"0x1.9999999941a3ap-4", 10, "0.1"}, {"0x1.ffffffff920c8p-1", 10, "0.9999999999"}, {"0x1.ffffffff920c9p-1", 10, "1"}, {"0x1.3fffffffbb47dp+3", 10, "9.999999999"}, {"0x1.3fffffffbb47ep+3", 10, "10"}, {"0x1.8fffffffaa19cp+6", 10, "99.99999999"}, {"0x1.8fffffffaa19dp+6", 10, "100"}, {"0x1.f3ffffff94a03p+9", 10, "999.9999999"}, {"0x1.f3ffffff94a04p+9", 10, "1000"}, {"0x1.387fffffbce42p+13", 10, "9999.999999"}, {"0x1.387fffffbce43p+13", 10, "10000"}, {"0x1.869fffffac1d2p+16", 10, "99999.99999"}, {"0x1.869fffffac1d3p+16", 10, "100000"}, {"0x1.e847ffff97247p+19", 10, "999999.9999"}, {"0x1.e847ffff97248p+19", 10, "1000000"}, {"0x1.312cffffbe76cp+23", 10, "9999999.999"}, {"0x1.312cffffbe76dp+23", 10, "10000000"}, {"0x1.7d783fffae147p+26", 10, "99999999.99"}, {"0x1.7d783fffae148p+26", 10, "100000000"}, {"0x1.dcd64fff99999p+29", 10, "999999999.9"}, {"0x1.dcd64fff9999ap+29", 10, "1000000000"}, {"0x1.2a05f1ffbffffp+33", 10, "9999999999"}, {"0x1.2a05f1ffc0000p+33", 10, "1e+10"}, {"0x1.a36e2eb1bb30fp-14", 11, "9.9999999999e-5"}, {"0x1.a36e2eb1bb310p-14", 11, "0.0001"}, {"0x1.0624dd2f14fe9p-10", 11, "0.00099999999999"}, {"0x1.0624dd2f14feap-10", 11, "0.001"}, {"0x1.47ae147ada3e3p-7", 11, "0.0099999999999"}, {"0x1.47ae147ada3e4p-7", 11, "0.01"}, {"0x1.9999999990cdcp-4", 11, "0.099999999999"}, {"0x1.9999999990cddp-4", 11, "0.1"}, {"0x1.fffffffff5014p-1", 11, "0.99999999999"}, {"0x1.fffffffff5015p-1", 11, "1"}, {"0x1.3ffffffff920cp+3", 11, "9.9999999999"}, {"0x1.3ffffffff920dp+3", 11, "10"}, {"0x1.8ffffffff768fp+6", 11, "99.999999999"}, {"0x1.8ffffffff7690p+6", 11, "100"}, {"0x1.f3fffffff5433p+9", 11, "999.99999999"}, {"0x1.f3fffffff5434p+9", 11, "1000"}, {"0x1.387ffffff94a0p+13", 11, "9999.9999999"}, {"0x1.387ffffff94a1p+13", 11, "10000"}, {"0x1.869ffffff79c8p+16", 11, "99999.999999"}, {"0x1.869ffffff79c9p+16", 11, "100000"}, {"0x1.e847fffff583ap+19", 11, "999999.99999"}, {"0x1.e847fffff583bp+19", 11, "1000000"}, {"0x1.312cfffff9724p+23", 11, "9999999.9999"}, {"0x1.312cfffff9725p+23", 11, "10000000"}, {"0x1.7d783ffff7cedp+26", 11, "99999999.999"}, {"0x1.7d783ffff7ceep+26", 11, "100000000"}, {"0x1.dcd64ffff5c28p+29", 11, "999999999.99"}, {"0x1.dcd64ffff5c29p+29", 11, "1000000000"}, {"0x1.2a05f1fff9999p+33", 11, "9999999999.9"}, {"0x1.2a05f1fff999ap+33", 11, "10000000000"}, {"0x1.74876e7ff7fffp+36", 11, "99999999999"}, {"0x1.74876e7ff8000p+36", 11, "1e+11"}, {"0x1.a36e2eb1c34c3p-14", 12, "9.99999999999e-5"}, {"0x1.a36e2eb1c34c4p-14", 12, "0.0001"}, 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