The "RNG" is run by the Collatz conjecture (in which if the number is even, then it is divided by two, and if the number is odd, then it is multiplied by three and plus one). It will take the highest number recorded from the process and make that the"roll," thus giving us the supposedly "RNG" - Features include: Rolls, reset, top rolls, roll when rolled that top roll, animation for top roll, and stats. - In case you don't understand: The "stat shows the total number of instances that a x+ number appeared during the process. (Type "yes" into the answer box when clicking "reset" to reset) - Possible numbers found (631 rolls): 109. In which there are: - 9 numbers under 100. - 41 numbers under 1000. - 55 numbers under 10000. - 4 numbers under 100000. + 9232 at 27 rolls, 13120 at 255 rolls, 39364 at 447 rolls.
Thanks to Griffpatch for the number sprite and how it works. If you have any suggestions on how to improve the game, please leave them below in the comments. Don't spam rolls, or you won't get anything for that roll. The 2^n roll doesn't work because idk (too lazy to fix because you get that so rarely) - Possible numbers: 0, 1, 2, 4, 16, 40, 52, 64, 88, 100, 112, 136, 148, 160, 184, 196, 208, 232, 244, 256, 280, 304, 340, 352, 400, 424, 448, 472, 520, 532, 544, 592, 616, 628, 640, 688, 712, 724, 736, 784, 808, 820, 832, 868, 904, 916, 928, 952, 964, 976, 1024, 1048, 1072, 1108, 1120, 1156, 1192, 1204, 1216, 1264, 1300, 1360, 1384, 1396, 1408, 1432, 1486, 1492, 1540, 1576, 1588, 1600, 1624, 1636, 1672, 1684, 1696, 1732, 1792, 1816, 1840, 1876, 1888, 1960, 2176, 2248, 2464, 2500, 2536, 2608, 2752, 2896, 2968, 3076, 3220, 3508, 3616, 3940, 4192, 4264, 4372, 5812, 5992, 8080, 9232, 10528, 13120, 14308, 39364.
