Uploaded May 2016 | Updated September 2026, 2 hours ago

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Hey, guys, shanewolf38 here! Today I bring you a pretty cool creation: a non-repeating randomizer. This randomizer can choose from 961 different numbers, but it will never repeat them! So let's say that 325 gets chosen. That means that 325 will never come up again (until you reset the system). While it doesn't have a ton of applications, it's a pretty cool machine and does have some uses. If you enjoyed, a like would be much appreciated! :D

GamerGuppy and Onnowhere's revolutionary video:
youtube.com/watch?v=o1QheXQdJYg

Map Download: mediafire.com/download/w2pjm56phv00eii/Limiting+Randomizer%21.zip



Better Explanation of Selection:

Let’s say we have four armorstands: A, B, C, and D.

A has a Number score of 0, B a score of 1, C a score of 2, and D a score of 3

Let’s now assign BinaryN scores

So A would have a score of 1, B a score of 2, C a score of 4, and D a score of 8

Now we will give each armorstand a Random score of 15 (which is 1+2+4+8).

So now let’s select a random armorstand and make all the armorstands Binary score equal their Random score.

So every armor stand now has a Binary score of 15.

Now we have each armor stand divide it by their BinaryN score (A=1,B=2,C=4,D=8)

All of them will end up with an odd number since they’re all included.

Then we select a random one of them, let’s say C, and subtract its BinaryN score from the Random score of the one we chose originally. So 15-4=11.

Now let’s say we choose the same armor stand again.
All the armorstands’ Binary score would be set to 11.

We then divide their Binary score by their BinaryN score.
A: 11 divided by 1 = 11 = Odd
B: 11 divided by 2 = 5 = Odd
C: 11 divided by 4 = 2 = Even
D: 11 divided by 8 = 1 = Odd

So you can see, since C gets an even score, it has already been used and will not be chosen anymore.