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MANIFOLD
Which numbered chairs will be chosen?
5
Ṁ1.4kṀ486
resolved Nov 10
Resolved
YES
1
Resolved
NO
2
Resolved
YES
3
Resolved
NO
4
Resolved
YES
5
Resolved
NO
6
Resolved
NO
7
Resolved
NO
8
Resolved
NO
9
Resolved
YES
10
Resolved
NO
11
Resolved
YES
12
Resolved
YES
13
Resolved
YES
14
Resolved
NO
15
Resolved
YES
16
Resolved
YES
17

So, basically, 18 people have to choose 17 "chairs", or numbers. Their goal is to pick numbers which no one else would pick.

If they pick the same chair as someone else, then I use an RNG to decide who wins the seat.

So, what numbers would have a person in them?

Resolves YES if the number has at least one person picking them, NO if otherwise.

Note: Some people may not participate. If that happens, then welp.

Here are some previous results:
With 23 numbers, 24 people:
Not picked: 6, 9, 11, 12, 14, 16, 21

Also with 23 numbers:
Not picked: 5, 10, 15, 19, 20

With 17 numbers:
Not picked: 7, 8, 12

With 15 numbers:
Not picked: 6, 8

With 14 numbers:
Not picked: 5, 10

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