I guess you could say the Kolakoski sequence is special in being the “simplest” version of such a sequence (ignoring the finite trivial case {1} xD)
replyYou are still choosing random numbers here. The Kolakoski sequence has zero randomness whatsoever.
replyDo we care similarly about the version of this that starts on 2?
reply2, 2, 1, 1, 2, 1, 2...
2, 2, 1, 1,
Again no randomness. Just a variant of the above and trivial to continue this.
This is just the Kolakoski sequence starting from the second term.
replyAhh that makes sense. Thank you!
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