📚 node [[braided]]
📓 garden/flancian/braided.md by @flancian ️👁 ️📝
⥅ node [[braids]] pulled by user
📓 garden/flancian/braids.md by @flancian
  • a [[game]].
    • not to be confused with [[braid]] -- which is amazing by the way.
    • Braids is a solitaire/coop game I think I may have invented :)
    • It goes like this:
      • you [[count]], from zero up.
        • I do this while meditating, but that's optional, I guess.
          • unless we're always meditating?
          • or we're entities programmed to do so.
      • as you count, you visualize the [[number]].
        • I do a version of [[box breathing]].
          • It helps me reach [[samatha]].
          • as I [[breathe in]], I count [[up]] the side of a square 👆
          • as I hold, I traverse a lateral edge ▶
          • as I [[breathe out]], I try to [[factorize]] the number if I want and I [[go down]] 👇
          • as I am yet not breathing in, I optionally rest as I [[go left]] ◀️
        • I start at [[0]] and move up according to three default rules:
          • increase the number by one
            • so after [[1]] comes [[2]]
          • increase one of its [[factors]] by one and multiply
            • this is equivalent to the above for a [[prime]], it reduces to the rule above
            • the choice can be made to encode a number by convention, like order
          • extra rules can be agreed and numbered
        • a braid is what players achieve by counting up to a certain number through different paths
      • player 0
        • 0
        • 1
        • 2
        • 3
        • 4
          • 2 2
        • 5
        • 6
          • 2 3
        • 7
        • 8
          • 2 2 2
        • 9
          • 3 3
        • 10
          • 2 5
        • 12
          • 2 2 3
        • 13
        • 14
          • 2 7
        • 15
          • 3 5
            • 3 6
        • 16
          • 2 2 2 2
        • [[17]]
        • 18
          • 2 3 3
        • 19 - player 1 - 0 - 1 - 2 - 3 - 4 - 2 2 - 5 - 6 - 2 3 - 7 - 8 - 2 2 2 - 9 - 3 3 - 10 - 2 5 - 12 - 2 2 3 - 13 - 14 - 2 7 - 15 - 3 5 - 3 6 - 18 - 2 3 3
        • 19
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