great! thanks Adrian Riskin :anarchoheart2: (npub1l27…zpk4) it even works at my 19 x 19 Go-Board 👍 (and in general of course).
I think we know now everything it is to know about the original theme. It would be great if we could use this knowledge in some sense for the real no-three-in-a-line Problem, but currently i have not really an idea how we could achieve this.
maybe the next natural question would be: How many of the grid is at least (or at most) blocked for k points 🤔
cc Thomas Kahle (npub1hky…qd8s) (if interested?)
benni
npub195…r2d07
2024-09-11 08:55:47 UTC
in reply to nevent1q…g00f
Author Public Key
npub1952x9gpr09xnkcphzcunwqzp8uw80pjsgdxtdf7wtjhgs747ca5syr2d07Published at
2024-09-11 08:55:47 UTCEvent JSON
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"content": "great! thanks nostr:npub1l27xdy4pns8r4ueexkd3wdy8dm64z2uqhqme4h8ee4e6rlpp228svgzpk4 it even works at my 19 x 19 Go-Board 👍 (and in general of course).\n\nI think we know now everything it is to know about the original theme. It would be great if we could use this knowledge in some sense for the real no-three-in-a-line Problem, but currently i have not really an idea how we could achieve this.\n\nmaybe the next natural question would be: How many of the grid is at least (or at most) blocked for k points 🤔 \n\ncc nostr:npub1hky6a5c0tclajnm48gg8a9cattvpq2valr7w883p0gv9x9wysucsrkqd8s (if interested?)",
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