Great! Thank you! Looks very good. Now we need to proof just the remaining cases 7 < n < 64 and 64 < n < 192 (I did n=7 by hand in the meantime, too). should be easy to automate. But maybe it is more interesting to think about what other interesting facts we can find? How many places are at least blocked for k >= n points? is there a number k < n which also does not work without blocking something?
Adrian Riskin :anarchoheart2: (npub1l27…zpk4)
benni
npub195…r2d07
2024-09-08 06:36:55 UTC
in reply to nevent1q…27cv
Author Public Key
npub1952x9gpr09xnkcphzcunwqzp8uw80pjsgdxtdf7wtjhgs747ca5syr2d07Published at
2024-09-08 06:36:55 UTCEvent JSON
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"content": "Great! Thank you! Looks very good. Now we need to proof just the remaining cases 7 \u003c n \u003c 64 and 64 \u003c n \u003c 192 (I did n=7 by hand in the meantime, too). should be easy to automate. But maybe it is more interesting to think about what other interesting facts we can find? How many places are at least blocked for k \u003e= n points? is there a number k \u003c n which also does not work without blocking something?\n nostr:npub1l27xdy4pns8r4ueexkd3wdy8dm64z2uqhqme4h8ee4e6rlpp228svgzpk4",
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