The maximum shaded squares of a hitori of area A approaches A/3 (!) The maximum shaded squares of a yajilin of area A approaches A/3 (!!!!!)
@edderiofer @chaotic_iak I agree the second seems wrong. Here's my logic: http://gyazo.com/4cef4172d23ebabadc43f7493bb5c83b …. I haven't formally proven either though.
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@Jack_L_Lance@chaotic_iak I think I see the arrangement for the (2^n)+1 by (2^n)+1 Hitori now; it's similar to this: http://puzzlepicnic.com/puzzle?4567 -
@Jack_L_Lance@chaotic_iak Except, of course, with a few modifications.
End of conversation
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@Jack_L_Lance@edderiofer yes, that alone is enough to show that hitori and yajilin can get A/3 black squares at least as a limitThanks. Twitter will use this to make your timeline better. UndoUndo
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