tag:blogger.com,1999:blog-9124539381685751273.post388065623438775785..comments2023-06-19T04:35:06.263-07:00Comments on Skeptic's Play: Acute dissectionsmillerhttp://www.blogger.com/profile/05990852054891771988noreply@blogger.comBlogger4125tag:blogger.com,1999:blog-9124539381685751273.post-4214879864247226422010-11-09T14:33:15.887-08:002010-11-09T14:33:15.887-08:00Damn, you're right. Shows my competence with ...Damn, you're right. Shows my competence with geometry!<br /><br />Reminds me of multivariable, actually. Setting up the problem often depended on applying "geometric intuition," and I always sucked at that. I tried to prove that the setup was correct instead, which was very time-consumingdrransomnoreply@blogger.comtag:blogger.com,1999:blog-9124539381685751273.post-58900156938061637222010-11-09T03:30:33.400-08:002010-11-09T03:30:33.400-08:00Triangel: 7
Square: 8Triangel: 7<br />Square: 8Eduardhttp://baumannatmcnet.chnoreply@blogger.comtag:blogger.com,1999:blog-9124539381685751273.post-3790889334280032772010-11-08T21:30:45.153-08:002010-11-08T21:30:45.153-08:00That just means that there can't be a cut all ...That just means that there can't be a cut all the way through the line of symmetry. It could still be symmetric.millerhttps://www.blogger.com/profile/05990852054891771988noreply@blogger.comtag:blogger.com,1999:blog-9124539381685751273.post-77761455977557722822010-11-08T20:36:44.054-08:002010-11-08T20:36:44.054-08:00As is usual with your puzzles, it's harder tha...As is usual with your puzzles, it's harder than it sounds. I've figured out that any solution must be asymmetric across the line of symmetry (otherwise it's recursive) but where to go from there is the tricky part.drransom (aka toillE)noreply@blogger.com