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Routine boring race cube..does AtS matter much here?

Posted By: Chuck Bower
Date: Friday, 25 March 2011, at 8:05 p.m.

In Response To: Routine boring race cube..does AtS matter much here? (neilkaz)

Ward+Kleinman SHOULD work here.

No adjustment for Beige. For Brown, subtract 1 of the extra point covered (compared to Beige) and add 4 because of the two extra checkers to be borne off (compared to Beige). So the Ward-adjusted count is 53 to 63.

Now use Kleinman's D^2/S = (63 - 53 + 4)^2 / (63 + 53 - 4) = 14^2/112 = 196/112 = 1 + 84/112 = 1.75. A KC of 1.4 corresponds to 80% cgwc. 2.0 corresponds to 84% cgwc. Interpolation gives Beige a bit over 82% cgwc.

So it's a pass for $.

I'm not nearly sharp enough right now to do the full Meq calc. in my head. I'm thinking 'pass', so that's my OtB action. (I'll do a BoE later and repost if it's a take. :)

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