Artificial Puzzles

$\epsfig {file=/u/mlittman/papers/aaai99-solver/55A.ps,width=.45in}$ $\epsfig {file=/u/mlittman/papers/aaai99-solver/55B.ps,width=.45in}$ $\epsfig {file=/u/mlittman/papers/aaai99-solver/55D.ps,width=.45in}$ $\epsfig {file=/u/mlittman/papers/aaai99-solver/55C.ps,width=.45in}$ $\epsfig {file=/u/mlittman/papers/aaai99-solver/55E.ps,width=.45in}$ $\epsfig {file=/u/mlittman/papers/aaai99-solver/55F.ps,width=.45in}$

A B C D E F

For example: 1A: 001 (.33), 000 (.29) 110 (.15), 110 (.23)

$\mbox{\rm \char93 solns}$ _P(maxP) _Q(maxQ) $\frac{Q(maxP)}{Q(maxQ)}$ $\frac{Q(maxQ_{100})}{Q(maxQ)}$

A: 32846 .004 1.815 .854 .994

B: 7930.8 .014 2.555 .921 .991

C: 2110.2 .033 3.459 .925 .992

D: 2025.4 .034 3.546 .940 .994

E: 520.9 .079 4.567 .961 .992

F: 131.1 .167 5.894 .980 .993

$\mbox{\rm \char93 solns}$	_P(maxP)	_Q(maxQ)	$\frac{Q(maxP)}{Q(maxQ)}$	$\frac{Q(maxQ_{100})}{Q(maxQ)}$
A: 32846	.004	1.815	.854	.994
B: 7930.8	.014	2.555	.921	.991
C: 2110.2	.033	3.459	.925	.992
D: 2025.4	.034	3.546	.940	.994
E: 520.9	.079	4.567	.961	.992
F: 131.1	.167	5.894	.980	.993