by David P Bird » Wed Jul 25, 2012 11:51 pm
The first and last of these puzzle have multi-fish eliminations with identical cover sets. I thought they were listed in decreasing order of potential eliminations, so I wonder how they evaluate so differently.
9..8..7...8..6......5..4...6...8.....3.9..6....2....1..7..3.9....1.....4.....2.5.;34189;11.30;11.30;9.40;GP;12_05;10
(1245)Shark:r3689,c36789
Home Set Min Truths = 8 + 2 more in c7, Away Set Max Truths = 10 (Adjusted Balance)
=> Home r3c89, r6c69, r8c68, r9c39 <> 1245
=> Away r1c2, r2c14, r4c24, r5c15, r7c14 <> 36789
22 Candidates, 17 Cells (No eliminations possible in c7 but two of the home cells must be true and two must be false)
98.7..6..7...9......5..4...6...7.....3..8.9.......2.5..7..3.8....1....2.........4;41106;10.90;10.90;9.80;GP;12_07;4
(1245)Shark:r3689,c36789
Home Set Min Truths = 7 + 2 more in c7, Away Set Max Truths = 9 (Adjusted Balance)
=> Home r3c89, r6c39, r8c69, r9c368 <> 1245
=> Away r2c24, r4c24, r5c4, r7c4 <> 36789
21 Candidates 15 Cells (No eliminations possible in c7 but two of the home cells must be true and two must be false)
( (1245) becomes a naked quad c4, and (39) becomes a hidden pair in b5 producing (6789) naked quad in b8)
ronk, if you can spare the time, please would you check if Xsudo can arrive at the same eliminations?
(daj I'm pretty sure that templates will get most or all of them but that's only of secondary interest to me.)