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.2...1...3...7..2...823...9..9..8..4.8.....6.4..9..3..8...974...6..1...8...6...7. #E026 5
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quasi-ER pattern through [b6]
(5) [r4c5]=[r4c78]-[r56c9]=[r12c9]
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finned Swordfish c167\r389
*-----------------------------------------------------------*
| 9 2 567 | 458 56 1 |#5678 345 357 |
| 3 145 156 | 458 7 9 |#1568 2 15 |
|*15 1457 8 | 2 3 *456 |*1567 4-5 9 |
|-------------------+-------------------+-------------------|
| 6 3 9 | 17 !25 8 |@1257 15 4 |
| 2 8 157 | 17 4 3 | 9 6 157 |
| 4 157 157 | 9 256 @56 | 3 8 1257 |
|-------------------+-------------------+-------------------|
| 8 15 2 | 35 9 7 | 4 135 6 |
| 7 6 34 | 345 1 *245 |*25 9 8 |
|*15 9 34 | 6 8 *245 |*125 7 123 |
*-----------------------------------------------------------*
However, the finned Swordfish has two exo/remote cells -- [r4c7] and [r6c6].
Here's where the combination effect comes into play. If [r4c5]<>5, then the quasi-ER pattern results in [r12c9]=5 and the elimination. If [r4c5]=5, then the exo/remote cells are cleared and the finned Swordfish performs the elimination.
Yes, setting either exo/remote cell to <5> will result in [r12c9]=5, but where's the fun in that.