urhegyi wrote:How would I write a samurai definition in JigsawExplainer with a mixture of types?
How can I mark the grids that have the x-property. So in my last example I have 2 jigsaws , one normal grid and 2 grids with diagonals. Do I have to let any line be followed by an encoding of the type?
Can I write something like:
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.72...9...8....3.2........8......1.626..14......3.......91.....7...6.......7..... 111222333111222333111222333444555666444555666444555666777888999777888999777888999 JSX
..7...42.9.5....3.3........8.1.........34..19.....9........57......1...3.....2... 111222333111122333141222333444525666445555566444585666777888969777889999777888999 JS
...8.6.......5.............9.7...8.5.4.....6.5.6...9.3.............7.......5.9... 111222333111222333111222333444555666444555666444555666777888999777888999777888999 JS
...4.....1...7......85........3.....53..67.........5.3........1.1....7.9.27...9.. 112444333122444333112544333122554889112555899122655889777665899777666889777666899 JS
.....4.......3...7.....14.......2......91..289.8......2........6.3....9...5...31. 111222333111222333111222333444555666444555666444555666777888999777888999777888999 JSX
Note that the jigsaw pieces in grid 3 are exactly the normal boxes. Was that the intention??
Input for SiSeSuSo can be:
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#5//B4,XJS/N4,JS/H16,JS/B28,JS/N28,XJS
.72...9...8....3.2........8......1.626..14......3.......91.....7...6.......7.....
111222333111222333111222333444555666444555666444555666777888999777888999777888999
..7...42.9.5....3.3........8.1.........34..19.....9........57......1...3.....2...
111222333111122333141222333444525666445555566444585666777888969777889999777888999
...8.6.......5.............9.7...8.5.4.....6.5.6...9.3.............7.......5.9...
111222333111222333111222333444555666444555666444555666777888999777888999777888999
...4.....1...7......85........3.....53..67.........5.3........1.1....7.9.27...9..
112444333122444333112544333122554889112555899122655889777665899777666889777666899
.....4.......3...7.....14.......2......91..289.8......2........6.3....9...5...31.
111222333111222333111222333444555666444555666444555666777888999777888999777888999
Solved with basic methods and 4 Turbot fishes in grid 5
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Eliminated candidates per Method and per Sudoku
Method \ Sudoku | SER | 1 2 3 4 5
|-------|------------------------------
Not counted elims | 0 | 159 152 102 125 112
Naked Singles | 0.1 | 47 50 27 34 32
Hidden Singles | 0.2 | 45 32 68 84 75
Naked Single [1] | 2.5 | 0 4 6 0 19
Naked Pair [2] | 3 | 0 0 7 0 12
Hidden Pair [7] | 3.4 | 0 11 0 0 0
Locked Singles[2] | 2.8 | 19 17 5 27 0
Turbot-fish [4] | 4.2 | 0 0 0 0 4
|-------|------------------------------
Eliminated Cand's | 1275 | 270 266 215 270 254
Sum(SER * Cand's) | 453.9 | 66.9 106.4 66.3 95.8 118.5
Initial Candidates : 1275
Maximum SER rating : 4.2 - Approach
Labour rating : 453.9 - Experimental rating
In grid 5 the next Turbot fish where discovered, the first 3 are using the diagonal:
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X-Chain [4] (2) g5r3c3=r9c9-r9c4=r8c5 => (-2)g5r3c5 |
Skyscraper (2) g5r3c4=r3c3-r9c9=r9c4 => (-2)g5r1c4 |
Turbot Crane (6) g5r3c3=r9c9-r7c9=r7c5 => (-6)g5r3c5 |
Skyscraper (6) g5r3c4=r3c3-r1c3=r1c4 => (-6)g5r9c4
A Turbot fish is always an X-chain of length 4.