- Code: Select all
.-----------------------.---------------.------------------.
| 56-4 1 46 | 8 356 2 | 9 d3(4) 7 |
| 3 489 468 | 19 16 7 | c48 5 2 |
| 7 d5(8)9 2 | 59 4 39 | 6 c38 1 |
:-----------------------+---------------+------------------:
| 168-4 7 13468 | 159 135 349 | 2 18 589 |
| 9 2 13 | 6 135 8 | 135 7 4 |
| 18-4 d8(4) 5 | 7 2 349 | 138 6 89 |
:-----------------------+---------------+------------------:
| 2 458 148 | 3 9 6 | 7 14 58 |
| 58 6 9 | 4 7 1 | 58 2 3 |
| a1[4] 3 7 | 2 8 5 | b14 9 6 |
'-----------------------'---------------'------------------'
(4)r9c1 = r9c7 - (48)b3p48 = (4)r1c8,(84)r36c2 => -4 r146c1; stte
...or a variant of Cenoman's and Paolo's:
- Code: Select all
.--------------------.---------------.----------------.
| 456 1 46 | 8 356 2 | 9 34 7 |
| 3 489 *468 | 19 16 7 | 4-8 5 2 |
| 7 589 2 | 59 4 39 | 6 *38 1 |
:--------------------+---------------+----------------:
| 1468 7 *13468 | 159 135 349 | 2 *18 589 |
| 9 2 13 | 6 135 8 | 135 7 4 |
| 148 48 5 | 7 2 349 | 138 6 89 |
:--------------------+---------------+----------------:
| 2 458 *148 | 3 9 6 | 7 14 58 |
| *58 6 9 | 4 7 1 | *58 2 3 |
| 14 3 7 | 2 8 5 | 14 9 6 |
'--------------------'---------------'----------------'
Mutant 3x5-fish:
(8)R8C38\r4b7[r2c7b3] => -8 r2c7; stte
...which can be seen as either an Almost-Skyscraper or an Almost-Kite:
[(8)r3c8 = r4c8 - r4c3 = (8)r2c3] = r7c3 - r8c1 = (8)r8c7 => -8 r2c7; stte
[(8)r2c3 = r7c3 - r8c1 = (8)r8c7] = r4c3 - r4c8 = (8)r3c8 => -8 r2c7; stte
(Similarly, Paolo's Franken would be an Almost-Crane or an Almost-Skyscraper.)