Havard wrote:I guess the thing about this that differs most from "public opinion" is the definiton I use for a "fin". My definition is: After you have covered a fish with N sectors with N other sectors, you are left with some candidates, these are concidered "fins" The rule that will always apply to fins are then that: any candidates that are part of any of the covering sectors, but not part of the basis sectors, that can see all the fins, can be eliminated This POV will then be completly in line with what was concidered "fins" in the early fishes, but will IMO be more flexible to deal with the more complex sea-creatures that we are facing.
Intersting, this should provide some thoughts for discussion, but just to make things clearer to me, could you show The N sectors & the N covering sectors for this fish....
- Code: Select all
*-----------------------------------------------------------------*
| 5 9 68 | 1 *48 7 | 346 *348 2 |
| 3 2 68 | 568 9 456 | 46 1 7 |
| 4 1 7 | 268 3 26 | 5 9 68 |
|---------------------+---------------------+---------------------|
| 2 367 19 | 35689 58 13569 | 367 3578 4 |
| 16 #346 5 | 2368 7 12346 | 9 38 68 |
| 8 *3467 -49 | 3569 *45 34569 | 2 357 1 |
|---------------------+---------------------+---------------------|
| 69 *46 2 | 379 1 39 | 8 *47 5 |
| 19 8 14 | 579 6 59 | 47 2 3 |
| 7 5 3 | 4 2 8 | 1 6 9 |
*-----------------------------------------------------------------*
Eliminating 4 From r6c3 (Finned Swordfish in Columns 258 with 1 fin in Box 4)
tarek