Hi Steve,
Sudtyro2 wrote:SpAce wrote:A headless fish is instead a deadly pattern, where the fins are no longer spoilers but guardians...
Would you mind showing me exactly how you would present that DP, its guardians, and the eventual elimination in this case?
I thought I already did in my
first post. I just used a generic name "Illegal fish" but you could of course specify it as the Headless kind:
- Code: Select all
Headless Cyclopsfish (1)C3\r1 with two guardians (1r3c36):
(1)r3c3 == (1-9)r6c3 = r9c3 - (9=1)r9c8 - r9c5 = (1)r1c5 => -1 r1c1,r3c6; stte
Like a normal DP, the headless (or other illegal) fish acts as a catalyst for the derived strong link between the guardians. It has no other job, so it doesn't show up in the chain (unlike a valid fish body which must be included in the same SIS). Also, because it's not a real fish, the term "Kraken" should not be used here (unless it's a kraken type of chain; i.e. the term changes meanings). Btw, I wonder who had the bright idea of giving that term two different meanings
It should have been reserved for fishes only.
Of course none of this makes any practical sense with headless 1-fishes, because the guardians have a native strong link and we could drop the DP complication. (The same is true for any valid finned 1-fish too: the fish complication adds no value because the fish and the fins are natively linked. The principles are valid for any fish size, though, so there's nothing wrong with it either. I play along because you like to use 1-fishes for some reason. However, the exercise would be more interesting with actually useful fish sizes.)
How about connecting two remote-finned 1-fishes:
- Code: Select all
Kraken Franken Cyclopsfish (1)C3\b1+rf:r6c3; Kraken Cyclopsfish (1)C5\r1+rf:r9c5
(1)C3\b1 = (1-9)r6c3 = r9c3 - (9=1)r9c8 - r9c5 = (1)C5\r1 => -1 r1c1; stte
The chain proves that the remote fins of the two fishes have a derived weak link, so they can't both be true -- which means that at least one of the fishes must be true (ie. they have a derived strong link). The same works with different cover sets, of course:
- Code: Select all
Kraken Cyclopsfish (1)C3\r3+rf:r6c3; Kraken Franken Cyclopsfish (1)C5\b2+rf:r9c5
(1)C3\r3 = (1-9)r6c3 = r9c3 - (9=1)r9c8 - r9c5 = (1)C5\b2 => -1 r6c3; stte
With a bit more exotic fish we could avoid fins and chains altogether:
- Code: Select all
Siamese Alien Jellyfish (Rank 1):
{19C3 1C5 9N8} \ {19r9 6n3 1r1b1|1r3b2} => -1 r1c1,r6c3; stte