(08.12.2009, 16:13)Pyrrhon schrieb: Die Hougan-Regeln sind noch stark unvollständig. Kann sich jemand das mal ansehen?
Pyrrhon
Here is what I have recorded about the version in hougan.pdf from several years ago.
(raw translation to English by Google in April 2005)
hougan.pdf - Inclusion division - rule 1: In order the puzzle aspect, for the same sign into one block not to enter, it divides. 2: As for " the ⊃ " the sign which is included in the block the side which has closed, everything it is included displays the fact that in block the side which is opened. " = " Displays the fact that combination of the sign of block the both sides is equal. In addition, the place where the block which has these relationships contacts is indicated from first everything.
(based on the above, and including my solving notes)
1. Divide the puzzle into regions so that no letter appears more than once in a region.
2a. "⊃" [sideways "U"] indicates that the letters in one region are a subset of the letters in the other, with the open side being the containing set.
2b. "=" indicates that the sets of letters in the two regions are identical.
2c. Everywhere that these relationships exists has already been given.
Note (to 2a): "⊃" is a standard mathematical notation for a PROPER subset relationship. (meaning the sets are not equal)
Note (to 2a): the interpretation that the subset relationship indicates that the sets are not equal is probably needed for unique answers.
Note (to 2c): Apparantly this means that all boundary SEGMENTS where a relationship exists have been marked, not the regions. (if multiple segment contact is allowed between the indicated regions, then 2,3,4, and an unknown number of solutions exist to the 4 problems)