| Penrose Slitherlinks & more!
I made the Alternate Tiling Slitherlink puzzles with non-square grids to make them more interesting. My favorite are the Penrose tiles, a quasi-periodic 5-fold tiling discovered by Sir Roger Penrose (shown below).
The Altair puzzles, derived from a traditional Islamic tiling, are a bit easier.
The Laves tilings are denser, and have a lot of 6-way intersections. These are my toughest Slitherink puzzles.
NEW: Variety Slitherlinks (6 different tilings per book)
Penrose Slitherlinks
Altair Slitherlinks
Laves Slitherlinks
Snowflake Slitherlinks
NEW: Honeycomb Slitherlinks
NEW: Cairo Pentagon Slitherlinks
NEW: Snub Square Slitherlinks
Thanks to Craig Kaplan for discourse and data while I was working on these puzzles.
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