Pento-Tetro-Tetrominoes
Given two tetrominoes and one pentomino, can we find a polyomino
that each of them can tile?
This page was inspired by Livio Zucca's
Pento-Tetro-Trominoes.
| 5F-4I-4L | 5F-4I-4N | 5F-4I-4Q | 5F-4I-4T | 5F-4L-4N
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| 5F-4L-4Q | 5F-4L-4T | 5F-4N-4Q | 5F-4N-4T | 5F-4Q-4T
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| 5I-4I-4L | 5I-4I-4N | 5I-4I-4Q | 5I-4I-4T | 5I-4L-4N
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| 5I-4L-4Q | 5I-4L-4T | 5I-4N-4Q | 5I-4N-4T | 5I-4Q-4T
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| 5L-4I-4L | 5L-4I-4N | 5L-4I-4Q | 5L-4I-4T | 5L-4L-4N
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| 5L-4L-4Q | 5L-4L-4T | 5L-4N-4Q | 5L-4N-4T | 5L-4Q-4T
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| 5N-4I-4L | 5N-4I-4N | 5N-4I-4Q | 5N-4I-4T | 5N-4L-4N
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| 5N-4L-4Q | 5N-4L-4T | 5N-4N-4Q | 5N-4N-4T | 5N-4Q-4T
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| 5P-4I-4L | 5P-4I-4N | 5P-4I-4Q | 5P-4I-4T | 5P-4L-4N
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| 5P-4L-4Q | 5P-4L-4T | 5P-4N-4Q | 5P-4N-4T | 5P-4Q-4T
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| 5T-4I-4L | 5T-4I-4N | 5T-4I-4Q | 5T-4I-4T | 5T-4L-4N
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| 5T-4L-4Q | 5T-4L-4T | 5T-4N-4Q | 5T-4N-4T | 5T-4Q-4T
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| 5U-4I-4L | 5U-4I-4N | 5U-4I-4Q | 5U-4I-4T | 5U-4L-4N
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| 5U-4L-4Q | 5U-4L-4T | 5U-4N-4Q | 5U-4N-4T | 5U-4Q-4T
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| 5V-4I-4L | 5V-4I-4N | 5V-4I-4Q | 5V-4I-4T | 5V-4L-4N
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| 5V-4L-4Q | 5V-4L-4T | 5V-4N-4Q | 5V-4N-4T | 5V-4Q-4T
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| 5W-4I-4L | 5W-4I-4N | 5W-4I-4Q | 5W-4I-4T | 5W-4L-4N
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| 5W-4L-4Q | 5W-4L-4T | 5W-4N-4Q | 5W-4N-4T | 5W-4Q-4T
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| 5X-4I-4L | 5X-4I-4N | 5X-4I-4Q | 5X-4I-4T | 5X-4L-4N
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| 5X-4L-4Q | 5X-4L-4T | 5X-4N-4Q | 5X-4N-4T | 5X-4Q-4T
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| 5Y-4I-4L | 5Y-4I-4N | 5Y-4I-4Q | 5Y-4I-4T | 5Y-4L-4N
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| 5Y-4L-4Q | 5Y-4L-4T | 5Y-4N-4Q | 5Y-4N-4T | 5Y-4Q-4T
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| 5Z-4I-4L | 5Z-4I-4N | 5Z-4I-4Q | 5Z-4I-4T | 5Z-4L-4N
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| 5Z-4L-4Q | 5Z-4L-4T | 5Z-4N-4Q | 5Z-4N-4T | 5Z-4Q-4T
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Last revised 2014-11-29.
Back to Multiple Compatibility
< Polyform Compatibility
< Polyform Curiosities
Col. George Sicherman
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