A set of five squares can be connected along their edges to form 12 unique shapes. You can see each of them here. This gimmick necessarily breaks some of the standard construction rules — symmetry is not possible and, because of the so-called U pentomino in the bottom left, there's an unchecked square. The 12 pentominoes can be interlocked to form rectangles of various sizes.
1 M | 2 A | 3 R | 4 S | 5 H | 6 Y | |||||||||
7 S | 8 T | 9 O | 10 R | 11 M | I | N | A | T | E | A | 12 C | 13 U | 14 P | |
15 L | A | C | K | I | N | G | S | Y | M | M | E | T | R | 16 Y |
17 A | L | C | O | A | 18 O | H | M | 19 L | O | A | M |
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20 Y | O | U | 21 R | A | I | 22 D | 23 P | I | C |
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24 S | N | L | 25 L | 26 O | A | D | E | R | 27 S | 28 I | R | A |
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29 S | T | 30 A | S | H | 31 S | I | 32 N | A | I | |||||
33 C | A | R | 34 E | 35 T | 36 Z | A | N | E | ||||||
37 P | 38 E | N | T | O | M | I | 39 N | 40 O | E | S | ||||
41 T | I | L | E | 42 B | I | G | O | X | 43 A | 44 I | 45 R | 46 S |
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47 O | N | S | 48 T | E | R | I | 49 M | O | O |
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50 O | T | I | 51 S | 52 E | T | R | E | 53 S | P | U | N |
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54 N | O | N | I | 55 N | T | E | R | L | 56 O | 57 C | K | I | N | G |
58 O | N | E | T | R | A | C | K | M | I | N | D | |||
59 A | R | E | N | A | 60 G | O | L | O | N | G | ||||
61 E | W | E | 62 A | N | T | E |
Answer summary:
6 unique to this puzzle, 1 debuted here and reused later, 1 unique to Modern Era but used previously.
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