Pentominoes ''Puzzle shapes to make you think'' by John Millington

By John Millington

For those who take 5 squares of an identical dimension and sign up for them part to part, the ensuing form is named a pentomino. There are 12 varied pentominoes and the variety of styles you may make with them is huge. It exhibits a few of the probabilities, and poses a few difficulties.

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322 - 11 -page II 36 7 I c 439 . , I I A- 24 51 I 42 W U. 5 43 M EL 44 45 Ibr 46 it 475EL 48 4L k 54 a S k Ih- 5. 56 49 lk pages 12 & 13 M -IJ 58 pages 14 & 15 - - 25 SOLUTIONS 68 F 5 m 70 m m ELT t LL L1 HH6J 69 j 80t 75@ 82 m V 83E E 71~ 72 L - X ~78; S 8 IN 1j f 737 866]JAgJ 74 pages 20 & 2 I Fe 87C7 90 M YI 8 38 o 4 X MI I' 90 R 9 2pe S 8 page 22 26 X 'A9 X 94 E 1 1j C( VA I~ A A LUJ t, LUI LU A PENTOMINO FACTS - F N L P T U v W X Y z IT S NUMBER OF SIDES PERIMETER ICD 12 4 12 OPEN BOX WHEN FOLDED NUMBER OF DIFFERENT POSITIONS PAGE 6 NUMBER OF LINES OF SYMMETRY PAGE 6 TURNING SYMMETRY PAGE 6 (a (o 129 10 (2 v v 19 2 0 2 8 tz 4 l0 12.

V. I? 4 0 0 o 0 0 2 0 0 NUMBER OF SQUARES ON THE BORDER OF THE RECTANGLE 4- 4 :2- MAXIMUM AT A CORNER 3 | Fr L I |F I L N p P 0 lz v L17 4 0 2 PAGE 4,5 I PAGE 16 & 17 I 2. 2- 3 12 0 I&Akh, T T fl 0 2 2 VI L1 0 Aa o NUMBER OF SQUARES ON THE BORDER OF JAGGED-EDGED SHAPES MAXIMUM ALONG A SIDE 12.

2- 3 12 0 I&Akh, T T fl 0 2 2 VI L1 0 Aa o NUMBER OF SQUARES ON THE BORDER OF JAGGED-EDGED SHAPES MAXIMUM ALONG A SIDE 12.

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