Office Applications and Entertainment, Magic Squares |
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Attachment 8.6.4 | About the Author |
Bordered Magic Squares (8 x 8)
Classic Center Squares (6 x 6)
Simple
57 14 54 13 53 10 56 3 2 20 46 17 48 49 15 63 4 21 25 41 42 22 44 61 5 33 28 30 29 37 38 60 7 32 34 36 35 31 27 58 59 39 43 24 23 40 26 6 64 50 19 47 18 16 45 1 62 51 11 52 12 55 9 8 Symmetric Diagonals
57 14 54 13 53 10 56 3 2 20 46 17 48 49 15 63 4 21 25 41 42 22 44 61 5 33 28 30 29 37 38 60 7 32 34 36 35 31 27 58 59 39 43 24 23 40 26 6 64 50 19 47 18 16 45 1 62 51 11 52 12 55 9 8 Medjig
57 14 54 13 53 10 56 3 2 40 49 15 33 20 38 63 4 31 22 42 24 47 29 61 5 44 26 28 37 39 21 60 7 17 35 19 46 48 30 58 59 45 36 41 23 16 34 6 64 18 27 50 32 25 43 1 62 51 11 52 12 55 9 8 Conc, PM cntr, Sub 2 x 2
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Rectangular Compact Center Squares (6 x 6)
Simple, Sub Rect 2 x 3
57 14 54 13 53 10 56 3 2 30 49 26 20 43 27 63 4 22 29 39 45 35 25 61 5 47 15 37 34 21 41 60 7 44 24 28 31 18 50 58 59 19 38 48 42 32 16 6 64 33 40 17 23 46 36 1 62 51 11 52 12 55 9 8 Rect Compact
57 14 54 13 53 10 56 3 2 30 21 47 41 19 37 63 4 49 15 33 38 17 43 61 5 24 42 32 35 40 22 60 7 45 23 29 34 25 39 58 59 20 50 28 31 48 18 6 64 27 44 26 16 46 36 1 62 51 11 52 12 55 9 8 Rect Compact, Axial Symm.
57 14 54 13 53 10 56 3 2 20 28 34 17 46 50 63 4 35 36 42 38 18 26 61 5 24 25 33 21 43 49 60 7 41 40 32 44 22 16 58 59 30 29 23 27 47 39 6 64 45 37 31 48 19 15 1 62 51 11 52 12 55 9 8
Symmetric Center Squares (6 x 6)
Axial Symmetric
57 14 54 13 53 10 56 3 2 16 17 21 45 46 50 63 4 25 41 26 29 27 47 61 5 30 31 42 22 33 37 60 7 35 34 23 43 32 28 58 59 40 24 39 36 38 18 6 64 49 48 44 20 19 15 1 62 51 11 52 12 55 9 8 Row Symmetric (Type 1)
57 14 54 13 53 10 56 3 2 45 37 31 48 19 15 63 4 20 28 34 17 46 50 61 5 44 18 42 40 35 16 60 7 21 47 23 25 30 49 58 59 27 33 43 24 29 39 6 64 38 32 22 41 36 26 1 62 51 11 52 12 55 9 8 Row Symmetric (Type 2)
57 14 54 13 53 10 56 3 2 40 32 39 22 35 27 63 4 21 41 29 31 28 45 61 5 17 18 19 42 49 50 60 7 25 33 26 43 30 38 58 59 44 24 36 34 37 20 6 64 48 47 46 23 16 15 1 62 51 11 52 12 55 9 8 Mixed Symmetric (Type 3)
57 14 54 13 53 10 56 3 2 39 18 29 32 49 28 63 4 26 25 36 33 38 37 61 5 24 30 44 20 34 43 60 7 41 35 21 45 31 22 58 59 17 40 19 42 27 50 6 64 48 47 46 23 16 15 1 62 51 11 52 12 55 9 8 Mixed Symmetric (Type 4)
57 14 54 13 53 10 56 3 2 40 18 39 22 49 27 63 4 21 41 29 31 28 45 61 5 17 32 19 42 35 50 60 7 25 33 26 43 30 38 58 59 44 24 36 34 37 20 6 64 48 47 46 23 16 15 1 62 51 11 52 12 55 9 8
About the Author |