Office Applications and Entertainment, Magic Squares
	Attachment 6.5.7	About the Author

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Magic Squares, 6 x 6, Symmetrical Main Diagonals, MC = 111
Tranformations based on row and column permutations:

Base Square 6 32 3 34 35 1 7 11 27 28 8 30 19 14 16 15 23 24 18 20 22 21 17 13 25 29 10 9 26 12 36 5 33 4 2 31	Tr01 1 32 3 34 35 6 30 11 27 28 8 7 24 14 16 15 23 19 13 20 22 21 17 18 12 29 10 9 26 25 31 5 33 4 2 36	Tr02 6 35 3 34 32 1 7 8 27 28 11 30 19 23 16 15 14 24 18 17 22 21 20 13 25 26 10 9 29 12 36 2 33 4 5 31	Tr03 6 32 34 3 35 1 7 11 28 27 8 30 19 14 15 16 23 24 18 20 21 22 17 13 25 29 9 10 26 12 36 5 4 33 2 31
Tr10 36 5 33 4 2 31 7 11 27 28 8 30 19 14 16 15 23 24 18 20 22 21 17 13 25 29 10 9 26 12 6 32 3 34 35 1	Tr11 31 5 33 4 2 36 30 11 27 28 8 7 24 14 16 15 23 19 13 20 22 21 17 18 12 29 10 9 26 25 1 32 3 34 35 6	Tr12 36 2 33 4 5 31 7 8 27 28 11 30 19 23 16 15 14 24 18 17 22 21 20 13 25 26 10 9 29 12 6 35 3 34 32 1	Tr13 36 5 4 33 2 31 7 11 28 27 8 30 19 14 15 16 23 24 18 20 21 22 17 13 25 29 9 10 26 12 6 32 34 3 35 1
Tr20 6 32 3 34 35 1 25 29 10 9 26 12 19 14 16 15 23 24 18 20 22 21 17 13 7 11 27 28 8 30 36 5 33 4 2 31	Tr21 1 32 3 34 35 6 12 29 10 9 26 25 24 14 16 15 23 19 13 20 22 21 17 18 30 11 27 28 8 7 31 5 33 4 2 36	Tr22 6 35 3 34 32 1 25 26 10 9 29 12 19 23 16 15 14 24 18 17 22 21 20 13 7 8 27 28 11 30 36 2 33 4 5 31	Tr23 6 32 34 3 35 1 25 29 9 10 26 12 19 14 15 16 23 24 18 20 21 22 17 13 7 11 28 27 8 30 36 5 4 33 2 31
Tr30 6 32 3 34 35 1 7 11 27 28 8 30 18 20 22 21 17 13 19 14 16 15 23 24 25 29 10 9 26 12 36 5 33 4 2 31	Tr31 1 32 3 34 35 6 30 11 27 28 8 7 13 20 22 21 17 18 24 14 16 15 23 19 12 29 10 9 26 25 31 5 33 4 2 36	Tr32 6 35 3 34 32 1 7 8 27 28 11 30 18 17 22 21 20 13 19 23 16 15 14 24 25 26 10 9 29 12 36 2 33 4 5 31	Tr33 6 32 34 3 35 1 7 11 28 27 8 30 18 20 21 22 17 13 19 14 15 16 23 24 25 29 9 10 26 12 36 5 4 33 2 31

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About the Author