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List of Spreadsheet Solutions
Generation of Magic Squares (4 x 4):
CnstrSngl4a | Single Magic Square, 4 x 4, All Diagonals |
CnstrSngl4b | Single Magic Square, 4 x 4, Main Diagonals |
CnstrSngl4c | Single Magic Square, 4 x 4, Most Perfect Magic Square |
CnstrSngl4e | Single Magic Square, 4 x 4, Associated Magic Square
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Generation of Magic Squares (5 x 5):
CnstrSngl5a | Single Magic Square, 5 x 5, All Diagonals |
CnstrSngl5b | Single Magic Square, 5 x 5, Main Diagonals |
CnstrSngl5c | Single Magic Square, 5 x 5, Concentric |
CnstrSngl5d | Single Magic Square, 5 x 5, Eccentric |
CnstrSngl5e1 | Single Magic Square, 5 x 5, Associated |
CnstrSngl5e2 | Single Magic Square, 5 x 5, Ultra Magic |
CnstrSngl5g1 | Single Magic Square, 5 x 5, Diamond Inlay |
CnstrSngl5g2 | Single Magic Square, 5 x 5, Diamond Inlay, Associated |
CnstrSngl5g3 | Single Magic Square, 5 x 5, Diamond Inlay, Concentric |
CnstrSngl5g4 | Single Magic Square, 5 x 5, Square Inlay |
CnstrSngl5g5 | Single Magic Square, 5 x 5, Square and Diamond Inlay
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Generation of Magic Squares (6 x 6)
General:
CnstrSngl6b | Single Magic Square, 6 x 6, Main Diagonals |
CnstrSngl6c | Single Magic Square, 6 x 6, Symmetrical Main Diagonals |
CnstrSngl6d | Single Magic Square, 6 x 6, Medjig Solutions |
CnstrSngl6e1 | Single Magic Square, 6 x 6, Concentric Squares (1) |
CnstrSngl6e2 | Single Magic Square, 6 x 6, Concentric Squares (2) |
CnstrSngl6f | Single Magic Square, 6 x 6, Eccentric Squares
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Generation of Magic Squares (6 x 6)
Non Consecutive Integers:
CnstrSngl6g1 | Single Magic Square, 6 x 6, Pan Magic, Non Consecutive Integers (1) |
CnstrSngl6g2 | Single Magic Square, 6 x 6, Pan Magic, Non Consecutive Integers (2) |
CnstrSngl6g3 | Single Magic Square, 6 x 6, Pan Magic, Non Consecutive Integers (3) |
CnstrSngl6g4 | Single Magic Square, 6 x 6, Pan Magic, Non Consecutive Integers (4) |
CnstrSngl6g5 | Single Magic Square, 6 x 6, Pan Magic, Non Consecutive Integers (5) |
CnstrSngl6g6 | Single Magic Square, 6 x 6, Pan Magic, Non Consecutive Integers (6)
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Generation of Magic Squares (7 x 7)
CnstrSngl7b | Single Magic Square, 7 x 7, Concentric Squares |
CnstrSngl7c | Single Magic Square, 7 x 7, Eccentric Squares |
CnstrSngl7d1 | Single Magic Square, 7 x 7, Overlapping Sub Squares (1) |
CnstrSngl7d2 | Single Magic Square, 7 x 7, Overlapping Sub Squares (2) |
CnstrSngl7d3 | Single Magic Square, 7 x 7, Non Overlapping Sub Squares |
CnstrSngl7f1 | Single Magic Square, 7 x 7, Diamond Inlays |
CnstrSngl7f2 | Single Magic Square, 7 x 7, Square Inlays |
CnstrSngl7f3 | Single Magic Square, 7 x 7, Concentric Square and Square Inlay (1) |
CnstrSngl7f4 | Single Magic Square, 7 x 7, Concentric Square and Square Inlay (2) |
CnstrSngl7f5 | Single Magic Square, 7 x 7, Square Inlays |
CnstrSngl7f6 | Single Magic Square, 7 x 7, Concentric Square and Diamond Inlay |
CnstrSngl7f7 | Single Magic Square, 7 x 7, Square and Diamond Inlay (1) |
CnstrSngl7f8 | Single Magic Square, 7 x 7, Square and Diamond Inlay (2) |
CnstrSngl7g1 | Single Magic Square, 7 x 7, Bent Diagonals (1) |
CnstrSngl7g2 | Single Magic Square, 7 x 7, Bent Diagonals (2) |
CnstrSngl7g3 | Single Magic Square, 7 x 7, Bent Diagonals (3) |
CnstrSngl7g4 | Single Magic Square, 7 x 7, Bent Diagonals (4)
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Generation of Magic Squares (8 x 8)
General:
CnstrSngl8b1 | Single Magic Square, 8 x 8, Pan Magic Squares (2) |
CnstrSngl8b2 | Single Magic Square, 8 x 8, Pan Magic Squares (3) |
CnstrSngl8b3 | Single Magic Square, 8 x 8, Pan Magic Squares (4) L.S. Frierson |
CnstrSngl8b4 | Single Magic Square, 8 x 8, Pan Magic Squares (5) Harry A. Sayles |
CnstrSngl8c1 | Single Magic Square, 8 x 8, Magic Squares (1) |
CnstrSngl8c2 | Single Magic Square, 8 x 8, Magic Squares (4) Edward Falkener |
CnstrSngl8d1 | Single Magic Square, 8 x 8, Magic Squares (2) |
CnstrSngl8d2 | Single Magic Square, 8 x 8, Magic Squares (3) |
CnstrSngl8d3 | Single Magic Square, 8 x 8, Magic Squares (5) L.S. Frierson |
CnstrSngl8e | Single Magic Square, 8 x 8, Medjig Solutions |
CnstrSngl8f1 | Single Magic Square, 8 x 8, Franklin Squares |
CnstrSngl8f2 | Single Magic Square, 8 x 8, Franklin Squares
Barink Restrictions |
CnstrSngl8h | Single Magic Square, 8 x 8, Pan Magic Squares (5) |
CnstrSngl8g2 | Single Magic Square, 8 x 8, Pan Magic Squares (6) |
CnstrSngl8g4 | Single Magic Square, 8 x 8, Pan Magic Squares (7) |
CnstrSngl8g5 | Single Magic Square, 8 x 8, Pan Magic Squares (8) |
CnstrSngl8i | Single Magic Square, 8 x 8, Concentric Squares |
CnstrSngl8j | Single Magic Square, 8 x 8, Eccentric Squares |
CnstrSngl8k | Single Magic Square, 8 x 8, Inlaid Magic Squares
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Generation of Magic Squares (8 x 8)
Miscellaneous Properties:
CnstrSngl865 | Single Magic Square, 8 x 8, Pan Magic, Compact, Associated |
CnstrSngl867 | Single Magic Square, 8 x 8, Pan Magic, Non Overlapping Sub Squares, Associated (1) |
CnstrSngl868 | Single Magic Square, 8 x 8, Pan Magic, Non Overlapping Sub Squares, Associated (2) |
CnstrSngl869 | Single Magic Square, 8 x 8, Pan Magic, Non Overlapping Sub Squares, Complete |
CnstrSngl8610 | Single Magic Square, 8 x 8, Pan Magic, Rectangular Compact, Associated |
CnstrSngl8611 | Single Magic Square, 8 x 8, Pan Magic, Rectangular Compact, Complete |
CnstrSngl8612 | Single Magic Square, 8 x 8, Magic, Partly Rectangular Compact, Associated |
CnstrSngl8613 | Single Magic Square, 8 x 8, Pan Magic, Partly Rectangular Compact, Complete
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Generation of Magic Squares (9 x 9):
CnstrSngl9b1 | Single Magic Square, 9 x 9, Ultra Magic Squares |
CnstrSngl9b2 | Single Magic Square, 9 x 9, Associated Compact Pan Magic |
CnstrSngl9b3 | Single Magic Square, 9 x 9, Associated Magic
Each third-row and third-column summing to s1/3
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CnstrSngl9b4 | Single Magic Square, 9 x 9, Associated Magic
Regular Sub Squares summing to s1
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CnstrSngl9c | Single Magic Square, 9 x 9, Concentric Squares |
CnstrSngl9d | Single Magic Square, 9 x 9, Eccentric Squares (1) |
CnstrSngl9e | Single Magic Square, 9 x 9, Eccentric Squares (2) |
CnstrSngl9g1 | Single Magic Square, 9 x 9, Eccentric Squares (3) |
CnstrSngl9g2 | Single Magic Square, 9 x 9, Eccentric Squares (4) |
CnstrSngl9f1 | Single Magic Square, 9 x 9, Overlapping Sub Squares (1) |
CnstrSngl9f2 | Single Magic Square, 9 x 9, Overlapping Sub Squares (2) |
CnstrSngl9f3 | Single Magic Square, 9 x 9, Associated Corner Squares |
CnstrSngl9f4 | Single Magic Square, 9 x 9, Associated Diamond Inlays
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Generation of Magic Squares (10 x 10):
CnstrSngl10a | Single Magic Square, 10 x 10, Medjig Solutions |
CnstrSngl10b | Single Magic Square, 10 x 10, Concentric Squares |
CnstrSngl10c | Single Magic Square, 10 x 10, Eccentric Squares (1) |
CnstrSngl10d | Single Magic Square, 10 x 10, Eccentric Squares (2) |
CnstrSngl10e | Single Magic Square, 10 x 10, Most Perfect Pan Magic
Non Consecutive Integers |
CnstrSngl10f | Single Magic Square, 10 x 10, Associated Compact Pan Magic
Non Consecutive Integers
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Generation of Magic Squares (Higher Order):
CnstrSngl12a | Single Magic Square, 12 x 12, Pan Magic (Barink Squares) |
CnstrSngl12b | Single Magic Square, 12 x 12, Pan Magic (Morris Squares) |
CnstrSngl12c | Single Magic Square, 12 x 12, Most Perfect (Morris Squares) |
CnstrSngl12e | Single Magic Square, 12 x 12, Most Perfect |
CnstrSngl12d | Single Magic Square, 12 x 12, Pan Magic (Hendricks Squares) |
CnstrSngl16a | Single Magic Square, 16 x 16, Franklin Squares (1) |
CnstrSngl16b | Single Magic Square, 16 x 16, Franklin Squares (2)
Most Perfect Pan Magic Squares |
CnstrSngl16c | Single Magic Square, 16 x 16, Franklin Squares (3)
Most Perfect Pan Magic Squares, Barink Restrictions
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