## Easy methods for the construction of magic squares |

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### Contents

Method of Complementaey Differences | 13 |

To Border a Square of Order 4 to become a Square | 19 |

To Form an Associated Square of Order 8 | 46 |

### Common terms and phrases

1st Row 5th Order AADDGGFF abc def Associated Square Balanced Magics BBCCHHEE Bordered Square broken Diagonals Centre numbers Centre Row Complementary Couplets Complementary Differences consecutive numbers Construction of Magic Corner numbers cross numbers def ghi Diagonals sum Diff Differences of Order Differences sum double even Orders easy method equality signs equations of three fifteen numbers Formative Square Half Differences HCDHCDHCD Heart the Comple Heart the Complementary HHEEBBCC inversions JJ JJ JJ large numbers leaving Magic number 65 Magic Rectangle 5x3 Magic Squares mean number mentary Couplets Nasik or Pandiagonal non-consecutive numbers number by number number for Order numbers 260 numbers gives numbers in italic numbers required numbers sum omitted opposite sides Order with subsidiary Pandiagonal Squares perfect Associated Rectangle 65 x Rectangles are required remaining numbers Rows and Columns small numbers Square of Order Squares 4x4 Squares of 5th subtract summing to 260 Three replicas twenty-five numbers Type