Magic squares of odd order

The are a lot of algorithms to construct magic squares of odd order (n=3,5,7,…). These are the simpliest magic squares, but nevertheless most of these algorithms will construct one and only one single magic square.

You will find more methods to create magic squares of odd order in section pandiagonal squares.

Method Method
Al-Haytham Lozenge-Quadrate (Sayles)
Bachet de Mézeriac Moschopoulos I
Chan-Mainkar-Narayan-Webster Moschopoulos II
de la Hire (Hinduistic variant) Raillier des Ourmes
de la Hire (Labosne variant) Reiner
de la Loubère De Los Reyes-Pourdarvish-Midha-Das
Frierson Sauveur (Method of diagonals)
Liang-Zhang-Zhang Sauveur (Method of indexing)
Liao-Zhu-Wu Zhao
Order:  create