Bordered magic squares of even order

These squares are a bit harder to create than bordered magic squares of odd order, since they must cover single-even and double-even cases.

Method variable
Al-Kharaqi
Al-Zanjani
Andrews
Benson - Jacoby different number of squares
Lin Shu-fei
Liu Feng-lin
Rallier des Ourmes different number of squares
Seki
Stifel
Wang Hui-feng
Unknown author (1)
Unknown author (2 - 5) different number of squares
create square

All Algorithms are described in detail in chapter Bordered Magic Squares (german: gerahmte magische Quadrate) together with some other PDF documents.

DocumentsDetailed description of algorithms to create magic squares