You are here

Most-perfect magic squares


9-fold Magic Square Pattern of Tao Te Ching Insights (Part #8)


[Parts: First | Prev | Next | Last | All ] [Links: To-K | From-K | From-Kx | Refs ]


A special type of pan-diagonal magic square is characterized as most-perfect [more]. An example of a 12x12 most-perfect magic square is provided by Ian Stewart [more]. The numbers in every 2x2 square sum to 286. More generally every 2 x 2 block of cells (including wrap-around) sum to 2T (where T= n2 + 1). Any pair of integers distant ** along a diagonal sum to T.