Squaremagie Spaceroom 1a© The Devils Magic Square of Order 12:4 |
Squaremagie Spaceroom 1b© The Devils Magic Square of Order 12:4 |
Squaremagie Spaceroom 2a© The Devils Magic Square of Order 12:4 |
Squaremagie Spaceroom 2b© The Devils Magic Square of Order 12:4 |
Multimagie of simple panmagic square
The Devils Magic Square of Order 12:4. Magic Square of order 12:4 consist of multiple squares at same time. First we have magic square of order 12 with S1=870, then we have inbaked a magic square of order 4 with S1=34. To take into consideration are that the hole square are constructed of the squarehouse order 3, that will say 9x16=144 and there exist only one order of n3 and it gives S1=15. So we have a magic square of order 12:4 with trimagic construction of squarehouse at the same time. The square of order 12:4 have 4x magic diagonal, that will say it's a panmagic square with 2x main-diagonal and 2x semi-diagonal. The four examples above of magic square 12:4 have all bi- and trimagic main diagonal of magic square of order 4, and its different maindiagonal of squarehous n12. It exist of order 4 exact 880 magic squares (Excelsheet 4-7 in the sidebar menu), and it gives about 2x880=1760 panmagic square of order12:4 with different main diagonal on magic square of order 12. Squaremagie source code in html and css are for help to make one own magic homepage.