Multimagic square 36, 100, ... Value for Trimagic squares 1, 50, 675, 4624, ... Similarly the tetramagic sequence 4-Power 0, 1, 16, 81, 256, 625, 1296, ... Sum of 4-Power 0, 1, 17, 98, 354, 979, 2275, ... Sums for Tetramagic squares 0, 1, 177, ... The first known bimagic square has order 8 and magic constant 260 and a bimagic constant of 11180. It has been conjectured by Bensen and Jacoby that no nontrivial bimagic squares of order less than 8 exist. This was shown for magic squares containing the elements 1 to "n" by Boyer and Trump. However, J. R.
Minuscule 256 C. F. Matthaei and Herman C. Hoskier (only Apocalypse). Gregory saw it in 1885. Formerly it was assigned by 301, 259, and 102. In 1908 Gregory gave the number 256 to it. The manuscript is currently housed at the Bibliothèque nationale de France (Armen. 27 (9)) at Paris. Minuscule 256 Minuscule 256 (in the Gregory-Aland numbering), α (Soden), is a Greek-Armenian minuscule manuscript of the New Testament, on parchment. Palaeographically it has been assigned to the 11th century. It was adapted for liturgical use. Formerly it was assigned by 301, 259, and 102. The codex contains the text of the