replaced by their kth powers for 1 ≤ k ≤ P. 2-multimagic squares are called bimagic, 3-multimagic squares are called trimagic, 4-multimagic squares tetramagic...

replaced by their kth powers for 1 ≤ k ≤ P. 2-multimagic cubes are called bimagic, 3-multimagic cubes are called trimagic, and 4-multimagic cubes tetramagic...

Canada (1929–2007) has listed four bimagic cubes, two trimagic cubes, and two tetramagic cubes. Two more bimagic cubes (of the same order as those of...

surfaces. In 2014, he and Francis Gaspalou were able to calculate all 8 × 8 bimagic squares. Until he retired in 2015, Trump worked as a teacher for mathematics...

1007/BF02985794. Boyer, Christian. "Bimagic squares". Multimagie.com. Retrieved 6 June 2025. Boyer, Christian. "Solution of the first bimagic square, 8th-order, of...

semi-bimagic property) This leads to squares having a maximum element of 169 and a pandiagonal magic constant of 850, which are also semi-bimagic with...

as P-multimagic square or satanic squares. They are also referred to as bimagic squares, trimagic squares, tetramagic squares, and pentamagic squares when...

for magic squares Magic cube Perfect magic cube Semiperfect magic cube Bimagic cube Trimagic cube Multimagic cube Magic hypercube Magic constant Squaring...

tesseract (order 6 with inlaid order 3) in October 1999; and the first bimagic cube (order 25), June 2000. In 2004, Hendricks was unable to continue with...