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| | Algorithms to make magic cubes and magic tesseracts |
 | | A panmagic tesseract (namely, a pan-4-agonal or panquadragonal magic tesseract) can exist only if the order is divisible by 16, or the order is odd and higher than 5. |
 | | It is unknown what condition is required and sufficient for the existence of strictly magic tesseracts (namely, 2,3,4-agonal magic tesseracts), but 2,3,4-agonal magic tesseracts exist for orders divisible by 4 and higher than 4, and for odd orders higher than 14, and cannot exist for order 3, 4, or 5. |
 | | A strictly panmagic tesseracts (namely, a pan-2,3,4-agonal magic tesseract) can exist only if the order is divisible by 16, or the order is odd and higher than 16. |
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