isn't 4d a line of cubes? would need 6d for cubes of cubes?
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I can do my job that pays more than that and I can't do this problem lol. ๐
Well technically as the ant is traveling across the fourth dimension, time in most cases, in the example meaning it instantaneously travels the entire surface and touches the faces an infinite number of times in an infinite path unless only one edge touches a surface without any 3 dimensional velocity. If the latter, then let us define the faces along said edge as 1 and 4, the faces between but parallel in edges as 2 and 3, and the faces on the perpendicular axis as 5 and 6. Then, its path is 1, 5, 2, 6, 3, 4, and dismount. To ensure the ant never again approaches the cube in infinite time, have it travel in a perfect circle around the cube infinitely.