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If a character is stated to be higher dimensional, like having a 4th spatial axis on their body, how big would that 4th axis be, would it automatically be infinitely larger than any 3d plane, object, or being? Because if dimensions are equated to the real number line, how do we have finite objects? Is it subsets, or compactification? Because in theory, shouldn't every 3d object be infinitely larger to actually have that 3rd axis of space? And generalizing that in a 4d scope, how do finite objects work? And what is the default assumption for how big that 4th axis would be, because if its not equated to R, how does that extra axis even exist? Can another axis be perpendicular to the first 3 but still finite in length? Because if that is true (which clearly it is) who are finite objects possible and higher dimensional beings.