How do you draw 4D, 5D, 6D hypercubes not topologically correct?

How do you draw 4D, 5D, 6D hypercubes not topologically correct?
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Answer :

Going from one dimension to the next is an iterative process. Start in zero dimensions with a point. To go from zero dimensions to one dimension, take two points and join them with a segment. In two dimensions, draw two segments and join corresponding points. You get a cube by joining corresponding points of two squares. A tesseract is obtained by connecting corresponding points of two cubes. You can continue this way for 5 and 6 dimensions, though it would be difficult to visualize. The number of points doubles each time. Wikipedia article.
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