

For a mathematician, a line is a point in motion. For an artist, however, it is what defines the outlines of things. Without lines, there could be no shapes…



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How can the flat screens in our offices and living spaces create the illusion of everyday depth? By showing each eye a slightly different image, they can prompt the brain to create a three-dimensional representation.

Besides their undeniable aesthetic appeal, mosaics and other archaeological remains from our past often hold wonderful mathematical surprises. These geometric examples from Gallo-Roman sites offer ample proof.

How can we see a three-dimensional object in a flat image? Glasses and stereoscopes offer technological solutions. Autostereograms, like optical illusions and trompe-l'œil, require no device or apparatus.

How can you multiply without a calculator—or even knowing your multiplication tables?
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