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Right.
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They were invented before relativity
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by Hamilton,
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and they are of great mathematical beauty.
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They're a generalization of numbers.
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You know, we generalize real numbers to complex numbers.
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Then we went from complex numbers to things called quaternions.
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They are also numbers.
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You can multiply them by each other,
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but the product A·B differs from the product B·A.
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They're called hyper-complex numbers
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where the order in which you multiply them matters.