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A Podcast Of Unnecessary Detail

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Senorke's Golay Code Is Just Inefficient, and You Can Correct Up to Three Mistakes

Senorke used a golay code, which i absolutely love. It's using group theory to reduce the amount of repetition needed for transmission. For every conceivable string of 12 ones and zeros, there is an additional 12 that you put on the end. Every 24 digit string requires a minimum of eight changes to become any other valid code wordstring in space s. And so we've got our first ever images because of it.

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