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About LinkBacksSuppose otherwise, then there exists aOriginally Posted by Sorombo
Proove that for every
such that:
which implies thatwhich in turn implies that
.
Hence there exists asuch that:
or:
Now consider the left hand side modulo 3.
CB
Suppose otherwise, then there exists aProove that for every
which implies that
Hence there exists a
or:
Now consider the left hand side modulo 3.
CB
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