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The only cyclic emirp with five digits. 11939 and 13159 are the first case of two emirps of forms p*q*rs*t*u and p*q*r+s*t*u where p, q, r, s, t, u are primes formed from the distinct digits, 1 through 9, i.e., 11939=3*47*892*5*61, 13159=3*47*89+2*5*61. [Loungrides]
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