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Recently Andrews and Sellers proved some amazing congruences for the Fishburn numbers. We extend their results to a more general sequence of numbers. As a result we prove a new congruence mod $23$ for the Fishburn numbers and prove their conjectured mod $5$ congruence for a related sequence.
The url of this page is http://qseries.org/fgarvan/abstracts/gen-frob-congs.html.
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