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%I #8 Aug 07 2017 19:51:52
%S 325,64,95,65,217,762,184,973,435,185,253,644,326,664,275,819,286,385,
%T 748,995,981,665,728,374,385,632,872,637,721,763
%N Denominators (with multiplicity) of proper solutions up to 3-digit denominators of fractions with anomalous cancellation.
%C See A159975 (associated numerators) for the concept of anomalous cancellation.
%D Boas, R. P. "Anomalous Cancellation." Ch. 6 in Mathematical Plums (Ed. R. Honsberger). Washington, DC: Math. Assoc. Amer., pp. 113-129, 1979.
%D Moessner, A. Scripta Math. 19; 20.
%D Ogilvy, C. S. and Anderson, J. T. Excursions in Number Theory. New York: Dover, pp. 86-87, 1988.
%H Eric W. Weisstein, <a href="http://mathworld.wolfram.com/AnomalousCancellation.html">Anomalous Cancellation</a>
%F A159975(n)/a(n) is a proper fraction which undergoes Anomalous Cancellation.
%Y Cf. A159975.
%Y For other fractions like this see A290462/A290463.
%K base,fini,frac,full,nonn
%O 1,1
%A _Jonathan Vos Post_, Apr 28 2009
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