

A160557


Positive integers b for which the Diophantine equation f = (b^(2n)  b^n + 8n^2  2) / (2n * (2n + 1)) has at least ten solutions for n <= 10000, n is never divisible by 5, and 2n + 1 is prime


1



2, 32, 41, 101, 161, 185, 206, 215, 230, 251, 290, 311, 326, 335, 356, 395, 416, 446, 461, 521, 566, 611, 626, 641, 656, 740, 860, 866, 926, 941, 956, 965, 1025, 1055, 1076, 1091, 1130, 1151, 1241, 1256, 1271, 1286, 1361, 1370, 1385, 1391, 1436, 1451, 1466
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