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A089219
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Numbers of the form (p0^x)(p1^(x+1))(p2^(x+2))...(pk^(x+k)), where x and k are positive integers and p0,p1,...,pk are primes with p0<p1<...<pk.
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0
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18, 50, 75, 98, 108, 147, 242, 245, 338, 363, 500, 507, 578, 605, 648, 722, 845, 847, 867, 1058, 1083, 1125, 1183, 1372, 1445, 1587, 1682, 1805, 1859, 1922, 2023, 2250, 2523, 2527, 2645, 2738, 2883, 3087, 3179, 3362, 3698, 3703, 3757, 3888, 3971, 4107
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OFFSET
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1,1
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LINKS
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EXAMPLE
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18 = (2^1)(3^2); here x=1, k=1, p0=2, p1=3.
2250 = (2^1)(3^2)(5^3); here x=1, k=2, p0=2, p1=3, p2=5.
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CROSSREFS
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KEYWORD
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easy,nonn
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AUTHOR
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EXTENSIONS
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STATUS
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approved
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