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A141813
Primitive RMS numbers: RMS numbers which are not the product of two smaller RMS numbers.
5
1, 7, 41, 239, 3055, 6665, 9545, 9855, 26095, 34697, 155287, 380511, 421655, 627215, 814463, 823537, 1166399, 1204281, 1256489, 1289441, 1815073, 2265353, 2544697, 2627343, 3132935, 3188809, 3762639, 4647985, 4730879, 4963127, 4995569, 5054015, 5143945
OFFSET
1,2
COMMENTS
RMS numbers (see A140480) are numbers such that the RMS (Root Mean Square) of their divisors is an integer. If A and B both appear in A140480 and GCD(A,B)=1, then A*B is also in A140480. This sequence contains only those RMS numbers that are not a product of smaller RMS numbers.
LINKS
Giovanni Resta, Table of n, a(n) for n = 1..2768 (terms < 10^13, first 666 terms from Donovan Johnson)
EXAMPLE
The RMS Number 287 is not in the sequence because 287=7*41 and both 7 and 41 are RMS numbers.
CROSSREFS
KEYWORD
nonn
AUTHOR
Andrew Weimholt, Jul 07 2008
STATUS
approved