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A333327 Numbers k which is a totient but not a totient of squarefree numbers. 1
A333326 Numbers which are in an aliquot cycle. 1
54, 110, 294, 342, 506, 588, 684, 812, 930, 1210 (list; graph; refs; listen; history; text; internal format)
6, 28, 220, 284, 496, 1184, 1210, 2620, 2924, 5020, 5564, 6232, 6368, 8128, 10744, 10856, 12285, 12496, 14264, 14288, 14316, 14536, 14595, 15472, 17296, 17716, 18416, 19116, 19916, 22744, 22976, 31704, 45946, 47616, 48976, 63020, 66928, 66992, 67095, 69615, 71145, 76084, 79750 (list; graph; refs; listen; history; text; internal format)
OFFSET
OFFSET
1,1
1,1
COMMENTS
Numbers which are either perfect number, member of amicable pair, or member of sociable cycle.
LINKS
LINKS
Table of n, a(n) for n=1..10.
Table of n, a(n) for n=1..43.
Wikipedia, Perfect number
FORMULA
Wikipedia, Amicable number
A002202 \ A049225.
Wikipedia, Sociable number
CROSSREFS
CROSSREFS
Sequence in context: A044524 A095962 A229358 * A039477 A043446 A044241
Sequence in context: A169723 A052395 A034660 * A206708 A336565 A216413
Adjacent sequences: A333323 A333324 A333326 * A333328 A333329 A333330
Adjacent sequences: A333322 A333323 A333324 * A333327 A333328 A333329
KEYWORD
KEYWORD
nonn,more,changed
nonn,changed
AUTHOR
AUTHOR
Derek Schulze, Mar 14 2020
Derek Schulze, Mar 14 2020

Revision as of 02:32, 7 September 2020

A333326 Numbers which are in an aliquot cycle. 1 6, 28, 220, 284, 496, 1184, 1210, 2620, 2924, 5020, 5564, 6232, 6368, 8128, 10744, 10856, 12285, 12496, 14264, 14288, 14316, 14536, 14595, 15472, 17296, 17716, 18416, 19116, 19916, 22744, 22976, 31704, 45946, 47616, 48976, 63020, 66928, 66992, 67095, 69615, 71145, 76084, 79750 (list; graph; refs; listen; history; text; internal format) OFFSET 1,1 COMMENTS Numbers which are either perfect number, member of amicable pair, or member of sociable cycle. LINKS Table of n, a(n) for n=1..43. Wikipedia, Perfect number Wikipedia, Amicable number Wikipedia, Sociable number CROSSREFS Sequence in context: A169723 A052395 A034660 * A206708 A336565 A216413 Adjacent sequences: A333322 A333323 A333324 * A333327 A333328 A333329 KEYWORD nonn,changed AUTHOR Derek Schulze, Mar 14 2020 STATUS editing