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A231253
Terms of A227891 of the form (p*q)^2, where p <= q are odious primes (A027697).
0
582169, 797449, 1874161, 1934881, 2007889, 2181529, 3024121, 3171961, 4879681, 5387041, 6775609, 9174841, 11771761, 16072081, 18653761, 19070689, 20894041, 22762441, 25694761, 26635921, 29953729, 31214569, 33166081, 40081561, 42081169, 45873529, 48177481, 49463089, 50367409
OFFSET
1,1
COMMENTS
a(1) = 582169 is the smallest term > 1 of A227891 which does not have an evil prime divisor.
The sequence lists numbers of the form (p*q)^2 such that either q > p are both odious primes and among the numbers {p^2, p*q, q^2, p^2*q, q^2*p} there is exactly one odious, or q=p is an odious prime, while p^2 and p^3 are both evil.
CROSSREFS
KEYWORD
nonn,base
AUTHOR
STATUS
approved