cp's OEIS Frontend

This is a front-end for the Online Encyclopedia of Integer Sequences, made by Christian Perfect. The idea is to provide OEIS entries in non-ancient HTML, and then to think about how they're presented visually. The source code is on GitHub.

A288847 Numbers whose trajectories under the map x -> A230625(x) never reach a prime.

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%I A288847 #22 Jul 27 2017 09:53:33
%S A288847 217,255,446,558,717,735,775,945,958,1007,1062,1115,1269,1344,1503,
%T A288847 1984,2215,2358,3003,3751,3858,4131,4471,5144,6174,6627,6915,6923,
%U A288847 7033,7073,7139,7434,7530,7778,8125,8142,8239,8335,8575,8967,9186,9303,10040,10179,10856,11907,12081,12248
%N A288847 Numbers whose trajectories under the map x -> A230625(x) never reach a prime.
%C A288847 Sequence suggested by _N. J. A. Sloane_ on the SeqFan mailing list. These are also the numbers n for which A230626(n) = -1 and A230627(n) = A287875(n) = 0. All currently-listed terms (those <= 3858) enter one of the two loops 1007 <-> 1269 and 1503 <-> 3751.
%C A288847 Further values added (Jun 19 2017) based on _Sean A. Irvine_'s extension of the b-file for A230626.
%e A288847 217, 255, 945, 1007 and 1269 are in the sequence because under the map x -> A230625(x):
%e A288847 217 = 7*31 = binary 111*11111 -> binary 11111111 = 255
%e A288847 255 = 3*5*17 = binary 11*101*10001 -> binary 1110110001 = 945
%e A288847 945 = 3^3*5*7 = binary 11^11*101*111 -> binary 1111101111 = 1007
%e A288847 1007 = 19*53 = binary 10011*110101 -> binary 10011110101 = 1269
%e A288847 1269 = 3^3*47 = binary 11^11*101111 -> binary 1111101111 = 1007
%Y A288847 Cf. A230625, A230626, A230627, A287874, A287875, A287878.
%K A288847 nonn,base
%O A288847 1,1
%A A288847 _David J. Seal_, Jun 18 2017
%E A288847 a(43)-a(48) from _Chai Wah Wu_, Jul 13 2017