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Numbers n such that A076341(n)=0.
1

%I #3 Mar 30 2012 18:50:26

%S 1,2,4,8,15,16,30,32,60,64,120,128,143,225,240,256,286,450,480,512,

%T 572,900,960,1024,1144,1800,1920,2048,2145,2288,3375,3599,3600,3840,

%U 4096,4290,4576,5183,6750,7198,7200,7680,8192,8580,9152

%N Numbers n such that A076341(n)=0.

%e Applying the map as defined in A076340, A076341:

%e 120=5*3*2^3=(4+1)*(4-1)*2^3 -> (4,1)*(4,-1)*(2,0)^3 = (4*4+1,4-4)*(8,0) = (136,0), therefore A076340(120)=136 and A076341(120)=0;

%e 130=13*5*2=(12+1)*(4+1)*2 -> (12,1)*(4,1)*(2,0) = (12*4-1,12+4)*(2,0) = (94,32), therefore A076340(130)=94 and A076341(130)=32, hence 130 is not a term.

%K nonn

%O 1,2

%A _Reinhard Zumkeller_, Oct 08 2002