Add and Reverse: similar to Reverse and Add

[zak seidov]

Just submitted, 
much similar to Reverse and Add,
Zak

%I A119031
%S A119031
1,5,9,31,53,75,97,101,501,505,905,909,319,323,723,727,137,141,541,545,945,949,359,363,763,767,177,181,581,585,985,989,399,304,803,708,217,122,621,526,35,93,79,38,24,82,68,27,13,71,57,16,2,6,1,5,9,31,53,75,97,101,501,505,905,909,319,323,723,727,137
%N A119031 Add and Reverse: a(n) = the reversal of
(a(n-1)+d), case a(1)=1 and d=4.
%C A119031 Cycle of length 55. Case a(1)=3: A119032
%Y A119031 A119032
%O A119031 1
%K A119031 ,nonn,
%A A119031 Zak Seidov (zakseidov at yahoo.com), May 09
2006

%I A119032
%S A119032
3,7,11,51,55,95,99,301,503,705,907,119,321,523,725,927,139,341,543,745,947,159,361,563,765,967,179,381,583,785,987,199,302,603,706,17,12,61,56,6,1,5,9,31,53,75,97,101,501,505,905,909,319,323,723,727,137,141,541,545,945,949,359,363,763,767,177,181,581,585,985,989,399,304,803,708,217,122,621,526,35,93,79,38,24,82,68,27,13,71,57,16,2,6
%N A119032 Add and Reverse: a(n) = the reversal of
(a(n-1)+d), case a(1)=3 and d=4.
%C A119032 At 41-th term, 1, the sequence joins the
trajectory for a(1)=1 A119032. 
Cycle of length 55.
%Y A119032 A119031
%O A119032 1
%K A119032 ,nonn,
%A A119032 Zak Seidov (zakseidov at yahoo.com), May 09
2006


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