%I A025065
%S A025065 1,2,2,4,4,7,7,12,12,19,19,30,30,45,45,67,67,97,97,139,139,195,195,272,
               272,
%T A025065 373,373,508,508,684,684,915,915,1212,1212,1597,1597,2087,2087,2714,2714,
%U A025065 3506,3506,4508,4508,5763,5763,7338,7338,9296,9296,11732,11732,14742,14742
%N A025065 Number of palindromic partitions of n.
%C A025065 That is, the number of partitions of n into parts which can be listed 
               in palindromic order.
%C A025065 Alternatively, number of partitions of n into parts from the set {1,2,
               4,6,8,10,12,...}. - T. D. Noe (noe(AT)sspectra.com), Aug 05 2005
%C A025065 Also, partial sums of A035363.
%e A025065 The partitions for the first few values of n are as follows:
%e A025065 n: partitions .......................... number
%e A025065 1: 1 ................................... 1
%e A025065 2: 2 11 ................................ 2
%e A025065 3: 3 111 ............................... 2
%e A025065 4: 4 22 121 1111 ....................... 4
%e A025065 5: 5 131 212 11111 ..................... 4
%e A025065 6: 6 141 33 222 1221 11211 111111 ...... 7
%e A025065 7: 7 151 313 11311 232 21112 1111111 ... 7
%Y A025065 Sequence in context: A099383 A064410 A062896 this_sequence A131524 A089075 
               A011142
%Y A025065 Adjacent sequences: A025062 A025063 A025064 this_sequence A025066 A025067 
               A025068
%K A025065 nonn
%O A025065 1,2
%A A025065 Clark Kimberling (ck6(AT)evansville.edu)
%E A025065 Edited by N. J. A. Sloane (njas(AT)research.att.com), Dec 29 2007