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A101325
The first pair of digits sums up to 7. So does the second pair. And the third one and the fourth one, etc., with a(n) < a(n+1). When constructing the sequence, choose the next digits so as to slow the growth of the sequence as much as possible.
0
2, 5, 6, 15, 24, 33, 42, 51, 60, 70, 76, 107, 166, 170, 255, 261, 344, 352, 433, 434, 522, 525, 611, 616, 700, 707, 1607, 1616, 1625, 1634, 1643, 1652, 1661, 1670, 2507, 2516, 2525, 2534, 2543, 2552, 2561, 2570, 3407, 3416, 3425, 3434, 3443, 3452, 3461, 3470, 4307, 4316, 4325, 4334, 4343, 4352, 4361, 4370, 5207, 5216, 5225, 5234, 5243, 5252, 5261, 5270
OFFSET
2,1
EXAMPLE
See the sequence like this: 2+5 6+1 5+2 4+3 3+4 2+5 1+6 0+7 0+7 6+1 ....
CROSSREFS
Sequence in context: A193402 A193405 A037079 * A042980 A048290 A306885
KEYWORD
base,easy,nonn
AUTHOR
Eric Angelini, Jan 25 2005
EXTENSIONS
More terms from Ray G. Opao, Sep 23 2014
STATUS
approved