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A098867
Table(n,2) read by rows such that : 2^(k*(T(n,1)-1)+T(n,2))-1 is 0 mod(T(n,1)) for all integer k >= 0.
0
3, 0, 7, 3, 23, 11, 31, 5, 31, 25, 47, 23, 127, 7, 127, 35, 127, 49, 127, 77, 127, 91, 127, 119, 167, 83, 223, 37, 223, 185, 233, 29, 233, 87, 233, 145, 233, 203, 263, 131, 359, 179, 383, 191, 431, 43, 431, 129, 431, 301, 431, 387, 439, 73, 439, 365, 479, 239, 503
OFFSET
1,1
EXAMPLE
2^(1*(7-1)+3) -1 = 511 = 7*73
2^(2*(7-1)+3) -1 = 32767 = 7*4681
2^(3*(7-1)+3) -1 = 2097151 = 7*299593
2^(k*(7-1)+3) -1 = x = 7*j for n=2 T(2,1)=7 T(2,2)=3
CROSSREFS
Sequence in context: A358658 A181163 A363392 * A062253 A290844 A369094
KEYWORD
nonn,tabf
AUTHOR
Pierre CAMI, Nov 03 2004
STATUS
approved