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a(n)-th Fibonacci number is the smallest Fibonacci number containing exactly n 8's.
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%I #5 Apr 26 2017 16:44:43

%S 6,34,66,97,96,163,156,239,188,235,333,325,305,380,403,512,417,511,

%T 575,626,609,662,820,794,763,738,876,936,873,975,989,1115,1164,1047,

%U 1231,1237,1365,1336,1391,1178,1276,1512,1584,1665,1385,1569,1568,1812,1862

%N a(n)-th Fibonacci number is the smallest Fibonacci number containing exactly n 8's.

%e a(2)=34 since 34th Fibonacci number i.e. 5702887 contains exactly two 8's.

%Y Cf. A000045.

%K base,nonn

%O 1,1

%A _Shyam Sunder Gupta_, Jul 14 2002

%E a(21)-a(49) from _Alois P. Heinz_, Apr 26 2017