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All Fibonacci numbers >=1 occur. For k>=4, the k-th Fibonacci number occurs F(k-1) times. Sequence n-a(n) consists of (0,0) union successive runs 1,2,...,F(k) for k>=1. Beginning with a(3), this is the index sequence of the block-fractal sequence A003849; see A280511 for definitions. - _Clark Kimberling_, Jan 06 2017
Beginning with a(3), this is the index sequence of the block-fractal sequence A003849; see A280511 for definitions. - Clark Kimberling, Jan 06 2017
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All Fibonacci numbers >=1 occur. For k>=4, the k-th Fibonacci numbers occur number occurs F(k-1) times. Sequence n-a(n) consists of (0,0) union successive runs 1,2,...,F(k) for k>=1. Beginning with a(3), this is the index sequence of the block-fractal sequence A003849; see A280511 for definitions. - _Clark Kimberling_, Jan 06 2017
Beginning with a(3), this is the index sequence of the block-fractal sequence A003849; see A280511 for definitions. - Clark Kimberling, Jan 06 2017
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Sequence begins 1,2,2 : a(3)=2 is the end of the second run, hence 3 will appear twice and sequence continues : 1,2,2,3,3. Now a(5)=3 is the end of the third run, hence 5 appears 3 times and sequence continues : 1,2,2,3,3,5,5,5, (From . - _Labos, E.) Elemer_
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Beginning with a(3), this is the index sequence of the block-fractal sequence A003849; see A280511 for definitions. - Clark Kimberling, Jan 06 2017
From Clark Kimberling, Jan 06 2017: (Start)
(initial block #3) = (0,1,0) first repeats at s(3), so that a(5) = 3. - _Clark Kimberling_, Jan 06 2017 (End)
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