a(n) is the largest k in an n_nacci(k) sequence (Fibonacci(k) for n=2, tribonacci(k) for n=3, etc.) such that n_nacci(k) >= 2^(k-n-1).

A202805

a(n) is the largest k in an n_nacci(k) sequence (Fibonacci(k) for n=2, tribonacci(k) for n=3, etc.) such that n_nacci(k) >= 2^(k-n-1).

Terms

    a(0) =6a(1) =12a(2) =25a(3) =48a(4) =94a(5) =184a(6) =363a(7) =719a(8) =1430a(9) =2851a(10) =5691a(11) =11371a(12) =22728a(13) =45443a(14) =90870a(15) =181724a(16) =363429a(17) =726839a(18) =1453658a(19) =2907295a(20) =5814566a(21) =11629107

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