This is a front-end for the Online Encyclopedia of Integer Sequences, made by Christian Perfect. The idea is to provide OEIS entries in non-ancient HTML, and then to think about how they're presented visually. The source code is on GitHub.
%I A239316 #34 May 22 2025 10:21:37 %S A239316 18,1,4,13,282,342,783,43,4424,412,940,8337,44968,61667,33821,106904, %T A239316 336404,421527,31488,1850725,5854551,8996526,11709660,2493200, %U A239316 105887707,86401248,701257139,546257302,92438127 %N A239316 Index of the first occurrence of a string of exactly n consecutive odd digits in the decimal expansion of Pi. %e A239316 Digit: 1 2 3 4 5 6 7 8 9 10 11 12 ...18 ... %e A239316 Pi: 3 1 4 1 5 9 2 6 5 3 5 8 ....3 ... %e A239316 Odd string: [2]...[ 3 ].....[ 3 ].......[1]... %e A239316 . . . %e A239316 . . . %e A239316 a(2) a(3) a(1) %e A239316 = 1 = 4 = 18 %t A239316 a239316[n_, checkDigits_: 100000] := %t A239316 Block[{foundPos, %t A239316 piDigitBooleans = {#1[[1]], %t A239316 Length[#]} & /@ (OddQ /@ %t A239316 RealDigits[N[Pi, checkDigits]][[1, 1 ;; All]] // Split)}, %t A239316 foundPos = FirstPosition[piDigitBooleans, {True, n}][[1]]; %t A239316 If[! NumericQ[foundPos], %t A239316 Return["Not found within " <> ToString[checkDigits] <> " digits"]]; %t A239316 Total[piDigitBooleans[[1 ;; foundPos]][[All, 2]]] - n + 1] %t A239316 a239316[#] & /@ Range[1, 15] (* _Julien Kluge_, Jan 31 2016 *) %o A239316 (Python) %o A239316 with open("pib.txt") as f: %o A239316 digits = f.read(1000000000) %o A239316 for a in range(1,30): %o A239316 found = False %o A239316 place = 0 %o A239316 now = 0 %o A239316 while place < 999999999: %o A239316 b = int(digits[place]) %o A239316 c = int(digits[place+1]) %o A239316 if b % 2 == 1:#digit is odd %o A239316 now += 1 %o A239316 else: %o A239316 now = 0 %o A239316 if now == a and c%2 == 0: %o A239316 print(a,place-a+2) %o A239316 found = True %o A239316 break %o A239316 place += 1 %o A239316 if not found: %o A239316 print("Not found in first billion digits.") %o A239316 # pib.txt is the first billion digits of pi, readily available online %o A239316 # _David Consiglio, Jr._, Sep 22 2014 %Y A239316 Cf. A000796, A057680, A239317. %K A239316 nonn,base %O A239316 1,1 %A A239316 _Kival Ngaokrajang_, Mar 15 2014 %E A239316 More terms from _David Consiglio, Jr._, Sep 22 2014