A099333
Frequency of the hexadecimal 0 in the first 10^n hexadecimal digits of Pi.
Original entry on oeis.org
0, 9, 59, 634, 6296, 62522, 624597, 6250690, 62501979, 625011206, 6249979329, 62499881108
Offset: 1
Cf.
A000796,
A062964,
A099334,
A099335,
A099336,
A099337,
A099338,
A099339,
A099340,
A099341,
A099342,
A099343,
A099344,
A099345,
A099346,
A099347,
A099348.
-
$MaxPrecision = 1100000; ph = Drop[ RealDigits[Pi, 16, 5*10^5] [[1]], 1]; Table[ Count[ Take[ph, 10^n], 0], {n, 5}]
A099335
Frequency of the hexadecimal 2 in the first 10^n hexadecimal digits of Pi.
Original entry on oeis.org
1, 8, 62, 642, 6355, 62644, 625896, 6255492, 62508519, 624984447, 6249917131, 62499924780
Offset: 1
Cf.
A000796,
A062964,
A099333,
A099334,
A099336,
A099337,
A099338,
A099339,
A099340,
A099341,
A099342,
A099343,
A099344,
A099345,
A099346,
A099347,
A099348.
-
$MaxPrecision = 1100000; ph = Drop[ RealDigits[Pi, 16, 5*10^5] [[1]], 1]; Table[ Count[ Take[ph, 10^n], 2], {n, 5}]
A099336
Frequency of the hexadecimal 3 in the first 10^n hexadecimal digits of Pi.
Original entry on oeis.org
1, 11, 69, 630, 6283, 62432, 623853, 6250592, 62514233, 624983935, 6250077541, 62500188844
Offset: 1
Cf.
A000796,
A062964,
A099333,
A099334,
A099335,
A099337,
A099338,
A099339,
A099340,
A099341,
A099342,
A099343,
A099344,
A099345,
A099346,
A099347,
A099348.
-
$MaxPrecision = 1100000; ph = Drop[ RealDigits[Pi, 16, 5*10^5] [[1]], 1]; Table[ Count[ Take[ph, 10^n], 3], {n, 5}]
A099337
Frequency of the hexadecimal 4 in the first 10^n hexadecimal digits of Pi.
Original entry on oeis.org
1, 8, 60, 582, 6171, 62235, 623635, 6246996, 62482731, 625014007, 6249925117, 62499807368
Offset: 1
Cf.
A000796,
A062964,
A099333,
A099334,
A099335,
A099336,
A099338,
A099339,
A099340,
A099341,
A099342,
A099343,
A099344,
A099345,
A099346,
A099347,
A099348.
-
$MaxPrecision = 1100000; ph = Drop[ RealDigits[Pi, 16, 5*10^5] [[1]], 1]; Table[ Count[ Take[ph, 10^n], 4], {n, 5}]
A099338
Frequency of the hexadecimal 5 in the first 10^n hexadecimal digits of Pi.
Original entry on oeis.org
1, 3, 64, 636, 6291, 62649, 625491, 6253329, 62501692, 625011152, 6250052283, 62500007205
Offset: 1
Cf.
A000796,
A062964,
A099333,
A099334,
A099335,
A099336,
A099337,
A099339,
A099340,
A099341,
A099342,
A099343,
A099344,
A099345,
A099346,
A099347,
A099348.
-
$MaxPrecision = 1100000; ph = Drop[ RealDigits[Pi, 16, 5*10^5] [[1]], 1]; Table[ Count[ Take[ph, 10^n], 5], {n, 5}]
A099339
Frequency of the hexadecimal 6 in the first 10^n hexadecimal digits of Pi.
Original entry on oeis.org
1, 6, 71, 646, 6287, 62545, 625489, 6251102, 62501242, 624989166, 6250025693, 62499925426
Offset: 1
Cf.
A000796,
A062964,
A099333,
A099334,
A099335,
A099336,
A099337,
A099338,
A099340,
A099341,
A099342,
A099343,
A099344,
A099345,
A099346,
A099347,
A099348.
-
$MaxPrecision = 1100000; ph = Drop[ RealDigits[Pi, 16, 5*10^5] [[1]], 1]; Table[ Count[ Take[ph, 10^n], 6], {n, 5}]
A099340
Frequency of the hexadecimal 7 in the first 10^n hexadecimal digits of Pi.
Original entry on oeis.org
0, 4, 53, 585, 6274, 62515, 625369, 6251231, 62504587, 625010556, 6249958503, 62499878794
Offset: 1
Cf.
A000796,
A062964,
A099333,
A099334,
A099335,
A099336,
A099337,
A099338,
A099339,
A099341,
A099342,
A099343,
A099344,
A099345,
A099346,
A099347,
A099348.
-
$MaxPrecision = 1100000; ph = Drop[ RealDigits[Pi, 16, 5*10^5] [[1]], 1]; Table[ Count[ Take[ph, 10^n], 7], {n, 5}]
A099341
Frequency of the hexadecimal 8 in the first 10^n hexadecimal digits of Pi.
Original entry on oeis.org
3, 11, 81, 614, 6244, 62459, 624959, 6249740, 62495786, 625047187, 6250044644, 62500216752
Offset: 1
Cf.
A000796,
A062964,
A099333,
A099334,
A099335,
A099336,
A099337,
A099338,
A099339,
A099340,
A099342,
A099343,
A099344,
A099345,
A099346,
A099347,
A099348.
-
$MaxPrecision = 1100000; ph = Drop[ RealDigits[Pi, 16, 5*10^5] [[1]], 1]; Table[ Count[ Take[ph, 10^n], 8], {n, 5}]
A099342
Frequency of the hexadecimal 9 in the first 10^n hexadecimal digits of Pi.
Original entry on oeis.org
0, 7, 65, 618, 6234, 62699, 624584, 6246654, 62494524, 624982085, 6249968714, 62500120671
Offset: 1
Cf.
A000796,
A062964,
A099333,
A099334,
A099335,
A099336,
A099337,
A099338,
A099339,
A099340,
A099341,
A099343,
A099344,
A099345,
A099346,
A099347,
A099348.
-
$MaxPrecision = 1100000; ph = Drop[ RealDigits[Pi, 16, 5*10^5] [[1]], 1]; Table[ Count[ Take[ph, 10^n], 9], {n, 5}]
A099343
Frequency of the hexadecimal A in the first 10^n hexadecimal digits of Pi.
Original entry on oeis.org
1, 6, 65, 632, 6228, 62070, 625563, 6248822, 62497832, 624987694, 6250055390, 62500266095
Offset: 1
Cf.
A000796,
A062964,
A099333,
A099334,
A099335,
A099336,
A099337,
A099338,
A099339,
A099340,
A099341,
A099342,
A099344,
A099345,
A099346,
A099347,
A099348.
-
$MaxPrecision = 1100000; ph = Drop[ RealDigits[Pi, 16, 5*10^5] [[1]], 1]; Table[ Count[ Take[ph, 10^n], 10], {n, 5}]
Showing 1-10 of 15 results.