zeroless squares
Pfoertner, Hugo
Hugo.Pfoertner at muc.mtu.de
Mon Feb 28 08:53:33 CET 2005
-----Original Message-----
From: Pfoertner, Hugo [mailto:Hugo.Pfoertner at muc.mtu.de]
Sent: Monday, February 28, 2005 08:39
To: seqfan at ext.jussieu.fr
Subject: RE: zeroless squares
This suggests a new sequence:
Smallest power with base>1, exponent>1 whose decimal representation doesn't
contain the digit 0:
base exponent base^exponent
more terms:
2 1 2
2 2 4
2 3 8
2 4 16
2 5 32
2 6 64
2 7 128
2 8 256
2 9 512
5 10 9765625
3 11 177147
3 12 531441
2 13 8192
2 14 16384
2 15 32768
2 16 65536
4 17 17179869184
2 18 262144
2 19 524288
12 20 3833759992447475122176
22 22 341427877364219557396646723584
3 23 94143178827
2 24 16777216
2 25 33554432
3 26 2541865828329
2 27 134217728
2 28 268435456
6 29 36845653286788892983296
5 30 931322574615478515625
2 31 2147483648
2 32 4294967296
2 33 8589934592
2 34 17179869184
2 35 34359738368
2 36 68719476736
2 37 137438953472
4 38 75557863725914323419136
2 39 549755813888
x^40 exceeds 33 decimal digits.
Hugo
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