[seqfan] Re: 10-digit accepting integers
Eric Angelini
Eric.Angelini at kntv.be
Mon Oct 27 23:18:19 CET 2014
Hans, bravo!
I've just posted this to Hans Havermann
a couple of seconds ago:
>
Hans, I've just noticed that 411203
accepts also strings like 11,12,14,16, ...
411203
+ 11 = 4.11.11203
+ 12 = 4.12.11203
+ 14 = 4.14.11203
+ 16 = 4.16.11203
+ 20 = 411203.20
+ 21 = 411203.21
+ 23 = 411203.23
+ 25 = 411203.25
+ 30 = 41120.30.3
+ 32 = 41120.32.3
+ 34 = 41120.34.3
+ 38 = 41120.38.3
+ 41 = 411203.41
+ 43 = 411203.43
etc.
Perhaps that 411203 accepts
all integers having two adjacent
digits that always sum to a prime?
Best,
É.
Le 27 oct. 2014 à 20:30, "Hans Havermann" <gladhobo at teksavvy.com<mailto:gladhobo at teksavvy.com>> a écrit :
We want to transform this integer into another integer having the same property by inserting single digits somewhere ...
If inserting a zero in front of an integer is an allowable transformation, then 302114 might be the smallest integer for which you are looking. If not, then perhaps 411203.
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