Two seq for the OEIuS

[Eric Angelini]

Hello SeqFans,

I'm back with 2 uninteresting seq -- please stop reading here if
you don't want to lose any more time!

S(1) The sum of the a(n) first terms ends with the string <a(n)>.
     S is monotonically increasing.

S(2) The sum of the a(n) first terms ends with the string <a(n)>.
     S is not monotonically increasing. No two identical a(n)s.

S(1)= 1,3,9,10,11,12,13,14,16,21,101,201,301,401,402,500,501,502,503,504,595,596,597,598,599,600,601,602,603,604,605,606,607,608,...

S(2)= 1,3,9,5,7,8,14,11,21,12,20,101,15,87,201,17,85,301,22,80,401,501,24,...

For me those seq are somehow related to poetry: the sum of the
a(n) first terms "rhyme" with the string a(n). I don't like them,
I love them!

I understand maths and (so called) poetry have not much in common,
and I understand that the majority of SeqFans readers won't appre-
ciate seq like those (base dependent, shape dependent, etc.)

So I would like to propose a deal to the community: why not help
me building an Online Encyclopedia of Integer Uninteresting Se-
quences? (in short OEIuS)

I have very good connections with the biggest Telecom company of
Belgium (Belgacom -- hosting my website, BTW) -- and could find 
quite a support there to help me creating and operating the new
base.

Neil permitting, I would copy as exactly as I can the overall look
of the OEIS. Sequences in the OEIuS would not start with an "A"
but rather with an "X", like this: X012345 -- because they would
have been x-ed from the genuine OEIS ;-)

Best,
É.
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Eric said:

> So I would like to propose a deal to the community: why not help
> me building an Online Encyclopedia of Integer Uninteresting Se-
> quences? (in short OEIuS)
> 
> Neil permitting, I would copy as exactly as I can the overall look
> of the OEIS. Sequences in the OEIuS would not start with an "A"
> but rather with an "X", like this: X012345 -- because they would
> have been x-ed from the genuine OEIS ;-)


Actually I don't like this idea, for several reasons:

- The OEIS already contains a large number of uninteresting sequences,
- I don't like the idea of a rival to the OEIS, and
- I admire Eric's sequences very much, and would

In short, let's just concentrate everything into one database, the OEIS!

Best regards

Neil