Another kind of sequence puzzle

Leroy Quet qq-quet at mindspring.com
Mon Jul 2 19:29:58 CEST 2007


sent to me. So I don't know if someone has posted the solution before I 
since I posted the question.
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Message-ID: <fe71ae2b0707021836s19391bdaqd911c68dd9b3f373 at mail.gmail.com>
Date: Mon, 2 Jul 2007 20:36:10 -0500
From: xordan <xordan.tom at gmail.com>
To: seqfan at ext.jussieu.fr
Subject: relatively primes and prime numbers graphs.
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I understand that the attached file and the folloging words that  don't
coincide with the strict discussion line in seqfan, but they contain some
graphic curiosities that I wanted to share with the members of the list. I
wait some benevolent comments. Again I notice that the translation of the
original in Spanish is made with the help of software:

The attached file (coprimes.zip ) contains one book of calculation sheets
that has 5 work sheets that give results (to my view) interesting related
with the numbers relatively primes.
The first sheet shows the numbers (1 to 256) relatively primes to each
other  that added (arithmetic sum)   becomes  a prime number as  result; the
second sheet shows the numbers relatively primes  whose absolute difference
becomes a prime number  as  result; the third are the conjunction of the
previous two , that is to say the numbers relatively primes  whose their
algebraic sum  gives as  result a prime  number. The fourth is the same
graph that it appears in the current page
http://mathworld.wolfram.com/RelativelyPrime.html (RelativelyPrime.gif) and
that it shows the primes numbers relatively to each other. The fifth work
sheet is the conjunction of RelativelyPrime.gif and the previous sheet
"abs(r+-c)=prime". - With this it is shown graphically that all the numbers
(r,c) whose algebraic sum is a prime number (p) they are relatively prime to
each other.
IF  r+c=p  THEN   coprime(r,c)=1.-
-- 
xordan at hotmail.com
xordan_co at yahoo.com
xordan.tom at gmail.com

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<div>I understand that the attached file and the folloging words that  don't coincide with the strict discussion line in seqfan, but they contain some graphic curiosities that I wanted to share with the members of the list. I wait some benevolent comments. Again I notice that the translation of the original in Spanish is made with the help of software: 
</div>
<div> </div>
<div>The attached file (coprimes.zip ) contains one book of calculation sheets that has 5 work sheets that give results (to my view) interesting related with the numbers relatively primes.   <br>The first sheet shows the numbers (1 to 256) relatively primes to each other  that added (arithmetic sum)   becomes  a prime number as  result; the second sheet shows the numbers relatively primes  whose absolute difference becomes a prime number  as  result; the third are the conjunction of the previous two , that is to say the numbers relatively primes  whose their  algebraic sum  gives as  result a prime  number. The fourth is the same graph that it appears in the current page 
<a href="http://mathworld.wolfram.com/RelativelyPrime.html">http://mathworld.wolfram.com/RelativelyPrime.html</a> (RelativelyPrime.gif) and that it shows the primes numbers relatively to each other. The fifth work sheet is the conjunction of 
RelativelyPrime.gif and the previous sheet "abs(r+-c)=prime". - With this it is shown graphically that all the numbers (r,c) whose algebraic sum is a prime number (p) they are relatively prime to each other.</div>

<div>IF  r+c=p  THEN   coprime(r,c)=1.- <br>-- <br><a href="mailto:xordan at hotmail.com">xordan at hotmail.com</a><br><a href="mailto:xordan_co at yahoo.com">xordan_co at yahoo.com</a><br><a href="mailto:xordan.tom at gmail.com">xordan.tom at gmail.com
</a> </div>

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------=_Part_104140_14761177.1183426570634--



Maximilian Hasler has pointed out to me that at sequence A022940 
"complement" is not defined.

I assume that Clark Kimberling intended {c(k)} to be those positive 
integers (in order) that do not appear in A022940.

So {c(k)} begins: 2,4,6,7,8,10,11,12,13,14,16,17,...

Thanks,
Leroy Quet



Hello Seqfans,

I ordered 2 sequence numbers. I didn't receive the confirmation email and on the page with numbers there is the following paragraph:

Insufficient disk space; try again later Insufficient disk space; try again later returntosender: cannot select queue for oeis Insufficient disk space; try again later returntosender: cannot select queue for postmaster putbody: write error: No space left on device Error writing control file qfl63ErU4Y019338: No space left on device 

Is OEIS working?
Can I use my numbers?

Tanya


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