20101116, 23:53  #100 
May 2010
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20101117, 00:00  #101 
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Jul 2009
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20101117, 11:26  #102  
May 2010
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690_{16} Posts 
Quote:
There you go. Last fiddled with by 3.14159 on 20101117 at 11:27 

20101117, 13:16  #103 
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Jul 2009
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that tells me nothing that I want. for a prime exponent unless you use decimal a and b you get 2^p1 = (2^11)*(2^p1)
Last fiddled with by science_man_88 on 20101117 at 13:25 
20101117, 23:18  #104 
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Jul 2009
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something new ?
I find that the sum of digit squares for A095847 seems to join up with every other so far (I've tested until 5810550306096509) or be 1 ( only 1 that has fit this so far outside of the obvious 1)

20101118, 00:02  #105  
May 2010
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Quote:
2^{p} 1 = (2kp+1) * ((2^{p} 1)/2kp+1)) There you go. This is too vague. Provide a clear explanation, free of ambiguous terms, of what you are doing, which probably has nothing to do w/Mersenne numbers. Last fiddled with by 3.14159 on 20101118 at 00:09 

20101118, 00:16  #106  
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Jul 2009
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Quote:
Last fiddled with by science_man_88 on 20101118 at 00:18 

20101118, 00:19  #107 
May 2010
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2^{4}×3×5×7 Posts 
Okay; This does not explain anything. Please explain its purpose.
Last fiddled with by 3.14159 on 20101118 at 00:21 
20101118, 00:22  #108 
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20101118, 00:27  #109 
May 2010
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20101118, 00:33  #110 
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