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Helixstein
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26 Jan 2011, 2:10 am

Count from 0 (beginning at 2) to 1,000,000 (ending at 999,983) using Prime Numbers.

I shall begin. :)

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thedaywalker
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26 Jan 2011, 5:13 am

and then
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Helixstein
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26 Jan 2011, 5:17 am

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ben10scotland
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26 Jan 2011, 5:33 am

If anyone wants to validate these, try using proth.exe
http://primes.utm.edu/programs/gallot/

not used it for a while though - unfortunately its more for generation of new prime numbers than printing a simple list.
primes are fairly easy to identify by looking at simple factorisation eg 551 appears to be prime, doesn't divide by 5,10 or 7 - the most likely factors for it,

wondering if someone here could explain Riemann hypothesis.



richie
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26 Jan 2011, 3:51 pm

7
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jmnixon95
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26 Jan 2011, 4:17 pm

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jmnixon95
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26 Jan 2011, 4:17 pm

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AspergianSuperstar
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26 Jan 2011, 4:27 pm

Heres 12 prime numbers

19
23
29
31
37
41
43
47
53
59
61
67

does anyone know of any way to generate them - I came up with one that seemed to work



jmnixon95
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26 Jan 2011, 4:29 pm

AspergianSuperstar wrote:
Heres 12 prime numbers

19
23
29
31
37
41
43
47
53
59
61
67

does anyone know of any way to generate them - I came up with one that seemed to work


As far as counting games go, we usually stick to one number per post. As in, you would make one post that says '19', the next person would say '23', and so on.



Helixstein
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26 Jan 2011, 5:03 pm

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jmnixon95
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26 Jan 2011, 5:09 pm

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Helixstein
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26 Jan 2011, 5:36 pm

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jmnixon95
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26 Jan 2011, 6:14 pm

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richie
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Helixstein
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26 Jan 2011, 6:27 pm

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jmnixon95
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26 Jan 2011, 6:28 pm

101