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robins
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funny pictures
- Views: 633
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Uploaded: 03/08/12
Facebook friends - Views: 550
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Favorites: 1
Uploaded: 03/01/10
Food for thought - Views: 791
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Uploaded: 02/16/10
Excuse Me - Views: 44385
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Uploaded: 01/06/10
Ten? - Views: 16493
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Favorites: 11
Uploaded: 01/02/10
smarter - Views: 43800
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Comments: 10
Favorites: 5
Uploaded: 12/28/09
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latest user's comments
| #516 - it's like 23 funnyjunk style | 04/03/2010 on The 9/11 Conspiracy | 0 |
| #34 - dexter looks awesome | 03/05/2010 on Anime Style Characters | 0 |
| #16 - a couple that i know how was a giraffe created? … | 03/05/2010 on Top 100 Chuck Norris Facts | +1 |
| #129 - that's mr. donuts mascot they have the best doughnuts se… | 03/05/2010 on Ronald Supreme | 0 |
| #1629 - it's at yahoo | 03/03/2010 on My Awesome Roll Idea | 0 |
| #1628 - god... … [+] (1 new reply) | 03/03/2010 on My Awesome Roll Idea | 0 |
| #1627 - [url deleted] 00119 10083 0AA3mQrI … [+] (2 new replies) | 03/03/2010 on My Awesome Roll Idea | 0 |
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| #1626 - i'm not sure if this is right, but it does make sense mathemat… [+] (3 new replies) | 03/03/2010 on My Awesome Roll Idea | 0 |
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| #103 - i agree, but either way, fun fun fun | 03/02/2010 on remember this shit? | 0 |
| #252 - **robins rolls 839,758,390** percentage wise, if the roll… [+] (5 new replies) | 03/02/2010 on My Awesome Roll Idea | -1 |
| No.... they are not.... I don't understand how i can explain this.... The computer is not rolling dice. It views the limits of the number it can pick (from 000,000,000 to 999,999,999) as a large circle. It basically 'spins' the circle like a roulette wheel until it is randomly 'stopped' on a number. Therefore there is no 'edge' #1626
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robins (03/03/2010) [-] i'm not sure if this is right, but it does make sense mathematically. but the seed number and the mathematical equation would make the number pseudo-random. meaning, it is random, but through the last number, you are produced a new number. and so on and so forth. let's say that 123 is a number for a roll 3. if my equation were...i don't know...let's say (x^(9/2.248)/(x^2+2x+1)-(3x^2-x-10) where x=123 (the seed number in this case), then the new number would be 147 and so on and so forth. even if this wasn't the equation used, the chances of getting a 000,000,000 or a 999,999,999 would be slimmer if no rounding of the decimals were used | ||
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