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2011-07-28
, 09:15
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Posts: 30 |
Thanked: 14 times |
Joined on Mar 2011
@ Romania
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#2762
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Originally Posted by Cod3rror
You're joking, right?
New "clue".
Hey nokia, if I could calculate all this ********, I'd work for NASA you *******s, not waste time with your stupid contest, post something easier FFS, I am not Russell Crowe.
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2011-07-28
, 09:16
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Posts: 418 |
Thanked: 431 times |
Joined on May 2011
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#2763
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Originally Posted by mooglez
why x = 15 and not any other value?
hmm:
p 313
g 10
x 15
h = 10^15 mod 313 = 231
but i can't continue it further as i don't know where i can get the actual message content etc.
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2011-07-28
, 09:19
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Posts: 30 |
Thanked: 14 times |
Joined on Mar 2011
@ Romania
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#2764
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Originally Posted by marrat
probably because, on the wall, it says "el gamal 15"
why x = 15 and not any other value?
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2011-07-28
, 09:20
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Posts: 5 |
Thanked: 0 times |
Joined on Jul 2011
@ Switzerland
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#2765
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Originally Posted by mooglez
Where did you get 313?
hmm:
p 313
g 10
x 15
h = 10^15 mod 313 = 231
but i can't continue it further as i don't know where i can get the actual message content etc.
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2011-07-28
, 09:23
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Posts: 30 |
Thanked: 14 times |
Joined on Mar 2011
@ Romania
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#2766
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Originally Posted by mooglez
By the way, I believe that p = 317, not 313. But we still have to find the message....
hmm:
p 313
g 10
x 15
h = 10^15 mod 313 = 231
but i can't continue it further as i don't know where i can get the actual message content etc.
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2011-07-28
, 09:24
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Posts: 52 |
Thanked: 74 times |
Joined on Jun 2011
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#2768
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This is a continuation of the previous clue.
10 and 304 are from the dashboard. 15 is from Elgamal. The rest is from the colours on the wall.
Good luck!
10 and 304 are from the dashboard. 15 is from Elgamal. The rest is from the colours on the wall.
Good luck!
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2011-07-28
, 09:25
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Posts: 4 |
Thanked: 0 times |
Joined on Jul 2011
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#2769
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Also not sure why you meant 313 and not 307. And where on earth do the colours come into it.
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2011-07-28
, 09:26
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Posts: 30 |
Thanked: 14 times |
Joined on Mar 2011
@ Romania
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#2770
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Originally Posted by z0oa
The clue says that p > 304, but the algorithm says that p must be a prime number, so we take the first prime number greater than 304. But p must also satisfy the formula p = 2^k * q + 1, where q is also a prime.
Where did you get 313?
My guess is that p = 317, because then you would have
317 = 2^k * q + 1 => 2^k * q = 316 an remember that q must be a prime, so you have 2^2 * 79 => q=79 and 79 is a prime number...
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p 313
g 10
x 15
h = 10^15 mod 313 = 231
but i can't continue it further as i don't know where i can get the actual message content etc.