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Posts: 887 | Thanked: 2,444 times | Joined on Jun 2011
#2921
Originally Posted by tissot View Post
I have been pulling out the clues @nokia from the start. They might have linked it to other of their accounts too, but @nokia has been showing them every time.
My bäd, sorry... I have followed only "N9Seconds"...

Why Nokia Sweden is already allowed to tell when this baby is coming? Here in Finland is this radio-silenzio? wtf?
 
tissot's Avatar
Posts: 1,839 | Thanked: 2,432 times | Joined on May 2009
#2922
Originally Posted by catbus View Post
My bäd, sorry... I have followed only "N9Seconds"...

Why Nokia Sweden is already allowed to tell when this baby is coming? Here in Finland is this radio-silenzio? wtf?
Nokia Sweden hasn't said anything. 3(operator) has given an estimate in Sweden as have Orange in Switzerland.
September looks like a good guess as of now, but that's about it.
 

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Posts: 519 | Thanked: 366 times | Joined on Sep 2009 @ North Carolina (Formerly Denmark and Iceland)
#2923
Originally Posted by Saew View Post
(source)

The winner was aprlsn
Is that number interesting for any particlar reason, or is that just a random number?
 
Posts: 56 | Thanked: 107 times | Joined on Jul 2011
#2924
Is it me or if g=10 and p=307 then g is not a primitive root of p, which is a condition as in:

ElGamal Public Key scheme
Step 1. Global elements: p a large prime, g primitive root of p.
 

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catbus's Avatar
Posts: 887 | Thanked: 2,444 times | Joined on Jun 2011
#2925
Originally Posted by tissot View Post
Nokia Sweden hasn't said anything. 3(operator) has given an estimate in Sweden as have Orange in Switzerland.
September looks like a good guess as of now, but that's about it.
Ok.

"MATEN9" <- wrong!
"SWEDEN" <- wrong!
 
Posts: 673 | Thanked: 856 times | Joined on Mar 2006
#2926
Originally Posted by Vaterix View Post
Is it me or if g=10 and p=307 then g is not a primitive root of p, which is a condition as in:

ElGamal Public Key scheme
Step 1. Global elements: p a large prime, g primitive root of p.
Whoever thought about this riddle, has no clue about cryptography.

He has set both private key and public key to value 255.

Public key is actually calculated by (g ^ private) mod p
Which is in this case 289. That is the point of the bloody algorithm it is difficult to reverse the operation.

Alice would not be able to decrypt the message.


The bloody web calculator, did allow setting invalid key.

I am really annoyed

BTW: 10 is not a generator over 307

Last edited by momcilo; 2011-07-29 at 21:49.
 

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Posts: 33 | Thanked: 29 times | Joined on Jul 2011 @ Belgium
#2927
Originally Posted by Guffaw View Post
Today 21:00 BST, and tomorrow 09:00 BST.

My micro-SIM arrived today.
A bit late... but, u already ordered ur micro sim while waiting for ur n9 to arrive? :P
 
Posts: 56 | Thanked: 107 times | Joined on Jul 2011
#2928
I agree, hence my question above. Once again, Nokia showed itself)))
 

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Posts: 173 | Thanked: 200 times | Joined on Oct 2009 @ Norway
#2929
Originally Posted by Saew View Post
A bit late... but, u already ordered ur micro sim while waiting for ur n9 to arrive? :P
Haha, yeah. Didn't have to pay anything, and I can use my old SIM until i activate the new one with N9.

Solve the last code, I'm ready!
__________________
Owner of N9, N900 & L920
Harmattan Projects: Pakkesporing
 

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Posts: 33 | Thanked: 29 times | Joined on Jul 2011 @ Belgium
#2930
Originally Posted by Guffaw View Post
Haha, yeah. Didn't have to pay anything, and I can use my old SIM until i activate the new one with N9.

Solve the last code, I'm ready!
I wish. I'm still trying to win one for my girlfriend as well :P No dice, tho.
 
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