N9 [Shipping]: It's finally here [for some]! - Page 295 - maemo.org

mikecomputing | # 2941 | 2011-07-29, 23:45 | Report

Originally Posted by PortaDiFerro View Post

Saw some lady taking pictures of her kids with N9 at an amusement park (Särkänniemi) today. Felt so jealous and was tempted to ask her if I could try it out..

are u sure it was the original :O

http://twitpic.com/5siddh/full

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mikecomputing | # 2942 | 2011-07-29, 23:54 | Report

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.

well also n9pilot nokia representants did say 23sept on a blogentry.

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Rugoz | # 2943 | 2011-07-30, 00:38 | Report

Originally Posted by

Ballerina, Taxi driver, Footballer, Poster, Child, Watchmaker

I had Ballerina, Taxi driver, footballer and watchmaker. But poster and child? Doesn't fit.

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unfuccwittable | # 2944 | 2011-07-30, 01:19 | Report

Originally Posted by Rugoz View Post

I had Ballerina, Taxi driver, footballer and watchmaker. But poster and child? Doesn't fit.

yeah, that's the only video with TWO "characters".

smegheadz | # 2945 | 2011-07-30, 01:19 | Report

Originally Posted by marxian View Post

http://youtu.be/IMxWLuOFyZM?t=3m15s

nice to see 2 people get my python reference.

as you may tell from my name i like classic comedies.

recluse | # 2946 | 2011-07-30, 01:34 | Report

Originally Posted by momcilo View Post

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

This is absolutely true. p is wrong. yA is wrong.

Nokia gives us a crypto challenge that requires using made-up rules. The result of the made up rules is that a variable that is generated by g^x mod p is actually generated by the green component of a random colour. This means it's impossible to decrypt the message too.

I had no way of knowing this and hence no way of getting the answer.

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daviss | # 2947 | 2011-07-30, 03:40 | Report

Originally Posted by jo21 View Post

one can dream... of apple elopapocalypse.-

elopcalypse sounds better imho..

btw the elgamal answer sucks biiig time,shdnt hav waste time on that...

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abill_uk | # 2948 | 2011-07-30, 05:25 | Report

Originally Posted by recluse View Post

This is absolutely true. p is wrong. yA is wrong.

Nokia gives us a crypto challenge that requires using made-up rules. The result of the made up rules is that a variable that is generated by g^x mod p is actually generated by the green component of a random colour. This means it's impossible to decrypt the message too.

I had no way of knowing this and hence no way of getting the answer.

Now you know why Nokia made such a ballsup of everything

jurop88 | # 2949 | 2011-07-30, 06:15 | Report

Really disappointed on this ElGamal N9

Originally Posted by momcilo View Post

He has set both private key and public key to value 255.
...
Public key is actually calculated by (g ^ private) mod p
...
Alice would not be able to decrypt the message.
...
BTW: 10 is not a generator over 307

Go figure I started coding a Python script to find a prime for which 10 was a 'prime root' (but didn't finish it due to lack of time and coding skills hahaha)

Only precisation, Alice would refuse the message as not true because public key is not valid

- anybody tried to check if the verify works? Since the 'prime root' condition is not satisfied, it shouldn't...

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jalyst | # 2950 | 2011-07-30, 06:32 | Report

Originally Posted by hotnikkelz View Post

Well that sounded very contradictory

I meant what I said, but prolly not what you think I meant, if you know what I mean.
CBF'd explaining in further detail...