I am working on learning cryptography and I stumbled across http://www.rsasecurity.com/rsalabs/c...ngenumbers.txt. I was wondering er, as stupid as it sounds, I am supposed to get a key out of that, and/or factor the modulus?
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I am working on learning cryptography and I stumbled across http://www.rsasecurity.com/rsalabs/c...ngenumbers.txt. I was wondering er, as stupid as it sounds, I am supposed to get a key out of that, and/or factor the modulus?
Hey dude,
the url you gave us is incorrect you should click the edit button just above your post and correct it and I will try my best to help... I have just done my research and found this http://www.rsasecurity.com/rsalabs/c...g/numbers.html is this what you was after
p.s. in case you didn't know though I suspect you do instead of copying the text word by word just hightlight the url and press ctrl + c then go to the place where you want the url and press ctrl + v
Just remove the period from the end of the URL.
cheers so it is http://www.rsasecurity.com/rsalabs/c...ngenumbers.txt
p.s. spools.exe I just happen to be listening to a soulfly album for the first time right now, and coincidently, it is the first time I have seen you here
Now that we've corrected my link, back to the original question? Am I just supposed to factor the number into two prime numbers (factor the modulus) or get a plaintext message out of it?
There is no plaintext message in this challenge.Quote:
Originally posted here by PM8228
Now that we've corrected my link, back to the original question? Am I just supposed to factor the number into two prime numbers (factor the modulus) or get a plaintext message out of it?
What RSA have supplied is n (that very long decimal number), which in turn is equal to p*q,
where p & q are both very large prime numbers.
The larger the number, the higher the prize :)
The reason for the challenge is that the entire security of RSA relies on the fact that they can make n public, whilst keeping p & q secret.
You'll need to read up on the maths behind this to see why this is so important.
You can also see by looking at their site, the estimated time it would take to break using a network of normal PCs, which starts to get ridiculous at about 1024 bit length.
Just making sure what I had to break. I have "The Mathematical Guts of RSA Encryption" right next to me. Maybe I just didnt read it right. Either way, Thanks. Hopefully I will find a new method :-o
-It is I, me-
how did u get it?Quote:
Originally posted here by PM8228
Just making sure what I had to break. I have "The Mathematical Guts of RSA Encryption" right next to me. Maybe I just didnt read it right. Either way, Thanks. Hopefully I will find a new method :-o
-It is I, me-
How RSA works? It is a well known process that goes something like this...Quote:
how did u get it?
1) find two large (1024+ bit) numbers
2) Find E so that it is relatively prime with (P-1)(Q-1)
3) Find D, the relative inverse of E?
4)....
I forget the rest.
Google: "The Mathematical Guts of RSA Encryption" The first link should be a good one. BTW, BESS will block it under the category, "illegal." What the hell is with that? It is hardly illegal.
-Sam-
So with that, how do you plan to factor a 174 digit number? Unless you have a supercomputer or a very nice cluster, I think you are going to need a little more than how RSA works.
But if you do have any good ideas, drop a line; I will try and give you a hand (I like money!)