Yea share the knowledge if you know something we do not. Thanks
Printable View
Yea share the knowledge if you know something we do not. Thanks
I have emailed Bongard I don't think that he's gunna release any tool... Sti waiting for a response from you datahead ;)
Hello guys I am new to Kali Linux, reaver , aircrack and such. I was able to audit my Linksys E1000 with Reaver.
But I wanted to know if you guys knew about wpispin . Its a software for windows but it contains a database with WPS pin. I am going to attach some screenshoots
http://postimg.org/image/l7af4yy15/ , http://postimg.org/image/o0se9ux99/
The name of it its WPS-PIN I think the source is www.inforprograma.net , the software is in spanish. It is very interesting
wpspin, yes it help me found some key in a 3 second
the window version is WPSPIN Betis-Jesus
the other one works on Kali
wpspin v1.5
What do you usually do when the AP limiting error comes.
Check this out
https://forums.kali.org/showthread.p...highlight=mdk3
New piece of information I am trying to understand. So in the M1 message, we receive a nonce, aka the PKE (DH Key from the enrollee). According to this document, the formula for generating these DH Keys is g^AB mod p, aka PKR result^PKE private number mod p. (G is the public number from the registrar, AB is the enrollee's private number used to generate its own public number, and p is the prime modulus. Now, both the enrollee and the registrar each know the shared secret, which I am led to believe is the seed of the PRNG, (I may be wrong here but it all make sense... for now.)
For more information about Diffle-Hellman Keys, (DH Keys), do a quick youtube search for dh key exchange (can't post youtube links).
You can read more about modular arithmetic here.
I'll be looking more into DH Keys and their integration with PRNGs over the next few days/weeks. If you find anything, leave a comment.
the time taken decrypt the private keys (Private Random number) sent during the Diffie-Helman process depends on the prime modulus used (mod p in our case)...the biggger the prime modulus..the longer it will take, also take into consideration the magntitude of the generator in this case "g"....here is another good link which explains the "Alice and Bob" theory..the mathematics might be a little messed up for some...
http://www.academia.edu/1958665/Eucl...urity_Protocol
GRAPHICAL PATTERNS in Exponential functions that inlcude the modulus of private random prime numbers might be a breakthorugh in the future...