Wireless Security Survey

The_Techie

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Hi guys

This thread only applies to people connecting wirelessly to a router. I am conducting a survey about wireless security.

If you are willing to participate: Please state which type of encryption you are using (WEP, WPA-PSK, what have you) as well as the key length (bits for WEP and characters for WPA). Disclaimer: I don't want you key, only it's length! PLEASE DON'T POST YOUR KEY AS I AM NOT INTERESTED IN IT!

Thanks
 
I'm not sure to be honest, haven't even seen it in my router settings. :)
 
Whoops

Whoops, forgot to post my own details :o

WPA-PSK (63 Random Characters, AES)
MAC Address Filtering
Router Firewall
DoS Protection
 
collin.m writes in with news of results out of Darmstadt. Erik Tews and others there have demonstrated how to recover a 104-bit WEP key in under a minute, requiring the capture of fewer than 10% the number of packets the previous best method called for. The paper is here (PDF). Quoting: "We were able to extend Klein's attack and optimize it for usage against WEP. Using our version, it is possible to recover a 104 bit WEP key with probability 50% using just 40,000 captured packets... for 85,000 data packets [the success probability is] about 95%... 40,000 packets can be captured in less than one minute under good condition. The actual computation takes about 3 seconds and 3 MB main memory on a Pentium-M 1.7 GHz..."

http://hardware.slashdot.org/article.pl?sid=07/04/03/2116239
 
That reminds me, a guy calculated the time it would take to brute-force a WPA-PSK passphrase if you had the actual encrypted data that had the passphrase stored in it (captured during the 4-way handshake). Since you can't get the passphrase from continued capture of packets since the key is changed almost every 10,000 packets, you have to brute-force your way in with the actual passphrase (unless you can launch a dictionary attack). But I am assuming that you are creating your passphrases with random characters.

Well, the amount of years needed to brute-force a passphrase with a single top-spec computer is as follows (I'll only show you the passphrases consisting of 7, 12, 14, 20 and 63 characters):

7 characters: 12.4 years
12 characters: 750,788,352 years
14 characters: 973,021,704,192 years
20 characters: 2,118,056,458,229,760,000,000 years
63 characters: 17,658,144,456,067,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000 years

Makes for some interesting reading, doesn't it? :)
 
I have
mac filtering
WPA - 63 chars
hardwired firewall
 
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