Why aren't there complete tripcode databases?
>If you use 8 characters and you choose from alphanumeric characters (A-Za-z0-9) there are (26+26+10)^8 = 62^8 = 218340105584896 possible combinations, against a GPU with 130 million tripcodes per second it will take about 19.4 days running non-stop to exhaust the keyspace.
That seems easy enough.
Other urls found in this thread:
github.com
twitter.com
You know the DES tripcode is 10 characters and not 8 right?
Then it would be just 62^10 instead. Not a big deal.
But what’s the hash algorithm?
It would require more disk space than there are atoms in the universe
hmm yes, 20 days times 62 and 62 again is 210 years.
>62^8 vs 62^10
>not a big deal
user...
>GPU with 130 million hashes a second
>roughly 74724 DAYS
>>NOT A BIG DEAL
With 1000 computers dividing the work evenly that's 2.5 months
Ahh yes, rent 1000 GPUs for 2.5 months just to find that one tripcode. Then the tripfags switches to SHA-1 12 character tripcodes and all your work is ruined.