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I assume these are for very short passwords? It dramatically increases in complexity with just a few extra characters, is it possible then to use a password that is 3~4 sentences long to defeat this? 5 characters (3 lowercase letters, 2 numbers) 365= 60,466,176 7 characters (1 capital letter, 6 lowercase letters) 527= 1,028,071,702,528 8 characters (4 lowercase letters, 2 special characters, 2 numbers) 688= 457,163,239,653,376 so in about 10 seconds it would be able to discover the latter which is absolutely insane to me. The only way is to increase the letters and special characters. for instance a 12 character password (8 lowercase letter, 2 special, 2 #) would yield an unwieldly number of possibilities but given you can brute force 65 trillion per second at the lower end, we would be seeing an astronomical figure. We might also see this brute force capacity dramatically increase thanks to Moore's law and then the sky is truly the limit. a 32 character password would be broken within our lifetime in just a matter of years. |