Cracking a 1-character password of uppercase and lowercase Latin letters will require testing of 26*2=52^1=52 passwords, and in order to crack a 3-character password 52^3=140608 passwords will be generated and tested, etc.
Our programs give perfect visualization of these calculations when you configure a brute force attack. As you change input parameters, the program estimates in real time the number of generated passwords and approximate time to completion. Now that we have covered passwords settings and the range of trial passwords, it is time to crack the password. How long will it take?
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One moment delay when checking one password turns into years of waiting when checking billions of passwords. For example, with the release of iOS 10.2 by Apple has ruled out the possibility of cracking iOS backup passwords by using 10,000,000 (ten million!) hashing iterations. Hence, the rate of brute-force search has almost dropped to zero, and GPU acceleration has become useless.
In this context, it becomes next to impossible to crack a random someone else's password that is completely unknown to the attacker. Especially when there is no high-performance hardware. Although it should be noted that there is always room for foolishly easy passwords that might be found in a dictionary. 2ff7e9595c
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