That comes to roughly 21811290 days or 59756 years! You would need to get 1000 machines capable of computing a key within 1 nanosecond (which I hope I don't have to explain would be a feat in and of itself) just to break that one key within your own lifetime.Īnd I assumed that since the router has one internet-facing side and one lan-facing side, the management service would be active only on the lan-facing side. To get the amount of time needed to check full keyspace you divide the number by 86400000000 to get the amount of days. Going by that last number, let's assume for a minute that, using rainbow tables and what not, you can check a single key combination in 1 nanosecond. That also implies that no type of character will appear more than 8 times which seems fair. Let's take it one step further and say that a valid key will have not 1 but 2 of each type of character at a minimum. ![]() Your 62^12 is an absolute worst-case scenario, but we can improve upon it.Įach combination will have at least 1 of each type of character.
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