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Forum accounts before 2013, change your password

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Snow_Owl82:

--- Quote from: luetzj on February 13, 2014, 08:38:27 AM ---*Adds extra one to password*

--- End quote ---
I might as well do that

Vector:
Depending on your password scheme, given your password was x characters long before, the amount of time to guess it would be even greater if your password was 1 character greater.

Given the following variables:

a = 26 (value is 0 if no alphabet present)
n = 10 (value is 0 if no numbers are present)
s (shift + the numbers above the alphabet keys) = 10 (value is 0 if special characters aren't present)

The modified formula for guessing your password becomes (a + n + s) ^ (x + 1)

Snow_Owl82:

--- Quote from: AlphaBlend on February 13, 2014, 12:37:45 PM ---Depending on your password scheme, given your password was x characters long before, the amount of time to guess it would be even greater if your password was 1 character greater.

Given the following variables:

a = 26 (value is 0 if no alphabet present)
n = 10 (value is 0 if no numbers are present)
s (shift + the numbers above the alphabet keys) = 10 (value is 0 if special characters aren't present)

The modified formula for guessing your password becomes (a + n + s) ^ (x + 1)

--- End quote ---
(8+1+0)^(8+1) ?

SGT_ADZ:

--- Quote from: AlphaBlend on February 13, 2014, 12:37:45 PM ---Depending on your password scheme, given your password was x characters long before, the amount of time to guess it would be even greater if your password was 1 character greater.

Given the following variables:

a = 26 (value is 0 if no alphabet present)
n = 10 (value is 0 if no numbers are present)
s (shift + the numbers above the alphabet keys) = 10 (value is 0 if special characters aren't present)

The modified formula for guessing your password becomes (a + n + s) ^ (x + 1)

--- End quote ---

Is this even English?

Vector:

--- Quote from: SGT_ADZ on February 13, 2014, 03:12:54 PM ---
--- Quote from: AlphaBlend on February 13, 2014, 12:37:45 PM ---Depending on your password scheme, given your password was x characters long before, the amount of time to guess it would be even greater if your password was 1 character greater.

Given the following variables:

a = 26 (value is 0 if no alphabet present)
n = 10 (value is 0 if no numbers are present)
s (shift + the numbers above the alphabet keys) = 10 (value is 0 if special characters aren't present)

The modified formula for guessing your password becomes (a + n + s) ^ (x + 1)

--- End quote ---

Is this even English?

--- End quote ---
Basic math?

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