Difference between revisions of "Brute force attack"
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===Faster and Distributed Hardware===
===Faster and Distributed Hardware===
1,000,000,000 passwords-a-second may sound impressive, but
1,000,000,000 passwords-a-second may sound impressive, but or university super computers have also been used for the task which are thousands of times faster. Even smaller groups or individuals can build hardware consisting of dozens of processors chained together, or just use a network of regular computers each running a chunk of the passwords to out pace any single CPU.
Revision as of 14:16, 9 November 2017
A Brute Force Attack also known as an Exhaustive Search is a method of cracking a password where every possible combination is tried. Because of this, brute force attacks are always successful, however, they usually take so much time, they're not worth using.
A mechanical example of a brute force attack is trying every possible combination on a combination lock. This is a tedious process because, with even a simple combination lock where the dial has only 30 places and the lock uses three numbers, would require 75 hours to check every combination if we assume it takes 10 seconds per attempt.
A similar system is used with password cracking on computers, where you first try password "a," then "b," and on to "z," then "aa," "ab," and so on. The number of passwords you need to try grows exponentially the longer the password gets.
Brute force attacks have legitimate uses, like when you've forgotten your password. However, they're mostly used for nefarious purposes.
At its most basic level, a brute force attack is a three step process:
- Generate the next password.
- Try the password.
- If the password was not successful, go to step 1.
Step 2 is the most difficult step because many systems purposely make it difficult to automate trying a password to prevent brute force attacks.
Accelerating the Process
In computer systems, passwords almost always allow the letters a-z, capital A-Z, numbers 0-9, and a host of special characters like !@#$%^&*. If we assume 100 possible characters, and the password is at most eight characters long, it means we will have to try 100^8 + 1 total passwords (or 10,101,010,101,010,102) to guarantee a match. If we assume our PC can try 1,000,000,000 passwords a second, it will take about 116 days to try every password, and for a nine-character-long password, it would take over 32 years! So, why do password crackers even bother with brute force attacks? Because there are several ways to accelerate the process.
Trying Common Characters First
Unless the system requires an assortment of characters like a capital letter, number, or symbol, most users don't bother with them. Because of this, a brute force system can be setup to first try passwords made up of just the 26 lowercase letters, and, if that fails, just numbers, then just capital letters. This is often enough to crack a large percentage of passwords. The remaining passwords will have to be brute forced with an attack which includes the more complex characters. Only 217,180,147,159 passwords can be made using just lowercase letters with a maximum length of 8 characters, which, assuming 1,000,000,000 attempts can be made each second, would only take about 4 minutes. For all passwords up to 9 characters, it would take 1.6 hours.
Faster and Distributed Hardware
1,000,000,000 passwords-a-second may sound impressive, but that is what is expected for the average consumer. Government or university super computers have also been used for the task which are thousands of times faster. Even smaller groups or individuals can build hardware consisting of dozens of processors chained together, or just use a network of regular computers each running a chunk of the passwords to out pace any single CPU.
There are several ways to protect against or slow down brute force attacks.
Control the Log In
The simplest and most effective method is to control the log in process. If you can control how a person logs in, you can add a delay after a failed attempt, lock the account after too many failures, and report when the failed attempts occurred. These methods make brute force attacks entirely unfeasible because they can make the already slow process take over a billion times longer. You will see this on website logins, ATMs, and OSes. However, this type of defense won't stop a cracker who can defeat your security, or acquire a copy of your data. For example, the Windows OS has a built-in delay on a failed password attempt, so brute forcing a password from the log in screen is unfeasible, but if someone has brief access to your PC while it is logged in, they can make a copy of the password file, run the brute force attack on their own computer, and determine your password.
It's possible to control the log in process even when it's not running on your PC. If a proprietary software package is built around encryption, the delay can be added to the program itself. Then, even if the file is copied, the cracker would still have to use the same program to decrypt it, which foils brute force attacks. In order to avoid the delay, the cracker would have to reverse engineer the program and recreate it without the delay, which is a tedious and complex process.
Since brute force attacks take exponentially longer to perform as the length of a password increases, each character you add to your password makes it exponentially more secure from this type of attack.
Since brute force attacks are often done with just lowercase letters or just numbers first, it helps to include in your password a variety of characters like upper and lower, numbers, and symbols. In particular, it helps to use a character not found on a keyboard, which many brute force attacks don't even bother with. These are not possible in many older systems, but most new systems allow them. To enter such a character, hold ALT on your keyboard, then type a number on the keypad (the numbers on the side not the top) and release ALT. For example, ALT+236 gives the character "∞" which will be given far less priority in a brute force attack.
Don't Verify Passwords
Most forms of decryption report back if the user has entered a correct or incorrect password--they are able to do this because the hashed password is stored with the file--but this is not necessary. The safest form of encryption doesn't store the password at all, not even hashed. In such a case, if you use an incorrect password, the encrypted data will still go through the decryption process, but you will only get jumbled encrypted data for output. For each new password a cracker tries, analog verification, like a human looking at the output, is necessary to determine if the data decrypted successfully. A One-Time Pad is a good example of this. By not verifying the password, a brute force attack is effectively useless even with against short passwords.
The trade-off is that most users don't want to look at jumbled data when they enter an incorrect password, so verification is made as a convenience.
The following FreeBASIC program will perform a brute force attack on the specified password.
' This program will run a brute force attack against the specified password string. ' It will try all printable ASCII characters (32-126), but can be easily modified to use a full 256 set. ' This code is for demonstration purposes only, it has not been optimized, and runs extremely slow. ' © Copyright 2017, Dean Tersigni. Declare Function GetAttempt As String Declare Sub GetNextPassword(iPlace As Integer) Dim As String sPassword, sTry Dim As Integer iCount, iRefresh Dim As Integer iMaxPasswordLengthAttempt sPassword = "!Xs~" ' The password to search for. iRefresh = 15577 ' Adjust for how often you want the screen to refresh. Try to get about 1 refresh a second. iMaxPasswordLengthAttempt = 20 ' How many places to try before giving up. Dim Shared As Integer iAttempt(1 To iMaxPasswordLengthAttempt) Dim Shared As Integer iAttemptLength = 1 Dim Shared dStart As Double dStart = Timer ' Trap for an empty password. If sPassword = "" Then Print "Password is blank, instant match!" Sleep: End Else iAttempt(1) = 32 End If Locate 1, 1: Print "Attempting: " Do ' Get the current password attempt. sTry = GetAttempt() iCount = iCount + 1 If iCount = iRefresh Then iCount = 0 Locate 1, 13: Print sTry End If ' Try the current password attempt. If sTry = sPassword Then CLS Print "Found!" Print "Password is '" + sTry + "'" Print "After"; (Timer - dStart); " second(s)." Sleep: End End If ' Get the next password. GetNextPassword(iAttemptLength) Loop Until Inkey$ = Chr(27) ' Convert the array into a simple string for comparison purposes. Function GetAttempt As String Dim As Integer I Dim As String sAttempt For I = 1 To UBound(iAttempt) If iAttempt(I) = 0 Then Exit For End If sAttempt = sAttempt + Chr(iAttempt(I)) Next I Return sAttempt End Function ' Use recursion to roll the password forward. Sub GetNextPassword(iPlace As Integer) ' Increment the current place holder. iAttempt(iPlace) = iAttempt(iPlace) + 1 ' Check to see if we need to roll. If iAttempt(iPlace) = 127 Then iAttempt(iPlace) = 32 If iPlace = 1 Then ' We've rolled the first place holder, increment the length of the password attempt. iAttemptLength = iAttemptLength + 1 If iAttemptLength > UBound(iAttempt) Then ' We've reached the end. CLS Print "Attemped every password, still no match." Print "After "; (Timer - dStart); " second(s)." Sleep: End End If iAttempt(iAttemptLength) = 32 Else ' Set the current place to the beginning, and increment the previous GetNextPassword(iPlace - 1) End If End If End Sub
- en.wikipedia.org/wiki/Brute-force_attack - Wikipedia.