I want to store a hashed password (using BCrypt) in a database. What would be a good type for this, and which would be the correct length? Are passwords hashed with BCrypt always of same length?
EDIT
Example hash:
$2a$10$KssILxWNR6k62B7yiX0GAe2Q7wwHlrzhF3LqtVvpyvHZf0MwvNfVu
After hashing some passwords, it seems that BCrypt always generates 60 character hashes.
EDIT 2
Sorry for not mentioning the implementation. I am using jBCrypt.
bcrypt has a maximum length input length of 72 bytes for most implementations. To protect against this issue, a maximum password length of 72 bytes (or less if the implementation in use has smaller limits) should be enforced when using bcrypt.
Hashes are a sequence of bits (128 bits, 160 bits, 256 bits, etc., depending on the algorithm). Your column should be binary-typed, not text/character-typed, if MySQL allows it (SQL Server datatype is binary(n) or varbinary(n) ). You should also salt the hashes.
I would recommend a varchar. Now for size. NIST (in the U.S.) recommends sha-256 or higher. Since a hashing algorithm always produces a value of set length you will need 256 bits to store this sha-256 hashed password.
Conclusion. Storing passwords in an encrypted way in the database and using unique salts for passwords, decreases the risks that passwords can be cracked. The SQL Server UNIQUEIDENTIFIER data type is a good candidate for a salt taking into consideration its uniqueness and randomness.
The modular crypt format for bcrypt consists of
$2$
, $2a$
or $2y$
identifying the hashing algorithm and format $
.
, /
, 0
–9
, A
–Z
, a
–z
that is different to the standard Base 64 Encoding alphabet) consisting of: Thus the total length is 59 or 60 bytes respectively.
As you use the 2a format, you’ll need 60 bytes. And thus for MySQL I’ll recommend to use the CHAR(60) BINARY
or BINARY(60)
(see The _bin and binary Collations for information about the difference).
CHAR
is not binary safe and equality does not depend solely on the byte value but on the actual collation; in the worst case A
is treated as equal to a
. See The _bin
and binary
Collations for more information.
If you love us? You can donate to us via Paypal or buy me a coffee so we can maintain and grow! Thank you!
Donate Us With