Which of the following LM hashes represent a password of less than 8 characters? (Select 2)

The hash BA810DBA98995F1817306D272A9441BB does not end with 'AAD3B435B51404EE' as its second half, indicating non-null characters exist in both 7-character blocks and the password is 8 or more characters.

The second 16 hex characters of this hash are 'AAD3B435B51404EE', which is the well-known LM hash value for an empty 7-byte block, confirming the password is fewer than 8 characters. LM splits a password into two 7-character halves, so if the password is 7 or fewer characters the second half is entirely null and always produces this constant hash. Note: the 'Q' character in this hash appears to be a typographic error in the original question.

The hash 0182BD0BD4444BF836077A718CCDF409 has a distinct second half and does not contain the null-block constant 'AAD3B435B51404EE', so the password is not shorter than 8 characters.

The hash CEC52EB9C8E3455DC2265B23734E0DAC does not contain 'AAD3B435B51404EE' in its second half, indicating the password uses characters in both 7-character LM blocks and is therefore 8 or more characters long.

The hash B757BF5C0D87772FAAD3B435B51404EE contains 'AAD3B435B51404EE' as its second 16 hex characters, which is the known constant LM hash for a null 7-byte block, definitively proving the password is fewer than 8 characters. The first half 'B757BF5C0D87772F' represents the actual password characters while the null second half confirms no characters exist in positions 8 through 14.

The hash E52CAC67419A9A224A3B108F3FA6CB6D does not end with 'AAD3B435B51404EE', meaning both halves of the LM split contain non-null data and the password is 8 or more characters.