110110011010

110110011010 is a binary numeral consisting of 12 bits. In binary representation, it is used to encode numbers or serve as a data pattern in digital systems. When interpreted as an unsigned integer, it equals 3482 in decimal and 0xD9A in hexadecimal. If interpreted as a 12-bit two's complement signed value, it represents -615. The bit pattern contains seven ones, giving it an odd parity.

The string can be divided into four-bit groups as 1101 1001 1010, corresponding to the hexadecimal digits D, 9, A. This grouping is common in contexts such as memory dumps and machine code, where 12-bit words appear in older architectures that used 12-bit word sizes, such as the PDP-8.

Modern mainstream computer architectures typically use word widths of 8, 16, 32, or 64 bits, so 12-bit patterns are not standard in contemporary systems. Nevertheless, 12-bit words remain of historical interest and can appear in certain embedded, educational, or legacy contexts.

As a data pattern, 110110011010 could function as a bitmask or as part of a larger encoding. It does not align neatly with standard ASCII characters when grouped into 8-bit bytes, though the first byte 11011001 equals 0xD9, a non-printable character in many encodings, while the remaining bits form 1010.

In summary, the sequence 110110011010 represents the 12-bit binary value 3482 (0xD9A), with a potential alternate interpretation as -615 in 12-bit two’s complement, and it is most commonly discussed in historical or specialized computing contexts.