110100001001

110100001001 is a 12-bit binary sequence that is commonly discussed in contexts involving binary numerals and digital data. When interpreted as an unsigned binary number, it equals 3337 in decimal.

In hexadecimal, the value is 0xD09, which reflects the three 4-bit groups inside the 12-bit pattern: 1101 (D), 0000 (0), and 1001 (9). In octal, it is 06411, corresponding to the same underlying value when grouped in 3-bit chunks.

As a 12-bit word, 110100001001 can be used to illustrate basic properties of binary data, memory addressing conventions, or as a simple test pattern in hardware and software exercises. Its fixed length makes it useful for demonstrating bit-level operations such as masking, shifting, and bitwise logic in a compact form.

From a mathematical standpoint, the integer 3337 is composite, with a factorization of 3337 = 47 × 71. This highlights that even small binary values can correspond to non-prime integers, depending on the context in which they appear.

Notes on interpretation: if the sequence is split into two 6-bit groups (110100 and 001001), the resulting values are 52 and 9, which may be used in nonstandard encodings or educational demonstrations. However, this does not correspond to a standard printable ASCII character sequence.