1001001100100

1001001100100 is a binary numeral consisting of 13 bits. In base-2 notation, each digit is a bit that can be 0 or 1. As a binary string, it may appear in digital data, programming, or communications as a bit pattern or flag sequence.

As a number, 1001001100100 equals 4708 in decimal and 0x1264 in hexadecimal. The unsigned 13-bit value is 4708, and the bit length is 13. If interpreted as a signed 13-bit two’s-complement integer, the same bit pattern represents -3484, since 2^13 is 8192 and 8192 - 4708 = 3484.

The set bits occur at positions 12, 9, 6, 5, and 2 (counting from 0 for the least significant bit). This makes it a specific bitmask pattern that could be used to enable or test particular flags within a 13-bit field, depending on the surrounding data structure.

In computing contexts, 1001001100100 is primarily of interest as a binary literal or test data. It is not a standard constant with a widely recognized meaning, and its interpretation depends on context—such as whether it is treated as unsigned data, a signed value in a small word, or part of a larger data packet. It may also be represented in code as 0b1001001100100 or 0x1264, depending on the language and conventions.

See also: binary numeral system, hexadecimal notation, two’s-complement representation.