1111001010100

1111001010100 is a binary numeral consisting of 13 binary digits (bits). As a bare bit sequence, it may be interpreted as a single unsigned integer or as a pattern of signals in digital systems. The digits are only 0s and 1s, typical of base-2 representations used in computers and electronics.

When read as an unsigned binary number, 1111001010100 equals decimal 7764. In hexadecimal, the same value is 0x1E54. The 13-bit length distinguishes it from standard 8- or 16-bit units used in most text encodings, though fixed-width bit fields in some protocols may use 13-bit values.

Bitwise composition: the bits set to 1 occur at positions 12, 11, 10, 9, 6, 4, and 2 (counting the most significant bit as position 12 and the least significant as 0).

Representation in byte-oriented systems: the 13-bit sequence does not align to a full 8-bit byte. If stored in a 16-bit word with leading zeros, it appears as 0001111001010100 in binary, or 0x1E54 in hexadecimal. In an 8-bit stream it would typically require padding or truncation depending on the encoding scheme.

Context and usage: as a standalone binary string, 1111001010100 has no widely recognized semantic meaning. It may appear in examples, puzzles, or as part of a larger data payload, such as a bitmask, an address field, or a field in a binary protocol where 13 bits are designated for a particular value.

See also: binary numeral system; hexadecimal; bit; bitmask; endianness; ASCII.