1010111010000

1010111010000 is a binary numeral consisting of 13 bits. In discussions of binary data, such a sequence can be treated as a value, a pattern for digital signals, or a portion of a larger bitstream.

As an unsigned binary integer, 1010111010000 equals 5584 in decimal, and 0x15D0 in hexadecimal. The least significant four bits are zeros, indicating the value is divisible by 16. This trailing-zero feature can be relevant in contexts involving byte or nibble alignment and bit shifting.

In a wider/addressable context, the pattern can be viewed as a 16-bit word with leading zeros: 0001010111010000. This representation highlights where the set bits lie within a typical register width, and it corresponds to the hexadecimal value 0x15D0.

The sequence does not correspond to a widely standardized constant or code on its own. Instead, it serves as an example of how a specific bit pattern can encode a numeric value, a control signal, or a data word in digital systems. Its usefulness in any given application depends on the surrounding architecture, such as whether a 13-bit, 16-bit, or larger word size is in use and how bit patterns map to functions or data.

See also: binary numeral system, hexadecimal notation, bitmask, bit width, digital encoding.