10001110010000

10001110010000 is a binary numeral consisting of fourteen bits. In binary notation, each digit represents a power of two, with the leftmost bit signifying the highest value in the sequence.

As an unsigned value, 10001110010000 equals 9104 in decimal. It can also be represented as the hexadecimal value 0x2390 (interpreting the fourteen bits with two leading zeros for alignment to a 16-bit grouping). If interpreted as a 14-bit two's complement signed integer, the same bit pattern represents -7280.

The sequence has no widely recognized meaning on its own without context. In digital systems, such bit patterns may serve as raw data, a constant in a program, an address or mask, or part of a larger encoding scheme. Its use depends on the surrounding architecture, such as endianness, bit-width, and the interpretation rules applied by software or hardware.

In broader terms, 10001110010000 illustrates common features of binary numbers: compact representation of value, ease of alignment with hexadecimal or byte-based systems, and the potential to denote a signed or unsigned quantity depending on the interpretation scheme. Without additional context, it remains a simple fourteen-bit binary sequence.

See also: binary numeral system, hexadecimal notation, two's complement.