1111110100000

1111110100000 is a binary numeral comprised of thirteen bits. In binary notation, each digit represents a power of two, with the leftmost bit holding the highest value for the sequence. This particular pattern features six consecutive ones at the high end, followed by a zero, a one, and five trailing zeros.

As a number, it equals 8096 in decimal. When expressed in hexadecimal, it corresponds to 0x1FA0 if padded to a standard width (for example, as 0001111110100000 in 16 bits, which groups to 0001 1111 1010 0000, giving 0x1FA0).

Pattern and structure: The bit sequence shows a dense block of ones followed by zeros, a form often used in demonstrations of binary arithmetic or digital encoding. The trailing zeros indicate divisibility by 16, reflecting the value’s alignment with a multiple of 16.

Usage and context: 13-bit binary sequences are not a standard width in contemporary general-purpose computing, but such strings can arise in educational settings, embedded systems with nonstandard bit widths, or historical data formats. It can serve as a test pattern for bit-level parsers, decoders, or as a sample value in exercises comparing binary, decimal, and hexadecimal representations.

Note on interpretation: Beyond treating it as a standalone binary number, alternate interpretations depend on grouping or encoding schemes. In its role as a numeric value, 1111110100000 encodes the integer 8096. See also: binary numeral system, hexadecimal notation, binary-to-decimal conversion.