1111011011111

1111011011111 is a binary numeral consisting of 13 bits, using only the digits 0 and 1. The sequence contains two zero bits, located roughly in the middle, with the remainder being ones. This simple pattern makes it useful for illustrating binary-to-decimal conversion and related representations.

As an unsigned binary number, 1111011011111 equals 7903 in decimal. In hexadecimal notation it corresponds to 0x1EDF. If padded to 16 bits for conventional display, the value appears as 0001111011011111, which still encodes the same numeric value.

If interpreted as a signed integer in two’s complement form with 13 bits, the value is -289. This follows from 13-bit two’s complement arithmetic, where the same bit pattern represents negative numbers due to the leading sign bit.

Pattern and structure: the string can be described in terms of runs of consecutive ones separated by zeros. It consists of a run of four ones, a zero, a run of two ones, a zero, and a final run of five ones (the sequence 1111 0 11 0 11111).

Context and usage: without a broader context, 1111011011111 is a generic binary code rather than a well-known constant or symbol. It can serve as an example in demonstrations of binary conversion, data encoding, or as a small identifier in custom digital schemes. Its hex form, 1EDF, may also appear in discussions of low-level data representation or memory layouts.