1111011111001

1111011111001 is a binary numeral consisting of thirteen bits, using only the digits 0 and 1. As written, it is read in base-2, with its value determined by the positions of the 1s and 0s. In discussions of binary representations, strings like this are used to illustrate fixed-width bit patterns and their numerical equivalents.

In decimal, this binary value equals 7929. In hexadecimal, it is 0x1EF9. Converting between bases helps reveal patterns and facilitates use in computing contexts where hexadecimal and binary are commonly interchanged.

Structurally, the pattern comprises four leading ones, then a zero, then five consecutive ones, followed by two zeros and a trailing one. This creates a dense cluster of 1s in the middle and a small zero tail, resulting in a high bit density for a 13-bit word.

As a fixed-width bit pattern, 1111011111001 can be used in theoretical discussions of data encoding, memory testing, or digital signal patterns. It does not correspond to standard text encodings such as ASCII or Unicode, but it can serve as a representative example for examining bit runs, parity, or pattern recognition in binary systems.

Notable properties include a Hamming weight of 10 (ten 1s) out of 13 bits, a central region of five consecutive ones, and the presence of a 00 sequence near the end. The string also lacks palindrome symmetry, making it a non-symmetric example of binary data.