10001011100101

10001011100101 is a binary numeral consisting of 14 bits. In base-2 notation it encodes a single non-negative integer and, like other binary strings, is used in digital electronics to represent data, flags, or small fields. The sequence is typically read with the most-significant bit on the left (MSB-first).

In decimal, 10001011100101 equals 8933. In hexadecimal, it is 0x22E5. The bit positions set to 1 (counting from zero) are 13, 9, 7, 6, 5, 2, and 0. This highlights how a fixed-bit pattern can encode a specific numeric value or a combination of boolean flags.

Representation details include the fact that 10001011100101, as a 14-bit value, cannot be interpreted directly as standard ASCII text or a single 8-bit byte. If embedded in a larger word, such as a 16-bit container, it corresponds to the lower 14 bits of 0x22E5, with the two most significant bits being zero. When split into 8-bit and 6-bit segments, the leftmost 8 bits are 10001011 (0x8B) and the remaining 6 bits are 100101.

In computing contexts, 14-bit patterns have appeared in historical or specialized equipment and formats that use non-standard word sizes. They are less common in modern mainstream systems, but fixed-length binary strings like this are still relevant in digital design, data encoding, and low-level software development, where the exact bit pattern defines its meaning within a given protocol or data structure.