0010010011111011

0010010011111011 is a 16-bit binary sequence often used in discussions of digital representation and bitwise operations. As a binary numeral, it can be interpreted straightforwardly as an unsigned integer, a signed integer in two's complement form, or as data in byte-oriented systems depending on context.

In decimal notation, the 16-bit value equals 9467. In hexadecimal, it corresponds to 0x24FB. Viewing the sequence as two bytes in big-endian order yields 0x24 and 0xFB (binary 00100100 and 11111011, respectively). In little-endian memory layout, the bytes would be stored as 0xFB followed by 0x24. The leading bit is 0, so as a 16-bit signed two's-complement value it represents +9467 rather than a negative number.

The bit pattern contains a run of five consecutive 1s in the middle (11111) and ends with two 1s, framed by zeros at the front. This structure makes it a useful example for teaching binary grouping, masking, and endianness, as well as for illustrating how the same bit sequence can have different interpretations depending on byte order and numeric interpretation.

In ASCII or standard text encodings, the sequence does not form a meaningful printable string. The first byte 00100100 corresponds to the ASCII character '$', while the second byte 11111011 is outside the range of standard ASCII printable characters, limiting any direct text representation.

Overall, 0010010011111011 serves as a compact reference point for converting between binary, hexadecimal, and decimal forms, and for exploring how endianness and signed interpretation affect the value.