10001111010101

10001111010101 is a 14-bit binary numeral. In digital computing, such fixed-width bit patterns are common for representing numbers, addresses, or encoded data in systems that use non-standard or compact word sizes.

As an unsigned integer, the pattern equals 9173 in decimal. Its hexadecimal representation is 0x23D5. The 14-bit width means the maximum unsigned value is 16383, so 9173 sits comfortably within that range.

If interpreted as a signed value, the meaning depends on the encoding. In 14-bit two's complement, the leftmost bit is the sign bit, so 10001111010101 represents -7211. In 14-bit sign-magnitude, the sign bit is also the leftmost bit, yielding a magnitude of 981 and a value of -981. These alternative interpretations illustrate how fixed-width bit patterns can convey different numbers under different conventions.

The 14-bit string can also be viewed as two 7-bit ASCII codes: 1000111 and 1010101, which correspond to the characters 'G' (ASCII 71) and 'U' (ASCII 85). Thus the pattern can be read as the two-character string "GU" in 7-bit ASCII.

In potential usage, such a pattern could appear as a field within a 14-bit data word, as part of a constrained-address space (2^14 = 16384 locations), or as a bit-level control or flag pattern in hardware or communication protocols that do not align on full bytes. Without a specific context, it serves as an illustrative example of fixed-width binary representation and its multiple interpretations.