1110000001

1110000001 is a binary numeral, consisting of ten digits, used in digital systems to represent a pattern of bits. As a binary string it does not correspond to a single universal name or event, but serves as an example of how binary notation encodes values and patterns in computing.

In base-2, 1110000001 equals 897 in decimal. This is calculated as 2^9 + 2^8 + 2^7 + 2^0, which sums to 512 + 256 + 128 + 1 = 897. In hexadecimal, the same value is 0x381 (grouping the bits as 0011 1000 0001). The string therefore encodes a combination of high-order and low-order bit contributions.

Structurally, the sequence contains three leading ones, six zeros, and a trailing one. It has four set bits (the ones) and six zero bits, making its Hamming weight 4. The ten-bit length means it does not align to a standard 8-bit byte, which is common in many computer architectures, and thus it is typically used in illustrative contexts or as a test pattern rather than as a conventional data unit.

Contextually, 1110000001 is often encountered as an example in tutorials, demonstrations of binary-to-decimal conversion, or as a sample bit pattern in discussions of digital logic. There is no widely recognized object, standard, or historical event specifically identified by this numeral.