100101101011102

100101101011102 is a numeral written in base-3, i.e., a ternary representation. The digits used are 0, 1, and 2, with the final digit being 2. Because it contains the digit 2, it is not a valid binary number.

When interpreted as a ternary number, 100101101011102 converts to the decimal value 4,987,208. This is obtained by summing each digit times the corresponding power of 3, with the leftmost digit carrying the highest power (from 3^14 down to 3^0).

The sequence consists of 15 digits, and its place-value weights range from 3^14 to 3^0. The most significant digit is 1, indicating that the number is nonzero in its highest position. The pattern of digits does not encode a widely recognized constant or identifier; rather, it serves as an example of a fixed ternary representation.

In a broader context, base-3 numeral systems are used in mathematical and computational discussions as a simple non-binary positional system. While ternary calculations are less common in modern mainstream computing, they appear in theoretical work, certain historical computing concepts, and educational explanations of numeral systems.

See also: ternary numeral system, base-3 notation, positional numeral systems.