100101110100102

100101110100102 is a numeric string composed of the digits 0, 1 and 2. In mathematical usage, digits up to 2 indicate a base-3 (ternary) representation, so the sequence can be read as a base-3 number. It is not a widely known constant or named object, but it can serve as a numeric identifier or as an example in base conversion.

When read as a base-3 numeral, the value of 100101110100102_3 in decimal is 4,988,801. This decimal value is obtained by summing each nonzero digit times its corresponding power of 3: 1·3^14 + 1·3^11 + 1·3^9 + 1·3^8 + 1·3^7 + 1·3^5 + 1·3^2 + 2·3^0, which equals 4,988,801.

Structurally, the sequence spans powers of three from 3^14 down to 3^0. Nonzero digits occur at positions 14, 11, 9, 8, 7, 5, 2, and 0, with a final digit of 2 at position 0. This arrangement distinguishes it from simple binary strings and situates it firmly within ternary notation.

Applications and context for this string are typically educational or puzzle-related rather than mathematical constants or cataloged identifiers. It may appear in exercises illustrating base-3 arithmetic, data encoding schemes that employ more than two symbols, or as part of a problem requiring base conversion.

See also: base-3 numeral system, ternary representation, base conversion.