252500252750

252500252750 is a 12-digit natural number. It does not correspond to a widely recognized constant or standard, but it serves as a useful example of a long numeric identifier in discussions about data formatting and arithmetic properties.

Structurally, the digits can be grouped in several ways. When split into two-digit blocks, it yields 25 25 00 25 27 50, which highlights repeated 25s and a trailing 50. The tail 50 also hints at divisibility properties that can be explored in elementary number theory.

Numerically, the number is even and ends with 50, so it is divisible by 50. In fact, 252500252750 divided by 50 equals 5,050,005,055. Consequently, it is divisible by 2, 5, 10, 25, and 50. The sum of its digits is 35, which means it is not divisible by 3 or 9, and the number is not prime given its evident divisibility by 2 and 5.

In practical terms, such a 12-digit string commonly appears as a placeholder or sample in databases, spreadsheets, or demonstrations. It can represent a transaction ID, account number, serial code, or other identifier in examples illustrating data structures, formatting rules, or algorithmic processing. There is no documented historical or cultural significance attached to this specific string.