10000000000000000000000000000000

10000000000000000000000000000000 is the decimal representation of 10^32: a one followed by 32 zeros. In scientific notation it is 1 × 10^32, and it consists of 33 digits in total.

As a power of ten, the number is divisible by 10^k for any k up to 32, since it ends with 32 zeros. Its prime factorization is 2^32 × 5^32. In binary terms, 10^32 lies between 2^106 and 2^107, so its binary representation requires 107 bits.

The value is exceedingly large for everyday counting but is a standard example of a large decimal magnitude in mathematics and computer science. It is commonly used in demonstrations of big-integer arithmetic, numerical precision, and the behavior of algorithms when handling very large numbers. Being a power of ten, it also serves as a convenient reference for decimal scaling and unit conversions.

In context, 10^32 is far larger than typical quantities encountered in ordinary life, yet far smaller than many astronomical or cosmological scales. While there is no widely adopted special name for this exact power of ten in the short-scale system, it can be described informally as ten to the thirty-second power.