102629

102629 is a positive integer that follows 102628 and precedes 102630. In mathematics, it is notable for being a composite number with a simple prime factorization: 102629 = 17 × 6037, where 6037 is a prime number. Consequently, its divisors are 1, 17, 6037, and 102629, giving it four positive divisors in total.

As a product of two distinct primes, 102629 is odd and not a perfect square or cube. It is congruent to 1 modulo 4 (102629 ≡ 1 (mod 4)). The sum of its digits is 20, so its digital root is 2. It is not a triangular number, since the discriminant in the triangular-number test, 1 + 8 × 102629 = 821033, is not a perfect square.

In broader use, 102629 may appear as a numeric identifier in various catalogs, datasets, or sequences where integer labeling is required. Like many integers, it can function as an example in number theory discussions, computer science exercises, or recreational mathematics without implying any specific named object.

Overall, 102629 is a modestly composite six-digit number whose arithmetic properties are straightforward: it is the product of two primes, with a small divisor set and standard positional characteristics within the integers.