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Firstly we factorize the number into prime numbers, so we obtain 2^10×3^10×5^100×7^6×11^6. For each prime, we can find out how many ways there are to decide its power. For example, 2 can have 11 different powers (2^0, 2^1, ... 2^10). So for each prime, the number of ways to decide its power is equal to n+1, where n is the power of that prime in the prime factorization. So we multiply the number of ways to decide each power of a prime number, and get 11×11×101×7×7 = 598829