Distinct Four-Letter Passwords Count

You are given the task to calculate the total number of different passwords that can be created using four distinct uppercase English letters. Each password is formed by selecting 4 distinct letters from the 26-letter English alphabet and then arranging them in any possible order.

The total number of passwords can be computed using the formula: $$\binom{26}{4} \times 4!$$. Evaluating this expression gives the answer 358800.

inputFormat

The program reads input from standard input. Although no particular meaningful input is required, a non-empty dummy string will be provided.

outputFormat

Output a single integer representing the total number of possible passwords, which is 358800.## sample

dummy

358800