In the land of Arithmetica, the wise mathematician Numeron is known for solving intricate numerical puzzles. One day, Numeron encounters a problem involving a range of numbers and a special integer $$$K$$$. The challenge is to determine how many numbers within a given range are multiples of $$$K$$$. Your task is to help Numeron by calculating the number of multiples of $$$K$$$ within the interval $$$[L, R]$$$.
The first line contains three integers $$$L$$$, $$$R$$$, and $$$K$$$ ($$$1 \leq L \leq R \leq 1000$$$, $$$1 \leq K \leq 1000$$$), representing the start and end of the interval and the special integer, respectively.
Output a single integer representing the count of numbers within the interval $$$[L, R]$$$ that are multiples of $$$K$$$.
1 10 2
5
1 10 3
3
13 27 5
3
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