Thousands digit

You are given an integer $n$ with at least four digits. Find its thousands digit (the fourth digit from the right).

A single integer $n$ ($1000 \le n \le 10^9$).

A single digit — the thousands digit of $n$.

First drop the lower places ($n / 1000$, integer division), then take the last digit ($\bmod 10$). For example, $56789 / 1000 = 56$ and $56 \bmod 10 = 6$.