A15022. Division?
编程题
普及/提高-
知识点
题目描述
Codeforces separates its users into $4$ divisions by their rating:
- For Division 1: $1900 \leq \mathrm{rating}$
- For Division 2: $1600 \leq \mathrm{rating} \leq 1899$
- For Division 3: $1400 \leq \mathrm{rating} \leq 1599$
- For Division 4: $\mathrm{rating} \leq 1399$
Given a $\mathrm{rating}$ , print in which division the $\mathrm{rating}$ belongs.
- For Division 1: $1900 \leq \mathrm{rating}$
- For Division 2: $1600 \leq \mathrm{rating} \leq 1899$
- For Division 3: $1400 \leq \mathrm{rating} \leq 1599$
- For Division 4: $\mathrm{rating} \leq 1399$
Given a $\mathrm{rating}$ , print in which division the $\mathrm{rating}$ belongs.
输入格式
The first line of the input contains an integer $t$ ( $1 \leq t \leq 10^4$ ) — the number of testcases.
The description of each test consists of one line containing one integer $\mathrm{rating}$ ( $-5000 \leq \mathrm{rating} \leq 5000$ ).
The description of each test consists of one line containing one integer $\mathrm{rating}$ ( $-5000 \leq \mathrm{rating} \leq 5000$ ).
输出格式
For each test case, output a single line containing the correct division in the format "Division X", where $X$ is an integer between $1$ and $4$ representing the division for the corresponding rating.
输入输出样例
输入 #1
7 -789 1299 1300 1399 1400 1679 2300
输出 #1
Division 4 Division 4 Division 4 Division 4 Division 3 Division 2 Division 1
说明/提示
For test cases $1-4$ , the corresponding ratings are $-789$ , $1299$ , $1300$ , $1399$ , so all of them are in division $4$ .
For the fifth test case, the corresponding rating is $1400$ , so it is in division $3$ .
For the sixth test case, the corresponding rating is $1679$ , so it is in division $2$ .
For the seventh test case, the corresponding rating is $2300$ , so it is in division $1$ .
For the fifth test case, the corresponding rating is $1400$ , so it is in division $3$ .
For the sixth test case, the corresponding rating is $1679$ , so it is in division $2$ .
For the seventh test case, the corresponding rating is $2300$ , so it is in division $1$ .