Team Distribution

Given two integers \(e\) and \(t\), representing the number of employees and the number of teams respectively, distribute the employees among the teams as evenly as possible. Note that some teams can be empty if there are more teams than employees.

The maximum number of employees in any team is given by \(\lceil \frac{e}{t} \rceil\) and the minimum by \(\lfloor \frac{e}{t} \rfloor\). Calculate and output these two numbers.

inputFormat

The input consists of a single line containing two space-separated integers: \(e\) (the total number of employees) and \(t\) (the number of teams).

outputFormat

Output two integers separated by a space. The first integer is the maximum number of employees in any team (i.e., \(\lceil \frac{e}{t} \rceil\)) and the second integer is the minimum number of employees in any team (i.e., \(\lfloor \frac{e}{t} \rfloor\)).

10 3

4 3