Equal Beverage Distribution

You are given $t$ milliliters of a beverage and $n$ students. The beverage is to be distributed equally among the students so that each student receives the same amount of beverage. In addition, each student requires 2 cups for drinking.

Your task is to determine:

• The amount of beverage each student will receive, which must be printed as a floating-point number rounded to exactly three decimal places.
• The total number of cups required for all students.

Mathematically, if each student receives \( \frac{t}{n} \) milliliters, and the total number of cups needed is \( 2 \times n \), then you should output these two values separated by a space.

inputFormat

The input consists of a single line containing two numbers:

• $t$: the total milliliters of the beverage (a floating-point or integer value).
• $n$: the number of students (an integer).

The numbers are separated by spaces.

outputFormat

Output a single line containing two values:

• The amount of beverage each student receives, printed as a floating-point number rounded to exactly three decimal places.
• The total number of cups needed.

Separate the two outputs by a space.

sample

1000 5

200.000 10