Lunacy

Time limit1sMemory limit128 MB

Summary

For each non-negative Earth weight read until a negative sentinel, print a sentence giving the weight on the Moon at 0.167 times the Earth weight, both rounded to two decimals.

Level: Easy1 of 10
Topics: Implementation, Math
Solved: No attempts yet

Problem

After months of struggling with a diet, Jack has become obsessed with the idea of weighing less. In an odd way, he finds it comforting to think that, had he simply been lucky enough to be born on a different planet, his weight could be considerably lower.

The planets are of course far out of reach, but even the Earth's Moon would produce a dramatic weight loss: an object on the Moon weighs only $0.167$ of its weight on Earth.

Input

The input consists of one or more lines. Each line contains a single floating-point number: a weight in pounds measured on Earth. The end of the input is marked by a negative floating-point number, which is not processed.

Output

For each weight in the input, print one line of the form

Objects weighing X on Earth will weigh Y on the moon.

where X is the weight from the input and Y is the corresponding weight on the Moon ( $Y = X \times 0.167$ ). Print both numbers with exactly two digits after the decimal point.

Examples1

Example 1

Input

100.0
12.0
0.12
120000.0
-1.0

Expected output

Objects weighing 100.00 on Earth will weigh 16.70 on the moon.
Objects weighing 12.00 on Earth will weigh 2.00 on the moon.
Objects weighing 0.12 on Earth will weigh 0.02 on the moon.
Objects weighing 120000.00 on Earth will weigh 20040.00 on the moon.