A mole is both a unit of measurement and a small subterranean mammal. The unit of measure is used to represent amounts at the molecular level. Therefore, a single mole is a very large number, \(6.02214129 \times 10^{23}\). What happens if a mole is used to represent something we can see, like the mammal of the same name?

### Details

Create a program that prints information on a mole of moles. The program should calculate and print:

how much a mole of moles weighs in grams. Assume all of the moles are star-nosed moles which weigh approximately 55 grams.

how large a mole of moles is in liters. Since moles are mostly water, assume that a mole has the density of water, 1kg / L. Use your result from the previous calculation in this calculation.

the diameter, in meters, of a mole of moles packed into a sphere. A sphere has volume \(v = (4 / 3) \pi r^{3}\) where \(v\) is the volume in meters cubed and \(r\) is the radius of the sphere. There are 1000 liters in a cubic meter. Use your result from the previous calculation in this calculation.

the diameter of the moon, in meters, as a basis for comparison of how large a mole of moles is. You don’t have to calculate this, just research it.

The program should perform all of the necessary calculations (i.e. you should not do them on a calculator and simply print the result) and should use variables with clear names (i.e. not single letters). All output should be nicely formatted so that it is easy to read.

### Grading

The assignment will be graded on the following requirements according to the course’s programming assignment rubric.

A functional program will:

- print the weight of a mole of moles in grams
- print the volume of a mole of moles in liters
- print the diameter of a sphere of a mole of moles in meters
- print the diameter of the moon in meters

### Submission

Submit your program as a .py file on the course Inquire page before class on Tuesday January 31^{st}.