# data[].attributes.body
n!, is the product of all positive integers less than or equal to n. For example, The value of 0! is 1, according to the convention for an empty

# data[].attributes.body
-the product is a large number
-You use a large number then you start to multiply down
-

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~ You have to First start off with a larger number than your multiplying.
~ For a perfect square you must have even numbers.
~ The end result is always going to be larger.
~ You can start with any number you want.
~ Uneven numbers make the sum decimals.

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The product of any and all perfect square and factorial are always whole numbers
ex.  3 628 800 is the factorial of 10
and the square root of 10 is 1000
they are both Whole numbers.

- The products is the value of one or more number being multiplied together <
- The product is much larger than the numbers you're multiplying
- Factorials always end at  one no matter what number they start from.
- The number of zeros at the end of n! is roughly n/4
-70! is the smallest factorial

# data[].attributes.body
~You have to First start off with a larger number than your multiplying.
~For a perfect square you must have even numbers.

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-You always start with the biggest number in Factorial
-A perfect square is a number that can be expressed  as the product of two equal integers
-

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the number what you start with has to be the biggest one

# data[].attributes.body
The products of any perfect square  and any factorial are alway whole numbers
ex. 10!  3 628 800
and the square root of 10 is

# data[].attributes.body
-the product is much larger than the number(s) you're multiplying
-products are whole numbers
-

# data[].attributes.body
-the product is a larger number
-You start off with a large number then your multiplying
-

# data[].attributes.body
-You start off with a large number and multiply down until you reach one
-in order to make a perfect square you need whole numbers that when you multiply them, they have na