A deficient number is an integer whose sum of its factors except itself is less than

than the same number. For example: the factors of $8$ are: $1,2$ and $4$ and the sum of them is equal to $7.$ Therefore,

$8$ is a poor number.

A perfect number is an integer that has the sum of its factors except itself equal to it$.$

For example: the factors of $6$ are: $1,2$ and $3$ and the sum of them is equal to $6.$ Therefore, $6$ is a number

perfect.

An abundant number is an integer that means that the sum of its factors except itself is greater.

than the same number. For example: the factors of $12$ are: $1,2,3,4$ and $6$ and the sum of them is equal to $16.$ For

Therefore, $12$ is an abundant number.

Make a modular flowchart $($draw$.$io$),$which for a range of positive numbers determines the average of

the deficient, perfect and abundant numbers.