A "perfect number" is a number that is equal to the sum of its factors (that is, the factors that are less than the number). As far as I know, there is no concept of "quasi-perfect" in number theory.
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No.
The product of any two even numbers is even.
There are infinitely many decimal numbers between any two numbers.0.6750000000000000000100010.675000000000000000010010.675000000000000000020.67500000000000000003and so on.There are infinitely many decimal numbers between any two numbers.0.6750000000000000000100010.675000000000000000010010.675000000000000000020.67500000000000000003and so on.There are infinitely many decimal numbers between any two numbers.0.6750000000000000000100010.675000000000000000010010.675000000000000000020.67500000000000000003and so on.There are infinitely many decimal numbers between any two numbers.0.6750000000000000000100010.675000000000000000010010.675000000000000000020.67500000000000000003and so on.
There are infinitely many numbers in any the interval between any two numbers. And, between any two of the numbers in that set there are infinitely many and so on - infinitely many time. So, the answer to the question is: infinitely many numbers.
you didnt give me any numbers