L gives Light the following challenge and claims that if he is unable to solve it, he is Kira. Help Light deceive L by solving the challenge. A 3-perfect number is defined as a number whose sum of divisors equals thrice that number.you have to fiind the sum of all 3-perfect numbers of the form $n$ = $2^{k}3p$ that are less than $10^9$, where $p$ is an odd prime number and $k$ is positive Integer. Give the answer modulo $10^9+7$.