Not 100% sure on how to do this. Please help! Supposed to be using python or linux terminal. thanks so much

9. Euler's sum-of-powers conjecture. In 1769 Leonhard Euler formulated a generalized version of Fermat's Last Theorem, conjecturing that at least n n-th powers are needed to obtain a sum that is itself a nth power, for n 2. Compose a program to disprove Euler's conjecture (which stood until 1967) using a quintuply nested loop to find four positive integers whose 5th power sums to the 5th power of another positive integer. That is, find five distinct positive integers a, b, c, d, and e such that a5+ b5+ c5+ d5 e5 Hint: review chapter 4-7 for nested loops. Note: You MUST provide solutions for both for loop and while loop And your output MUST have the following format s python eulerSum.py 20o 27 5 84 5 5 133 5 144A5