In a previous assignment we worked on an algorithm that produced magic squares of odd order. we avoided generating magic squares of even order because the algorithm for generating them is more complicated. here is a very famous magic square that is featured in the painting melancholia by albrecht durer. 16 3 2 13 5 10 11 8 9 6 7 12 4 15 14 1 in this assignment you will generate onlyten magic squares of order 4 through permutation. the process is straight forward but time consuming. here are the steps: create a 1-d list of integers 1 through 16. permute this list of integers. for each permutation convert the 1-d list into a 2-d list that is 4 x 4. check if that 2-d list is a magic square. if it is, then print it out. stop when you have gone through all the permutations.