Create a 2 dimensional array (10 by 10) that represents a maze: fill the maze with asterisks and then make a 'random' path of blanks from the lower left (0,0) element to the upper right (9,9) element. Create a maze running program that prints out the correct path. Your program should move square by square - if it finds and asterisk blocking its path, it searches the next adjacent square, etc. Submit 10 separate trials proving your program discovers the correct path. Each path MUST be random.
Write a program that outputs all numbers of n digits or less that meet the following constraint: let the number be X and let the number of digits of the number be called n with each digit being d1,d2,..,dn. The d1**n + d2**n + .. + dn**n = X. For example : 371 meets this constraint because 3**3 + 7**3 + 1**3 = 371 ! But 11 does NOT meet the constraint because 1**2 + 1**2 does not equal 11. Test your code for N = 30
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