Explanation why continuous segment is always there whose sum is divisible by n

Let suppose there is prefix sum array with mod n is pre1,pre2,......,pren. Since there can be only n-1 numbers present except zero. If zero is one of elements in prefix sum array then answer is already 0 to i. Else If zero is not present then some number should repeat because prefix array is of size n but only 1,2.... n-1 numbers are present. So there should be particular i,j => prei==prej. Therefore from i+1 to j segment will be divisible by n.

*Edited by author 08.12.2020 00:01*