Python code for :

Given an array of n integers, arr, make the values equal using the minimum number of operations.

$$Either choose an element and apply the operation:

$$If the operation number is odd $($e$.$g$.,$ first, third, fifth.$),$ then increase the element by $1.$

$$If the operation number is even $($e$.$g$.,$ second, fourth, sixth,..$),$ then increase the element by $2.$

$$

Or do nothing.

Only one element can change in an operation.

Calculate the minimum number of operations required to make all elements equal.

Example arr$=[1,2,4]$

The minimum operations required is $4.$

Function Description

Complete the function minimumCycles in the editor below.

minimumCycles has the following parameter:

int arr$[$n$]$: the integers to equalize

Returns

long: the minimum number of operations required to equalize the array

Constraints

$1<=$ n$<=2*100000$

$1<=$ arr$[$i$]<=1000000000$