Write an answer in Golang $--$ The answer you have provided is wrong. All the examples result in $2-2-2$ instead of $4-3-5$

There is an array A made of N integers. Your task is to choose as many integers from A as possible so that, when they are put in ascending order, all of the differences between all pairs of consecutive integers are equal. For example, for A $=[4,3,5,1,4,4],$ you could choose $1,3,$ and $5($with differences equal to $2)$ or $4,4,$ and $4($with differences equal to $0).$ So$,$ answer in this case will be $3.$

What is the maximum number of integers that can be chosen? Write a function.

Example $1$ :

A $=[4,7,1,5,3],$ function should return $4.4$ integers $(7,1,5,3)$ when put in ascending order the difference between all consecutive integers is $2.$

Example $2$ :

A $=[12,12,12,15,10],$ function should return $3.$ It is optimal to chose all $3$ integers with value $12.$

Example $3$ :

A $=[18,26,18,24,24,20,22],$ function should return $5.5$ integers $(18,20,22,24,26)$ when put in ascending order the difference between all consecutive integers is $2.$ Notice that we cannot pick any other integers, even though they occur more than once.

Your answer follows here $---$

package main

import $($

$"$fmt$"$

"sort"

$)$

$//$ Function to find the maximum number of integers with equal differences

func maxIntegersWithEqualDifferences$($arr $[]$int$)$ int $\{$

$//$ Sorting the array

sort.Ints$($arr$)$

$//$ Initialize variables

maxCount :$=0//$ Variable to store the maximum count of integers with equal differences

n :$=$ len$($arr$)//$ Length of the input array

$//$ Loop through the array

for i :$=0$; i $<$ n; i$++\{$

count :$=1//$ Initialize the count of consecutive integers with equal differences to $1$

for j :$=$ i $+1$; j $<$ n; j$++\{$

$//$ Check if the difference between current and next element is equal to the difference between the first two elements

if arr$[$j$]-$arr$[$j$-1]==$ arr$[1]-$arr$[0]\{$

count$++//$ Increment count if the difference is equal

$\}$ else $\{$

break $//$ Break the loop if the difference is not equal

$\}$

$\}$

$//$ Update maxCount if the current count is greater

if count $>$ maxCount $\{$

maxCount $=$ count

$\}$

$\}$

return maxCount $//$ Return the maximum count of consecutive integers with equal differences

$\}$

func main$()\{$

$//$ Example arrays

arr$1$ :$=[]$int$\{4,7,1,5,3\}$

arr$2$ :$=[]$int$\{12,12,12,15,10\}$

arr$3$ :$=[]$int$\{18,26,18,24,24,20,22\}$

$//$ Function calls and output

fmt$.$Println$("$Example $1$:$",$ maxIntegersWithEqualDifferences$($arr$1))//$ Output: $4$

fmt$.$Println$("$Example $2$:$",$ maxIntegersWithEqualDifferences$($arr$2))//$ Output: $3$

fmt$.$Println$("$Example $3$:$",$ maxIntegersWithEqualDifferences$($arr$3))//$ Output: $5$

$\}$