Write a Java program $($called ETest$6)$ which reads in any two integers and reports the results of three computations performed by the methods listed below. You must call the three other functions from main$()$ and must use $($and printout$)$ their returned results within main. You must produce input and output in the precise form shown below $($in the Example interaction$)$ and you must write and use the following public static functions as part of your solution:

void main$($ String$[]$ args$)$ which reads in two numbers, and calls the other three functions to determine the results to print out. This function must use the values which are returned by the other functions and must be the only function to print anything.

int sumOfCommonDivisors$($ int number$1,$ int number$2)$ which returns the sum of all whole positive numbers which divide evenly into both number $1$ and number$2.$

e$.$g$.$ if passed $96$ and $36$ it will return $28($which is $1+2+3+4+6+12).$

int highestDigits$($int number$1,$ int number$2)$ which returns a positive number where each digit in this number is the larger of corresponding individual digits in the two passed numbers

e$.$g$.$ if passed $12383$ and $-5179$ it will return $15389.$

int$[]$ getSquaresBetween$($int number$1,$ int number$2)$ returns an array of integers each of which is the square of any other integer and which lies between number$1$ and number $2$ inclusive. The numbers in the array should be listed from lowest to highest.

e$.$g$.$ if passed $15$ and $40$ it will return an array containing the numbers $16,25,36$

e$.$g$.$ if passed $18$ and $-24$ it will return an array containing the numbers $0,1,4,9,16$

Example interaction $(4$ separate test runs$)$:

Enter any two integers$>$

$1640$

$15$: The sum of the common divisors of $16$ and $40$

$46$: The 'highest digits' of $16$ and $40$

$16,25,36$: The squares between $16$ and $40$

Enter any two integers$>$

$18-24$

$12$: The sum of the common divisors of $18$ and $-24$

$28$: The 'highest digits' of $18$ and $-24$

$0,1,4,9,16$ : The squares between $18$ and $-24$

Enter any two integers$>$

$2417$

$1$: The sum of the common divisors of $24$ and $17$

$27$: The 'highest digits' of $24$ and $17$

There are no squares between $24$ and $17$

Enter any two integers$>$

$19$ awf

Error in input. You needed to supply integer values.