Please use a solution with the information given, I have tried to figure it out with other solutions and I have not been able to$.$ Given a GVDie object and an integer that represents the total sum desired as parameters, complete function roll$\_$total$)$ number of rolls needed to achieve at least the total sum. Note: For testing purposes, the GVDie object is created in the main$()$ function using a pseudo$-$random number generator value. The program uses a seed value of $15$ during development, but when submitted, a different seed value will be used Ex: If the GVDie object is created with a seed value of $15$ and the input of the program is: LAB $9\mathrm{.}23\mathrm{.}1$: LAB: How many dice rolls?

ACTIVITY $9.0/10$ main.py Load default template $1$ import random

$2$

$3$ class GvDie:

$4$ def $\_$init$\_\_($self$)$:

$5$ random.self$($self$)$

$6$ self.my$\_$value $=$ random, randint $(1,6)$

$7$ self.rand $-$ random. Random$()$

$8$ def roll$($self$)$:

$9$ self.my$\_$value $=$ self, rand, randint $(1,6)$

$10$

$11$ # set the random number generator seed for testing

$12$ def set$\_$seed$($self$,$ seed$)$:

$13$ self, rand, seed$($seed$)$

$14........$ When done developing your program, press the Submit for grading button below. This will submit your program for auto$-$grading. LAB $9\mathrm{.}23\mathrm{.}1$: LAB: How many dice rolls?

ACTIVITY $.0/10$ main.py Load default template...