Slot machines are a common game of chance in casinos. A player spins a set of wheels with symbols on them and tries to match up symbols to win.

win.

Your slot machine class contains the following methods:

constructor are num $=4,$ symbols $=[$rock$\text{'},$ 'paper', 'scissors'$].$ This will create a Slot$\_$Machine object with $4$ wheels. Each wheel contains the symbols rock, paper, and scissors.

value might be $[$rock$\text{'},$rock','paper','paper'$].$

The skeleton of the class definition is:

from random import choice, choices, randint, sample

class Slot$\_$Machine:

def $\_($self$,$ num, symbols $=$ None$)$:

self.$\_\_$symbols $=[\text{'}$cherries$\text{'},$ 'lemon', $\text{'}7\text{'},$ 'gold bar'$]$

if symbols $1=$ None:

self.$\_$symbols $=$ symbols

self. wheels $=$ num

def $sn(self)$ :

#fLLL in

We want to then do the following:

$-$Creates a Slot$\_$Machine object called bandit that has $5$ wheels. Each wheel contains the symbols 'turtle' and 'potato'

$-$Spin bandit $10$ times and save the output from all of the spins in a list

From the lines of code below, select one line to fill in the spin method $($match this to spin$),$ and the the two lines of the main program in the correct order $($match these to Main $1$ and Main $2$

respectively$).$ There are additional answer choices that you will not use.

Partial Credit allowed. Negative Scores turned on: $-15\%$ for each incorrect answer.

$$ spin method

$$ Main $1$

Main $2$

A$.$ results $=[$bandit$.sn()$ for $i$ in range $(10)]$

B$.$ results $=[$spin $($bandit$)$ for $i$ in range $(10)]$

C$.$ return choices$($self$.\_$symbols, $k=$ self.$\_$wheels$)$

D$.$ bandit $=$ Slot$\_$Machine init$\_()$

E$.$ return choices $($symbols$,x=$ wheels$)$

F$.$ bandit $=3$lot$\_$Machine $(\text{'}$turtle$\text{'},$ 'potato'$)$

G$.$ results for $i$ in range $(10)$