Using python write the code using these instructions: $2$ Ways to do this:

$1.$ Put a $$for count in range$(5)$:$$ loop around your entire code

$2.$ Make your code a function that runs one simulation and returns the years in jail of

partner A and B in an array$/$list $($cleaner imo$)$

$$ Make partnerAcount and partnerBcount variable at the top

$($or if you do the function before you call the function$)$

$$ In your if$/$elif$/$else statements add the corresponding years to partnerAcount

and partnerBcount.

$($the if statements where it prints the $$You both do $4$ years$/$You$$re released...$)$

$$ To find the averages, divide the counts by $5.$

$$ Later, this $5$ will become a variable, so make a variable, count $=5,$ and put it in

range$($count$)$ and do partnerAcount$/$count

$$ If you hardcoded $5$ trials, you should change that to a count variable

$$ At the very top, call input$()$ and ask how many trials they want.

$($Or above the function call if you used a function$)$

$$ count $=$ int$($input$($How many trials should be simulated$))$

$$ Make a while statement that checks that the user entered a number

between $10$ and $500.$

$$ Inside the while statement, if they didn$$t enter a valid number:

$$ Print $$Please enter a number between $10$ and $500$

$$ then ask again for a number using input and store that into the count variable.

$$ Copy and paste the menu text from the canvas page and print that out

$$ Make a strategy variable $($partnerAStrat$)$ for player A and then use input to

get user input for that strategy.

$$ Check if its not between $1$ and $3$ using a while loop. Something like

while$($partnerAStrat $<1$ or partnerAStrat $>3)$:

$$ Inside the while loop:

$$ Print $$Must enter a number between $1$ and $3$

Please try again$$

$$ Ask for another input

$$ Repeat the step above for player B

$$ Once you have partnerAStrat and partnerBStrat...

$$ Where you declared partnerAChoice and partnerBChoice, make an if$/$elif$/$else ladder

that sets the choices to $1,2,$ or randint$(1,2).$

$$ If you did a function approach, you might have to pass in extra arguments for the

strategy in your function.