fill in the code please: Write code that simulates the above process:

Roll a $20$ sided die

Add a modifier of $+11$

Check if the combined roll succeeds $($roll $+$ modifier $>15)$

In other words, compute three values: the result of Alice's roll $($roll$\_$result$),$ the result of her roll plus Roga's modifier $($modified$\_$result$),$ and a boolean value indicating whether the action succeeded $($action$\_$succeeded$).$ Do not fill in any of the results manually; the entire simulation should happen in code. Hint: A roll of a $20-$sided die is a number chosen uniformly from the array make$\_$array$(1,2,3,4,...,20).$ So a roll of a $20-$sided die plus $11$ is a number chosen uniformly from that array, plus $11.$

$[]$:

possible$\_$rolls $=...$

roll$\_$result $=...$

modified$\_$result $=...$

action$\_$succeeded $=...$

$$

# The next line just prints out your results in a nice way

# once you're done. You can delete it if you want.

print$($f$"$On a modified roll of $\{$modified$\_$result$\},$ Alice's action $\{\text{'}$succeeded$\text{'}$ if action$\_$succeeded else 'failed'$\}")$