How would one create a flowchart in flowgorithm with the following code? $($Code is in Python$)$

import random

def toFixed$($value$,$ digits$)$:

return $"\%.*$f$"\%($digits$,$ value$)$

random.seed$()$ # Prepare random number generator

# Function to get valid scores

def get$\_$score$($prompt$)$:

while True:

print$($prompt$)$

score $=$ float$($input$())$

if $0<=$ score $<=100$:

return score

# Get three scores from the user

Grade$1=$ get$\_$score$("$The first grade could be from $0$ to $100")$

Grade$2=$ get$\_$score$("$The second grade could be from $0$ to $100")$

Grade$3=$ get$\_$score$("$The third grade could be from $0$ to $100")$

sum $=$ Grade$1+$ Grade$2+$ Grade$3$

PossibleGrades $=[999]*4$

grades $=[\text{'}$A$\text{'},\text{'}$B$\text{'},\text{'}$C$\text{'},\text{'}$D$\text{'}]$

grade$\_$limits $=[360,320,280,240]$

probability $=[0]*4$

# Determine the minimum scores needed for each grade

if $360-$ sum $<=100$:

PossibleGrades$[0]=400*0\mathrm{.}9-$ sum

if $320-$ sum $<=100$:

PossibleGrades$[1]=400*0\mathrm{.}8-$ sum

if $280-$ sum $<=100$ and $400*0\mathrm{.}7-$ sum $>0$ and $400*0\mathrm{.}7-$ sum $<=100$:

PossibleGrades$[2]=400*0\mathrm{.}7-$ sum

if $240-$ sum $<=100$ and $400*0\mathrm{.}6-$ sum $>0$ and $400*0\mathrm{.}6-$ sum $<=100$:

PossibleGrades$[3]=400*0\mathrm{.}6-$ sum

# Calculate probabilities for each grade

for $\_$ in range$(10000)$:

x $=$ int$($random$.$random$()*101)$

for Index in range$(4)$:

if x $>=$ PossibleGrades$[$Index$]$:

probability$[$Index$]+=1$

# Print combined statements

for Index in range$(4)$:

if PossibleGrades$[$Index$]!=999$:

prob $=$ toFixed$($probability$[$Index$]/100,1)$

min$\_$score $=$ PossibleGrades$[$Index$]$

grade $=$ grades$[$Index$]$

print$($f$"$You have a $\{$prob$\}\%$ of probability to obtain $\{$grade$\}$ with a minimum score of $\{$min$\_$score$\}")$

if sum $<240$:

print$("$It is not possible to pass the course."$)$