Create a flow chart and do not copy paste from google or chatgpt use lucid charts word or draw.io or any similar tool to make flow chart i will only give like once instructions are followed the code is about bubble sort and searching make sure to make collective flow chart for the whole code thank you.

#include

using namespace std;

$//$ Function Prototype

void BubbleSort$($int$[],$ int$)$;

int BinarySearch$($int$[],$ int, int$)$;

int main$()\{$

const int SIZE $=50$;

int arr$[$SIZE$],$ input, SearchValue, results;

cout$<<$"How many values would you like to input? $"$ ;

cin $>>$ input;

for $($int i $=0$; i $<$ input; i$++)\{$

cout $<<$ "Please enter value $"<<($i $+1)<<"$: $"$;

cin $>>$ arr$[$i$]$;

$\}$

cout $<<$ "The array entered is: $"<<$ endl;

for $($int i $=0$; i $<$ input; i$++)\{$

cout $<<$ arr$[$i$]<<""$;

$\}$

cout $<<$ endl;

BubbleSort$($arr$,$ input$)$;

cout $<<$ "The sorted array entered is: $"<<$ endl;

for $($int i $=0$; i $<$ input; i$++)\{$

cout $<<$ arr$[$i$]<<""$;

$\}$

cout $<<$ endl;

cout $<<$ "Please enter the value you want to search: $"$;

cin $>>$ SearchValue;

results $=$ BinarySearch$($arr$,$ SIZE, SearchValue$)$;

if $($results $==-1)\{$

cout $<<$ "That number does not exist in the array." $<<$ endl;

$\}$

else $\{$

cout $<<$ "That number is found at element $"<<$ results $<<"$ in the array.";

$\}$

return $0$;

$\}$

void BubbleSort$($int arr$[],$ int SIZE$)\{$

bool swap;

int temp;

do $\{$

swap $=$ false;

for $($int count $=0$; count $<($SIZE $-1)$; count$++)\{$

if $($arr$[$count$]>$ arr$[$count $+1])\{$

temp $=$ arr$[$count$]$;

arr$[$count$]=$ arr$[$count $+1]$;

arr$[$count $+1]=$ temp;

swap $=$ true;

$\}$

$\}$

$\}$ while $($swap$)$;

$\}$

int BinarySearch$($int array$[],$ int numElems, int value$)\{$

int first $=0$;

int last $=$ numElems $-1$;

int middle;

while $($first $<=$ last$)$

$\{$

middle $=$ first $+($last $-$ first$)/2$;

if $($array$[$middle$]==$ value$)\{$

return middle;

$\}$

else if $($array$[$middle$]<$ value$)\{$

last $=$ middle $-1$;

$\}$

else $\{$

first $=$ middle $+1$;

$\}$

$\}$

return $-1$;

$\}$