#$!/$usr$/$bin$/$env python

# coding: utf$-8$

# In$[]$:

import math

invalid$=$True

#The 'display$\_$banner$()\text{'}$ function prints a header to provide a visual indication that the program has started.

def display$\_$banner$()$:

print$("*******************************************")$

print$("******$ SQUARE NUMBER FINDER $***************")$

print$("*******************************************")$

#The get$\_$valid$\_$number$($prompt$,$ lower$\_$bound, upper$\_$bound$)$ function is responsible for

#getting user input and ensuring it meets the specified criteria.

def get$\_$valid$\_$number$($prompt$,$ lower$\_$bound, upper$\_$bound$)$:

while invalid:

try:

value $=$ int$($input$($prompt$))$

if lower$\_$bound $<=$ value $<=$ upper$\_$bound:

return value

invalid$=$True

else:

print$($f$"$Invalid input: Please enter a number between $\{$lower$\_$bound$\}$ and $\{$upper$\_$bound$\}.")$

invalid$=$False

except ValueError:

print$("$Invalid input: Please enter a whole number."$)$

#The 'find$\_$square$\_$numbers$($lower$\_$limit$,$ upper$\_$limit$)\text{'}$ function computes all the square

#numbers within the provided range.

#starts from the smallest integer whose square is greater than or equal to 'lower$\_$limit$\text{'}$ and

#goes up to the largest integer whose square is less than or equal to 'upper$\_$limit$\text{'}.$

#For each integer i in this range, it calculates $\text{'}$i$**2\text{'}$ and appends a tuple $\text{'}($square$\_$number, i$)\text{'}$

#to the 'square$\_$numbers' list.

def find$\_$square$\_$numbers$($lower$\_$limit$,$ upper$\_$limit$)$:

square$\_$numbers $=[]$

for i in range$($math$.$ceil$($math$.$sqrt$($lower$\_$limit$)),$ math.floor$($math$.$sqrt$($upper$\_$limit$))+1)$:

square$\_$number $=$ i $**2$

if lower$\_$limit $<=$ square$\_$number $<=$ upper$\_$limit:

square$\_$numbers.append$(($square$\_$number, i$))$

return square$\_$numbers

#The 'display$\_$square$\_$numbers$($square$\_$numbers$)\text{'}$ function prints each square number along with its square root.

def display$\_$square$\_$numbers$($square$\_$numbers$)$:

print$($f$"$Square Numbers Between $\{$lower$\_$limit$\}$ and $\{$upper$\_$limit$\}")$

for number, root in square$\_$numbers:

print$($f$"\{$number$\}(\{$root$\}$ squared$)")$

display$\_$banner$()$

lower$\_$limit $=$ get$\_$valid$\_$number$("$Please enter the lower bound: $",1,10000)$

upper$\_$limit $=$ get$\_$valid$\_$number$("$Please enter the upper bound: $",$ lower$\_$limit$,10000)$

square$\_$numbers $=$ find$\_$square$\_$numbers$($lower$\_$limit$,$ upper$\_$limit$)$

display$\_$square$\_$numbers$($square$\_$numbers$)$

input$("$Press Enter to close the program..."$)$

# In$[]$:

PLEASE DONT USE INFINTE LOOP, AS IN WHILE TRUE.

Can you please make this code more human?

Please also provide plan for the code.

Please also provide Pseoudocode. as in expected output, actual output