Using the provided code in python: How can I implement try and exception statements to deal with these ValueErrors when running the code:

$1.$ Entering a letter as the first input

$2.$ Entering the value $0,1,$ or $2$ which incorrect due to the world length of the word$\_$list options

import random

def load$\_$words$($hangman$\_$words$)$:

$$ with open$($hangman$\_$words, $\text{'}$r$\text{'})$ as f:

$$ return $\{$line$.$strip$().$lower$()$ for line in f if len$($line$.$strip$())\}$

def mask$\_$word$($word$,$ guessed$)$:

$$

$$ return $\text{'}\text{'}.$join$($letter if letter in guessed else $\text{'}-\text{'}$ for letter in word$)$

def partition$($words$,$ guessed$)$:

$$

$$ partitions $=\{\}$

$$ for word in words:

$$ hint $=$ mask$\_$word$($word$,$ guessed$)$

$$ if hint not in partitions:

$$ partitions$[$hint$]=$ set$()$

$$ partitions$[$hint$].$add$($word$)$

$$ return partitions

def max$\_$partition$($partitions$)$:

$$

$$ max$\_$size $=$ max$($len$($words$)$ for words in partitions.values$())$

$$ candidates $=[$hint for hint, words in partitions.items$()$ if len$($words$)==$ max$\_$size$]$

$$

$$ # Prefer hints with fewer revealed letters

$$ min$\_$revealed $=$ min$($hint$.$count$(\text{'}-\text{'})$ for hint in candidates$)$

$$ best$\_$hints $=[$hint for hint in candidates if hint.count$(\text{'}-\text{'})==$ min$\_$revealed$]$

$$ return random.choice$($best$\_$hints$)$ if len$($best$\_$hints$)>1$ else best$\_$hints$[0]$

def play$\_$hangman$($word$\_$list, word$\_$length, display$\_$details$=$False$)$:

$$

$$ words $=\{$word for word in word$\_$list if len$($word$)==$ abs$($word$\_$length$)\}$

$$ guessed $=$ set$()$

$$ incorrect$\_$guesses $=0$

$$ max$\_$incorrect $=5$

$$ current$\_$hint $=\text{'}-\text{'}*$ abs$($word$\_$length$)$

$$

$$ while incorrect$\_$guesses $<$ max$\_$incorrect and $\text{'}-\text{'}$ in current$\_$hint:

$$ print$($f$"$Current word: $\{$current$\_$hint$\}")$

$$ guess $=$ input$("$Guess a letter: $").$lower$()$

$$

$$ if len$($guess$)!=1$ or not guess.isalpha$()$ or guess in guessed:

$$ print$("$Invalid guess. Try again."$)$

$$ continue

$$ guessed.add$($guess$)$

$$

$$ # Partition the word list based on the guessed letter

$$ partitions $=$ partition$($words$,$ guessed$)$

$$ next$\_$hint $=$ max$\_$partition$($partitions$)$

$$

$$ # Update the words and check if the guess was "correct"

$$ words $=$ partitions$[$next$\_$hint$]$

$$ if current$\_$hint $==$ next$\_$hint:

$$ incorrect$\_$guesses $+=1$

$$ print$($f$"$I$\text{'}$m sorry $\text{'}\{$guess$\}\text{'}$ is not in the word."$)$

$$ print$($f$"$You have $\{$max$\_$incorrect $-$ incorrect$\_$guesses$\}$ guesses remaining"$)$

$$ else:

$$ print$("$Correct guess!"$)$

$$ # Optionally display details

$$ if display$\_$details:

$$ print$("$Partitions:$",\{$k: len$($v$)$ for k$,$ v in partitions.items$()\})$

$$

$$ current$\_$hint $=$ next$\_$hint

$$ # Final game outcome

$$ if $\text{'}-\text{'}$ not in current$\_$hint:

$$ print$($f$"$Congratulations$!$ You've guessed the word: $\{$current$\_$hint$\}")$

$$ else:

$$ print$("$Game over! You've reached the maximum incorrect guesses."$)$

$$ print$($f$"$The possible words were: $\{\text{'},\text{'}.$join$($words$)\}")$

# Main game setup

def main$()$:

$$ # Load words and filter by length

$$ word$\_$length $=$ int$($input$("$Enter the word length $($negative for detailed mode$)$: $"))$

$$ display$\_$details $=$ word$\_$length $<0$

$$ word$\_$length $=$ abs$($word$\_$length$)$

$$

$$ # Load word list from file

$$ word$\_$list $=$ load$\_$words$(\text{'}$hangman$\_$words.csv$\text{'})$

$$ if not word$\_$list:

$$ print$($f$"$No words found with length $\{$word$\_$length$\}.$ Exiting."$)$

$$ return

$$ play$\_$hangman$($word$\_$list, word$\_$length, display$\_$details$)$

# Run the main game

if $\_\_$name$\_\_=="\_\_$main$\_\_"$:

$$ main$()$