Ceaser Cipher • 52 min read

import os
import binascii
import math

# get plaintext and user input
print('Enter plaintext: ')
plaintext = input()
print('Enter Shift (0 for brute force): ')
shift = input()
print('Enter second shift (0 for ceaser or brute-force): ')
shift2 = input()
print('A: Ceaser Cipher Encode')
print('B: Ceaser Cipher Decode')
print('C: Ceaser Cipher Brute-Force')
print('D: Affine Cipher Encode')
print('E: Affine Cipher Decode')
print('F: Affine Cipher Brute-Force')
print('What would you like to do: ')
mode = input()

# functions to convert numbers to letters and vice versa
def lnumtolet(num):
    num = num % 26
    letarray = ['a', 'b', 'c', 'd', 'e', 'f', 'g', 'h', 'i', 'j', 'k', 'l', 'm', 'n', 'o', 'p', 'q', 'r', 's', 't', 'u', 'v', 'w', 'x', 'y', 'z',]
    return letarray[num - 1]

def unumtolet(num):
    num = num % 26
    letarray = ['A', 'B', 'C', 'D', 'E', 'F', 'G', 'H', 'I', 'J', 'K', 'L', 'M', 'N', 'O', 'P', 'Q', 'R', 'S', 'T', 'U', 'V', 'W', 'X', 'Y', 'Z',]
    return letarray[num - 1]

def llettonum(let):
    return (ord(let) - 96)

def ulettonum(let):
    return (ord(let) - 96)

def split(s):
    return [char for char in s]

# ceaser cipher function
def ceaser(shift, args):
    shifter = int(shift)
    shift = shifter % 26
    ret = []
    for i in args:
        splited = split(i)
        for j in splited:
            # encrypt each letter individually
            if j.isalpha():
                if j.islower():
                    tempnum = llettonum(j)
                    num = int(tempnum)
                    num = num + shift
                    let = lnumtolet(num)
                    ret.append(let)
                else:
                    j = j.lower()
                    tempnumu = ulettonum(j)
                    numu = int(tempnumu)
                    numu = numu + shift
                    letu = unumtolet(numu)
                    ret.append(letu)
            else:
                ret.append(j)
        ret.append(' ')
    returner = ''.join(ret)
    return returner

#affine cipher
def ac(a, b, args):
    shift1 = int(a)
    shift2 = int(b)
    ret = []
    for i in args:
        splited = split(i)
        for j in splited:
            if j.isalpha():
                if j.islower():
                    tempnum = llettonum(j)
                    num = int(tempnum)
                    num = ((num * shift1) + shift2) % 26
                    let = lnumtolet(num)
                    ret.append(let)
                else:
                    j = j.lower()
                    tempnumu = ulettonum(j)
                    numu = int(tempnumu)
                    numu = ((numu * shift1) + shift2) % 26
                    letu = unumtolet(numu)
                    ret.append(letu)
            else:
                ret.append(j)
        ret.append(' ')
    retu = ''.join(ret)
    return retu

#get list of common words
w = open('../assets/wordlist.txt', 'r')
#split into array
wordlist = (w.read()).split('\n')

# check if word is in wordlist
def is_word(text):
    words = 0
    plaintext = text.split(' ')
    for word in plaintext:
        if word in wordlist:
            words += 1
    return words


def compare_word(text):
    num_words = is_word(text)
    return num_words


if mode == 'A':
    # encode with shift
    print('Encoded text: ' + ceaser(shift, plaintext)[::2])
elif mode == 'B':
    #decode with shift
    print('Decoded text: ' + ceaser((26 - int(shift)), plaintext)[::2])
elif mode == 'C':
    #brute force decode
    attempts = {}
    # try every combination
    for i in range(1, 26):
        attempt = ceaser((26 - i), plaintext)[::2]
        # append to dictionary with number of valid words
        attempts[attempt] = compare_word(attempt)
        # sort dictionary with largest number of words first
    ordered = dict(sorted(attempts.items(), key=lambda a: a[1], reverse=True))
    print('Brute Force Complete! Best guesses printed below.')
    # print 5 best guesses
    for i in range(5):
        print(list(ordered.keys())[i] + ' - score = ' + str(list(ordered.values())[i]))
# repeat for affine cipher
elif mode == 'D':
    print('Encoded text: ' + ac(shift, shift2, plaintext)[::2])
elif mode == 'E':
    print('Decoded text: ' + ac(shift, shift2, plaintext)[::2])
elif mode == 'F':
    attempts = {}
    for i in range(1, 26):
        for j in range(1, 26):
            attempt = ac(i, j, plaintext)[::2]
            attempts[attempt] = compare_word(attempt)
    print(attempts)
    ordered = dict(sorted(attempts.items(), key=lambda a: a[1], reverse=True))
    print('Brute Force Complete! Best guesses printed below.')
    for i in range(5):
        print(list(ordered.keys())[i] + ' - score = ' + str(list(ordered.values())[i]))

Enter plaintext: 
Enter Shift (0 for brute force): 
Enter second shift (0 for ceaser or brute-force): 
A: Ceaser Cipher Encode
B: Ceaser Cipher Decode
C: Ceaser Cipher Brute-Force
D: Affine Cipher Encode
E: Affine Cipher Decode
F: Affine Cipher Brute-Force
What would you like to do: 
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Brute Force Complete! Best guesses printed below.
watermelon is sweet - score = 2
amrylwytcz ko oayyr - score = 1
bnszmxzuda lp pbzzs - score = 1
dpubozbwfc nr rdbbu - score = 1
eqvcpacxgd os seccv - score = 1