



'''simple docstring'''





A			:   int			=      [0.33, 0.44, 0.55, 0.44, 0.33]
A			:   str			=      3
A			:   List[Any]			=      5

# Buffer Space (with Parameters Space)
A			:   list[float]			=      []
A			:   list[float]			=      []

# Machine Time
A			:   Union[str, Any]			=      0
def 		_a   (  lowerCamelCase_							):
   global buffer_space, params_space, machine_time, K, m, t

   # Choosing Dynamical Systems (All)
   for key, value in enumerate(lowerCamelCase_							):
      # Evolution Parameter
      snake_case   :							Tuple						  =float(seed / value							)

      # Control Theory: Orbit Change
      snake_case   :							int						  =(buffer_space[(key + 1) % m] + e) % 1

      # Control Theory: Trajectory Change
      snake_case   :							List[str]						  =(params_space[key] + e) % 1 + 3

      # Modification (Transition Function) - Jumps
      snake_case   :							int						  =round(float(r * value * (1 - value)							)					,						10							)
      snake_case   :							Any						  =r  # Saving to Parameters Space

   # Logistic Map
   assert max(lowerCamelCase_							) < 1
   assert max(lowerCamelCase_							) < 4

   # Machine Time
   machine_time += 1
def 		_a   (  ):
   global buffer_space, params_space, machine_time, K, m, t

   # PRNG (Xorshift by George Marsaglia)
   def xorshift(lowerCamelCase_					,						lowerCamelCase_							):
      x ^= y >> 13
      y ^= x << 17
      x ^= y >> 5
      return x

   # Choosing Dynamical Systems (Increment)
   snake_case   :							List[str]						  =machine_time % m

   # Evolution (Time Length)
   for _ in range(0					,						lowerCamelCase_							):
      # Variables (Position + Parameters)
      snake_case   :							Union[str, Any]						  =params_space[key]
      snake_case   :							Any						  =buffer_space[key]

      # Modification (Transition Function) - Flow
      snake_case   :							Optional[Any]						  =round(float(r * value * (1 - value)							)					,						10							)
      snake_case   :							Union[str, Any]						  =(machine_time * 0.01 + r * 1.01) % 1 + 3

   # Choosing Chaotic Data
   snake_case   :							List[str]						  =int(buffer_space[(key + 2) % m] * (10**10)							)
   snake_case   :							Optional[int]						  =int(buffer_space[(key - 2) % m] * (10**10)							)

   # Machine Time
   machine_time += 1

   return xorshift(lowerCamelCase_					,						lowerCamelCase_							) % 0Xffff_ffff
def 		_a   (  ):
   global buffer_space, params_space, machine_time, K, m, t

   snake_case   :							Any						  =K
   snake_case   :							List[str]						  =[0] * m
   snake_case   :							List[Any]						  =0


if __name__ == "__main__":
      # Initialization
      reset()

      # Pushing Data (Input)
      import random

      A			:   Tuple			=      random.sample(range(0XFFFF_FFFF), 100)
      for chunk in message:
            push(chunk)

      # for controlling
      A			:   Optional[int]			=      """"""

      # Pulling Data (Output)
      while inp in ("e", "E"):
            print(f"{format(pull(), '#04x')}")
            print(buffer_space)
            print(params_space)
            A			:   Tuple			=      input("""(e)exit? """).strip()










'''simple docstring'''





from __future__ import annotations

import random
import string





class 							lowerCAmelCase_		:





    def __init__(    self    :    Union[str, Any],    _snake_case    :    str | None = None     ):



       '''simple docstring'''







       snake_case   :							Optional[int]						  =passcode or self.__passcode_creator()
       snake_case   :							List[str]						  =self.__make_key_list()
       snake_case   :							Dict						  =self.__make_shift_key()





    def __str__(    self    :    List[Any]     ):



       '''simple docstring'''







       return "".join(self.__passcode     )





    def 					__snake_case       (    self    :    int,    _snake_case    :    list[int]     ):



       '''simple docstring'''







       for i in range(1,    len(_snake_case     ),    2     ):
          iterlist[i] *= -1
       return iterlist





    def 					__snake_case       (    self    :    Optional[int]     ):



       '''simple docstring'''







       snake_case   :							int						  =string.ascii_letters + string.digits
       snake_case   :							Union[str, Any]						  =[random.choice(_snake_case     ) for _ in range(random.randint(10,    20     )     )]
       return password





    def 					__snake_case       (    self    :    Optional[int]     ):



       '''simple docstring'''







       snake_case   :							Dict						  =(
           string.ascii_letters + string.digits + string.punctuation + ''' \t\n'''
       )

       snake_case   :							Any						  =[]

       # creates points known as breakpoints to break the key_list_options at those
       # points and pivot each substring
       snake_case   :							Optional[int]						  =sorted(set(self.__passcode     )     )
       snake_case   :							list[str]						  =[]

       # algorithm for creating a new shuffled list, keys_l, out of key_list_options
       for i in key_list_options:
          temp_list.extend(_snake_case     )

          # checking breakpoints at which to pivot temporary sublist and add it into
          # keys_l
          if i in breakpoints or i == key_list_options[-1]:
             keys_l.extend(temp_list[::-1]     )
             temp_list.clear()

        # returning a shuffled keys_l to prevent brute force guessing of shift key
       return keys_l





    def 					__snake_case       (    self    :    Union[str, Any]     ):



       '''simple docstring'''







       snake_case   :							str						  =sum(self.__neg_pos([ord(_snake_case     ) for x in self.__passcode]     )     )
       return num if num > 0 else len(self.__passcode     )





    def 					__snake_case       (    self    :    Optional[int],    _snake_case    :    str     ):



       '''simple docstring'''







       snake_case   :							List[Any]						  =''''''

       # decoding shift like Caesar cipher algorithm implementing negative shift or
       # reverse shift or left shift
       for i in encoded_message:
          snake_case   :							Optional[int]						  =self.__key_list.index(_snake_case     )
          decoded_message += self.__key_list[
              (position - self.__shift_key) % -len(self.__key_list     )
          ]

       return decoded_message






    def 					__snake_case       (    self    :    Union[str, Any],    _snake_case    :    str     ):



       '''simple docstring'''







       snake_case   :							int						  =''''''

       # encoding shift like Caesar cipher algorithm implementing positive shift or
       # forward shift or right shift
       for i in plaintext:
          snake_case   :							int						  =self.__key_list.index(_snake_case     )
          encoded_message += self.__key_list[
              (position + self.__shift_key) % len(self.__key_list     )
          ]

       return encoded_message




def 		_a   (  lowerCamelCase_ = "Hello, this is a modified Caesar cipher"							):
   snake_case   :							List[Any]						  =ShuffledShiftCipher()
   return cipa.decrypt(cipa.encrypt(lowerCamelCase_							)							)


if __name__ == "__main__":
      import doctest

      doctest.testmod()





