





import random
import sys

import numpy as np
from matplotlib import pyplot as plt
from matplotlib.colors import ListedColormap

lowerCAmelCase_						   =    """Usage of script: script_name <size_of_canvas:int>"""

lowerCAmelCase_						   =    [0] * 100 + [1] * 10
random.shuffle(choice)


def     lowerCamelCase_	(      lowerCAmelCase:	int				)->		list[list[bool]]:
  _snake_case   :				Tuple														=	[[False for i in range(lowerCAmelCase				)] for j in range(lowerCAmelCase				)]
  return canvas


def     lowerCamelCase_	(      lowerCAmelCase:	list[list[bool]]				)->		None:
  for i, row in enumerate(lowerCAmelCase				):
    for j, _ in enumerate(lowerCAmelCase				):
      _snake_case   :				Dict														=	bool(random.getrandbits(1				)				)


def     lowerCamelCase_	(      lowerCAmelCase:	list[list[bool]]				)->		list[list[bool]]:
  _snake_case   :				int														=	np.array(lowerCAmelCase				)
  _snake_case   :				Optional[Any]														=	np.array(create_canvas(current_canvas.shape[0]				)				)
  for r, row in enumerate(lowerCAmelCase				):
    for c, pt in enumerate(lowerCAmelCase				):
      _snake_case   :				List[Any]														=	__judge_point(
          lowerCAmelCase    ,							current_canvas[r - 1 : r + 2, c - 1 : c + 2]				)

  _snake_case   :				Tuple														=	next_gen_canvas
  del next_gen_canvas  # cleaning memory as we move on.
  _snake_case   :				list[list[bool]]														=	current_canvas.tolist()
  return return_canvas


def     lowerCamelCase_	(      lowerCAmelCase:	bool    ,							lowerCAmelCase:	list[list[bool]]				)->		bool:
  _snake_case   :				Optional[Any]														=	0
  _snake_case   :				Tuple														=	0
  # finding dead or alive neighbours count.
  for i in neighbours:
    for status in i:
      if status:
        alive += 1
      else:
        dead += 1

    # handling duplicate entry for focus pt.
  if pt:
    alive -= 1
  else:
    dead -= 1

  # running the rules of game here.
  _snake_case   :				List[Any]														=	pt
  if pt:
    if alive < 2:
      _snake_case   :				int														=	False
    elif alive == 2 or alive == 3:
      _snake_case   :				List[Any]														=	True
    elif alive > 3:
      _snake_case   :				Tuple														=	False
  else:
    if alive == 3:
      _snake_case   :				Optional[Any]														=	True

  return state


if __name__ == "__main__":
      if len(sys.argv) != 2:
            raise Exception(usage_doc)

      lowerCAmelCase_						   =    int(sys.argv[1])
      # main working structure of this module.
      lowerCAmelCase_						   =    create_canvas(canvas_size)
      seed(c)
      lowerCAmelCase_   ,							lowerCAmelCase_						   =    plt.subplots()
      fig.show()
      lowerCAmelCase_						   =    ListedColormap(["""w""", """k"""])
      try:
            while True:
                  lowerCAmelCase_						   =    run(c)
                  ax.matshow(c, cmap=cmap)
                  fig.canvas.draw()
                  ax.cla()
      except KeyboardInterrupt:
            # do nothing.
            pass











def     lowerCamelCase_	(      lowerCAmelCase:	int				)->		list:
  _snake_case   :				List[Any]														=	int(lowerCAmelCase				)
  if n_element < 1:
    _snake_case   :				int														=	ValueError('a should be a positive number'				)
    raise my_error

  _snake_case   :				Union[str, Any]														=	[1]
  _snake_case							,					_snake_case							,					_snake_case   :				Any														=	(0, 0, 0)
  _snake_case   :				str														=	1
  while index < n_element:
    while hamming_list[i] * 2 <= hamming_list[-1]:
      i += 1
    while hamming_list[j] * 3 <= hamming_list[-1]:
      j += 1
    while hamming_list[k] * 5 <= hamming_list[-1]:
      k += 1
    hamming_list.append(
        min(hamming_list[i] * 2    ,							hamming_list[j] * 3    ,							hamming_list[k] * 5				)				)
    index += 1
  return hamming_list


if __name__ == "__main__":
      lowerCAmelCase_						   =    input("""Enter the last number (nth term) of the Hamming Number Series: """)
      print("""Formula of Hamming Number Series => 2^i * 3^j * 5^k""")
      lowerCAmelCase_						   =    hamming(int(n))
      print("""-----------------------------------------------------""")
      print(F"""The list with nth numbers is: {hamming_numbers}""")
      print("""-----------------------------------------------------""")




