






from __future__ import annotations

from collections.abc import Generator

import requests
from bsa import BeautifulSoup

__magic_name__   :  int        =							'''https://www.indeed.co.in/jobs?q=mobile+app+development&l='''
def 		lowercase__  (				_UpperCamelCase = "mumbai") ->			Generator[tuple[str, str], None, None]:
      """simple docstring"""

      UpperCamelCase					       =  BeautifulSoup(requests.get(url + location).content       ,							'html.parser')
      # This attribute finds out all the specifics listed in a job
      for job in soup.find_all('div'       ,							attrs={'data-tn-component': 'organicJob'}):
            UpperCamelCase					       =  job.find('a'       ,							attrs={'data-tn-element': 'jobTitle'}).text.strip()
            UpperCamelCase					       =  job.find('span'       ,							{'class': 'company'}).text.strip()
            yield job_title, company_name


if __name__ == "__main__":
       for i, job in enumerate(fetch_jobs('''Bangalore'''), 1):
              print(F'Job {i:>2} is {job[0]} at {job[1]}')











from __future__ import annotations

import math
def 		lowercase__  (				_UpperCamelCase       ,							_UpperCamelCase) ->			list:
      """simple docstring"""

      if len(_UpperCamelCase) != 2 or len(a[0]) != 2 or len(_UpperCamelCase) != 2 or len(b[0]) != 2:
            raise Exception('Matrices are not 2x2')
      UpperCamelCase					       =  [
          [a[0][0] * b[0][0] + a[0][1] * b[1][0], a[0][0] * b[0][1] + a[0][1] * b[1][1]],
          [a[1][0] * b[0][0] + a[1][1] * b[1][0], a[1][0] * b[0][1] + a[1][1] * b[1][1]],
      ]
      return new_matrix
def 		lowercase__  (				_UpperCamelCase       ,							_UpperCamelCase) ->			Union[str, Any]:
      """simple docstring"""

      return [
          [matrix_a[row][col] + matrix_b[row][col] for col in range(len(matrix_a[row]))]
          for row in range(len(_UpperCamelCase))
      ]
def 		lowercase__  (				_UpperCamelCase       ,							_UpperCamelCase) ->			Optional[int]:
      """simple docstring"""

      return [
          [matrix_a[row][col] - matrix_b[row][col] for col in range(len(matrix_a[row]))]
          for row in range(len(_UpperCamelCase))
      ]
def 		lowercase__  (				_UpperCamelCase) ->			tuple[list, list, list, list]:
      """simple docstring"""

      if len(_UpperCamelCase) % 2 != 0 or len(a[0]) % 2 != 0:
            raise Exception('Odd matrices are not supported!')

      UpperCamelCase					       =  len(_UpperCamelCase)
      UpperCamelCase					       =  matrix_length // 2

      UpperCamelCase					       =  [[a[i][j] for j in range(_UpperCamelCase       ,							_UpperCamelCase)] for i in range(_UpperCamelCase)]
      UpperCamelCase					       =  [
          [a[i][j] for j in range(_UpperCamelCase       ,							_UpperCamelCase)] for i in range(_UpperCamelCase       ,							_UpperCamelCase)
      ]

      UpperCamelCase					       =  [[a[i][j] for j in range(_UpperCamelCase)] for i in range(_UpperCamelCase)]
      UpperCamelCase					       =  [[a[i][j] for j in range(_UpperCamelCase)] for i in range(_UpperCamelCase       ,							_UpperCamelCase)]

      return top_left, top_right, bot_left, bot_right
def 		lowercase__  (				_UpperCamelCase) ->			tuple[int, int]:
      """simple docstring"""

      return len(_UpperCamelCase), len(matrix[0])
def 		lowercase__  (				_UpperCamelCase) ->			None:
      """simple docstring"""

      print('\n'.join(str(_UpperCamelCase) for line in matrix))
def 		lowercase__  (				_UpperCamelCase       ,							_UpperCamelCase) ->			list:
      """simple docstring"""

      if matrix_dimensions(_UpperCamelCase) == (2, 2):
            return default_matrix_multiplication(_UpperCamelCase       ,							_UpperCamelCase)

      UpperCamelCase       ,  UpperCamelCase       ,  UpperCamelCase       ,  UpperCamelCase					       =  split_matrix(_UpperCamelCase)
      UpperCamelCase       ,  UpperCamelCase       ,  UpperCamelCase       ,  UpperCamelCase					       =  split_matrix(_UpperCamelCase)

      UpperCamelCase					       =  actual_strassen(_UpperCamelCase       ,							matrix_subtraction(_UpperCamelCase       ,							_UpperCamelCase))
      UpperCamelCase					       =  actual_strassen(matrix_addition(_UpperCamelCase       ,							_UpperCamelCase)       ,							_UpperCamelCase)
      UpperCamelCase					       =  actual_strassen(matrix_addition(_UpperCamelCase       ,							_UpperCamelCase)       ,							_UpperCamelCase)
      UpperCamelCase					       =  actual_strassen(_UpperCamelCase       ,							matrix_subtraction(_UpperCamelCase       ,							_UpperCamelCase))
      UpperCamelCase					       =  actual_strassen(matrix_addition(_UpperCamelCase       ,							_UpperCamelCase)       ,							matrix_addition(_UpperCamelCase       ,							_UpperCamelCase))
      UpperCamelCase					       =  actual_strassen(matrix_subtraction(_UpperCamelCase       ,							_UpperCamelCase)       ,							matrix_addition(_UpperCamelCase       ,							_UpperCamelCase))
      UpperCamelCase					       =  actual_strassen(matrix_subtraction(_UpperCamelCase       ,							_UpperCamelCase)       ,							matrix_addition(_UpperCamelCase       ,							_UpperCamelCase))

      UpperCamelCase					       =  matrix_addition(matrix_subtraction(matrix_addition(_UpperCamelCase       ,							_UpperCamelCase)       ,							_UpperCamelCase)       ,							_UpperCamelCase)
      UpperCamelCase					       =  matrix_addition(_UpperCamelCase       ,							_UpperCamelCase)
      UpperCamelCase					       =  matrix_addition(_UpperCamelCase       ,							_UpperCamelCase)
      UpperCamelCase					       =  matrix_subtraction(matrix_subtraction(matrix_addition(_UpperCamelCase       ,							_UpperCamelCase)       ,							_UpperCamelCase)       ,							_UpperCamelCase)

      # construct the new matrix from our 4 quadrants
      UpperCamelCase					       =  []
      for i in range(len(_UpperCamelCase)):
            new_matrix.append(top_left[i] + top_right[i])
      for i in range(len(_UpperCamelCase)):
            new_matrix.append(bot_left[i] + bot_right[i])
      return new_matrix
def 		lowercase__  (				_UpperCamelCase       ,							_UpperCamelCase) ->			list:
      """simple docstring"""

      if matrix_dimensions(_UpperCamelCase)[1] != matrix_dimensions(_UpperCamelCase)[0]:
            UpperCamelCase					       =  (
                'Unable to multiply these matrices, please check the dimensions.\n'
                F'Matrix A: {matrixa}\n'
                F'Matrix B: {matrixa}'
            )
            raise Exception(_UpperCamelCase)
      UpperCamelCase					       =  matrix_dimensions(_UpperCamelCase)
      UpperCamelCase					       =  matrix_dimensions(_UpperCamelCase)

      if dimensiona[0] == dimensiona[1] and dimensiona[0] == dimensiona[1]:
            return [matrixa, matrixa]

      UpperCamelCase					       =  max(*_UpperCamelCase       ,							*_UpperCamelCase)
      UpperCamelCase					       =  int(math.pow(2       ,							math.ceil(math.loga(_UpperCamelCase))))
      UpperCamelCase					       =  matrixa
      UpperCamelCase					       =  matrixa

      # Adding zeros to the matrices so that the arrays dimensions are the same and also
      # power of 2
      for i in range(0       ,							_UpperCamelCase):
            if i < dimensiona[0]:
                  for _ in range(dimensiona[1]       ,							_UpperCamelCase):
                        new_matrixa[i].append(0)
            else:
                  new_matrixa.append([0] * maxim)
            if i < dimensiona[0]:
                  for _ in range(dimensiona[1]       ,							_UpperCamelCase):
                        new_matrixa[i].append(0)
            else:
                  new_matrixa.append([0] * maxim)

      UpperCamelCase					       =  actual_strassen(_UpperCamelCase       ,							_UpperCamelCase)

      # Removing the additional zeros
      for i in range(0       ,							_UpperCamelCase):
            if i < dimensiona[0]:
                  for _ in range(dimensiona[1]       ,							_UpperCamelCase):
                        final_matrix[i].pop()
            else:
                  final_matrix.pop()
      return final_matrix


if __name__ == "__main__":
       __magic_name__   :  Optional[Any]        =							[
           [2, 3, 4, 5],
           [6, 4, 3, 1],
           [2, 3, 6, 7],
           [3, 1, 2, 4],
           [2, 3, 4, 5],
           [6, 4, 3, 1],
           [2, 3, 6, 7],
           [3, 1, 2, 4],
           [2, 3, 4, 5],
           [6, 2, 3, 1],
       ]
       __magic_name__   :  List[str]        =							[[0, 2, 1, 1], [16, 2, 3, 3], [2, 2, 7, 7], [13, 11, 22, 4]]
       print(strassen(matrixa, matrixa))



