




import sys

def  SCREAMING_SNAKE_CASE							(       __UpperCamelCase)      ->					Optional[int]:
     a     =				len(a__)
     a     =				[[0 for x in range(a__)] for x in range(a__)]
     a     =				[[0 for x in range(a__)] for x in range(a__)]

     for chain_length in range(2		, a__):
          for a in range(1		, n - chain_length + 1):
               a     =				a + chain_length - 1

               a     =				sys.maxsize
               for c in range(a__		, a__):
                    a     =				(
                        matrix[a][c] + matrix[c + 1][b] + array[a - 1] * array[c] * array[b]
                    )
                    if cost < matrix[a][b]:
                         a     =				cost
                         a     =				c
     return matrix, sol

def  SCREAMING_SNAKE_CASE							(       __UpperCamelCase		, __UpperCamelCase		, __UpperCamelCase)      ->					Any:
     if i == j:
          print("A" + str(a__)		, end=" ")
     else:
          print("("		, end=" ")
          print_optiomal_solution(a__		, a__		, optimal_solution[i][j])
          print_optiomal_solution(a__		, optimal_solution[i][j] + 1		, a__)
          print(")"		, end=" ")

def  SCREAMING_SNAKE_CASE							(       )      ->					int:
     a     =				[30, 35, 15, 5, 10, 20, 25]
     a     =				len(a__)
     # Size of matrix created from above array will be
     # 30*35 35*15 15*5 5*10 10*20 20*25
     a  ,				a     =				matrix_chain_order(a__)

     print("No. of Operation required: " + str(matrix[1][n - 1]))
     print_optiomal_solution(a__		, 1		, n - 1)


if __name__ == "__main__":
   main()










lowercase__				:      Optional[int]	   = [
    "DownloadConfig",
    "DownloadManager",
    "DownloadMode",
    "StreamingDownloadManager",
]

from .download_config import DownloadConfig
from .download_manager import DownloadManager, DownloadMode
from .streaming_download_manager import StreamingDownloadManager

