


def        snake_case_					(  snake_case = 1_00_00_00					)  ->    Any:
							lowercase__:       Any        =       1
							lowercase__:       Optional[int]        =       1
							lowercase__:       List[Any]        =       {1: 1}

							for inputa in range(2      ,							__SCREAMING_SNAKE_CASE					):
														lowercase__:       str        =       0
														lowercase__:       Dict        =       inputa

														while True:
																					if number in counters:
																												counter += counters[number]
																												break
																					if number % 2 == 0:
																												number //= 2
																												counter += 1
																					else:
																												lowercase__:       Union[str, Any]        =       (3 * number) + 1
																												counter += 1

														if inputa not in counters:
																					lowercase__:       List[Any]        =       counter

														if counter > pre_counter:
																					lowercase__:       Tuple        =       inputa
																					lowercase__:       Union[str, Any]        =       counter
							return largest_number


if __name__ == "__main__":
	print(solution(int(input().strip())))






from __future__ import annotations




def        snake_case_					(  snake_case      ,							snake_case					)  ->    list[str]:
       if nth_term == "":
              return [""]
       lowercase__:       Tuple        =       int(snake_case					)
       lowercase__:       int        =       int(snake_case					)
       lowercase__:       list[str]        =       []
       for temp in range(int(snake_case					)					):
              series.append(f'1 / {pow(temp + 1      ,							int(snake_case					)					)}' if series else '1'					)
       return series


if __name__ == "__main__":
 import doctest

 doctest.testmod()

 __lowerCAmelCase			=							int(input('''Enter the last number (nth term) of the P-Series'''))
 __lowerCAmelCase			=							int(input('''Enter the power for  P-Series'''))
 print('''Formula of P-Series => 1+1/2^p+1/3^p ..... 1/n^p''')
 print(p_series(nth_term, power))


