code: 
  def 						lowerCAmelCase_		(      _snake_case   :						int   ,     _snake_case   :						list     )       ->	list:
  
  
  
  
  
  
  
  	'''simple docstring'''
  
  
  	__magic_name__	:	List[str]			     =  sorted(_snake_case   ,     key=lambda _snake_case     : value[2]   ,     reverse=_snake_case     )
  
  	# Create a list of size equal to the maximum deadline
  	# and initialize it with -1
  	__magic_name__	:	Dict			     =  max(_snake_case   ,     key=lambda _snake_case     : value[1]     )[1]
  	__magic_name__	:	List[Any]			     =  [-1] * max_deadline
  
  	# Finding the maximum profit and the count of jobs
  	__magic_name__	:	Optional[int]			     =  0
  	__magic_name__	:	Optional[Any]			     =  0
  	for job in jobs:
  		# Find a free time slot for this job
  		# (Note that we start from the last possible slot)
  		for i in range(job[1] - 1   ,     -1   ,     -1     ):
  			if time_slots[i] == -1:
  				__magic_name__	:	Any			     =  job[0]
  				count += 1
  				max_profit += job[2]
  				break
  	return [count, max_profit]
  
  
  if __name__ == "__main__":
  				import doctest
  
  				doctest.testmod()
  
style_context: 
  from __future__ import annotations
  
  snake_case				:	List[str]							   =						"Alexander Joslin"
  
  
  
  
  
  
  def 						lowerCAmelCase_		(      _snake_case   :						int     )       ->	int:
  
  
  
  
  
  
  
  	'''simple docstring'''
  
  
  	if number <= 0:
  		__magic_name__	:	int			     =  F'''n must be greater than 0. Got n = {number}'''
  		raise ValueError(_snake_case     )
  
  	__magic_name__	:	List[str]			     =  [number + 1] * (number + 1)
  
  	# starting position
  	__magic_name__	:	Any			     =  0
  	for i in range(1   ,     _snake_case     ):
  		__magic_name__	:	Optional[int]			     =  min(table[i + 1]   ,     table[i] + 1     )
  		# check if out of bounds
  		if i * 2 <= number:
  			__magic_name__	:	str			     =  min(table[i * 2]   ,     table[i] + 1     )
  		# check if out of bounds
  		if i * 3 <= number:
  			__magic_name__	:	Any			     =  min(table[i * 3]   ,     table[i] + 1     )
  	return table[number]
  
  
  if __name__ == "__main__":
  				import doctest
  
  				doctest.testmod()
  