




from __future__ import annotations

from collections.abc import Iterable


class     __SCREAMING_SNAKE_CASE							:

					def __init__(    self			,	__lowercase			,	__lowercase ):







						'''simple docstring'''




						lowerCamelCase_       ,      lowerCamelCase_							:		int							       =							float(UpperCamelCase__ ), float(UpperCamelCase__ )

					def __eq__(    self			,	__lowercase ):







						'''simple docstring'''




						return self.x == other.x and self.y == other.y

					def __ne__(    self			,	__lowercase ):







						'''simple docstring'''




						return not self == other

					def __gt__(    self			,	__lowercase ):







						'''simple docstring'''




						if self.x > other.x:
							return True
						elif self.x == other.x:
							return self.y > other.y
						return False

					def __lt__(    self			,	__lowercase ):







						'''simple docstring'''




						return not self > other

					def __ge__(    self			,	__lowercase ):







						'''simple docstring'''




						if self.x > other.x:
							return True
						elif self.x == other.x:
							return self.y >= other.y
						return False

					def __le__(    self			,	__lowercase ):







						'''simple docstring'''




						if self.x < other.x:
							return True
						elif self.x == other.x:
							return self.y <= other.y
						return False

					def __repr__(    self ):







						'''simple docstring'''




						return f"({self.x}, {self.y})"





					def __hash__(    self ):







						'''simple docstring'''




						return hash(self.x )






def  snake_case       (							A						,       )							->							Union[str, Any]:




	'''simple docstring'''


	lowerCamelCase_							:		List[Any]							       =							[]
	if list_of_tuples:
		for p in list_of_tuples:
			if isinstance(A_						,       A_      ):
				points.append(A_      )
			else:
				try:
					points.append(Point(p[0]						,       p[1]      )      )
				except (IndexError, TypeError):
					print(
					    f"Ignoring deformed point {p}. All points"
					    ' must have at least 2 coordinates.'      )
	return points






def  snake_case       (							A      )							->							Union[str, Any]:




	'''simple docstring'''


	if not hasattr(A_						,       '__iter__'      ):
		lowerCamelCase_							:		List[Any]							       =							f"Expecting an iterable object but got an non-iterable type {points}"
		raise ValueError(A_      )

	if not points:
		lowerCamelCase_							:		List[str]							       =							f"Expecting a list of points but got {points}"
		raise ValueError(A_      )

	return _construct_points(A_      )






def  snake_case       (							A						,       A						,       A      )							->							Union[str, Any]:




	'''simple docstring'''


	lowerCamelCase_							:		Optional[Any]							       =							(a.x * b.y + b.x * c.y + c.x * a.y) - (a.y * b.x + b.y * c.x + c.y * a.x)
	return det






def  snake_case       (							A      )							->							Optional[int]:




	'''simple docstring'''


	lowerCamelCase_							:		Tuple							       =							sorted(_validate_input(A_      )      )
	lowerCamelCase_							:		List[Any]							       =							len(A_      )
	lowerCamelCase_							:		Optional[int]							       =							set()

	for i in range(n - 1      ):
		for j in range(i + 1						,       A_      ):
			lowerCamelCase_							:		Tuple							       =							False
			lowerCamelCase_							:		Any							       =							True
			for k in range(A_      ):
				if k != i and k != j:
					lowerCamelCase_							:		Optional[int]							       =							_det(points[i]						,       points[j]						,       points[k]      )

					if det_k > 0:
						lowerCamelCase_							:		List[str]							       =							True
					elif det_k < 0:
						lowerCamelCase_							:		Optional[Any]							       =							True
					else:
						# point[i], point[j], point[k] all lie on a straight line
						# if point[k] is to the left of point[i] or it's to the
						# right of point[j], then point[i], point[j] cannot be
						# part of the convex hull of A
						if points[k] < points[i] or points[k] > points[j]:
							lowerCamelCase_							:		Optional[int]							       =							False
							break

				if points_left_of_ij and points_right_of_ij:
					lowerCamelCase_							:		Optional[int]							       =							False
					break

			if ij_part_of_convex_hull:
				convex_set.update([points[i], points[j]]      )

	return sorted(A_      )






def  snake_case       (							A      )							->							Dict:




	'''simple docstring'''


	lowerCamelCase_							:		Union[str, Any]							       =							sorted(_validate_input(A_      )      )
	lowerCamelCase_							:		Optional[int]							       =							len(A_      )

	# divide all the points into an upper hull and a lower hull
	# the left most point and the right most point are definitely
	# members of the convex hull by definition.
	# use these two anchors to divide all the points into two hulls,
	# an upper hull and a lower hull.

	# all points to the left (above) the line joining the extreme points belong to the
	# upper hull
	# all points to the right (below) the line joining the extreme points below to the
	# lower hull
	# ignore all points on the line joining the extreme points since they cannot be
	# part of the convex hull

	lowerCamelCase_							:		Optional[Any]							       =							points[0]
	lowerCamelCase_							:		int							       =							points[n - 1]

	lowerCamelCase_							:		Tuple							       =							{left_most_point, right_most_point}
	lowerCamelCase_							:		int							       =							[]
	lowerCamelCase_							:		int							       =							[]

	for i in range(1						,       n - 1      ):
		lowerCamelCase_							:		Union[str, Any]							       =							_det(A_						,       A_						,       points[i]      )

		if det > 0:
			upper_hull.append(points[i]      )
		elif det < 0:
			lower_hull.append(points[i]      )

	_construct_hull(A_						,       A_						,       A_						,       A_      )
	_construct_hull(A_						,       A_						,       A_						,       A_      )

	return sorted(A_      )






def  snake_case       (							A						,       A						,       A						,       A      )							->							Tuple:




	'''simple docstring'''


	if points:
		lowerCamelCase_							:		Dict							       =							None
		lowerCamelCase_							:		Tuple							       =							float('-inf'      )
		lowerCamelCase_							:		int							       =							[]

		for p in points:
			lowerCamelCase_							:		int							       =							_det(A_						,       A_						,       A_      )

			if det > 0:
				candidate_points.append(A_      )

				if det > extreme_point_distance:
					lowerCamelCase_							:		Optional[Any]							       =							det
					lowerCamelCase_							:		Optional[int]							       =							p

		if extreme_point:
			_construct_hull(A_						,       A_						,       A_						,       A_      )
			convex_set.add(A_      )
			_construct_hull(A_						,       A_						,       A_						,       A_      )






def  snake_case       (							A      )							->							Dict:




	'''simple docstring'''


	lowerCamelCase_							:		Tuple							       =							sorted(_validate_input(A_      )      )
	lowerCamelCase_							:		int							       =							len(A_      )

	lowerCamelCase_							:		Dict							       =							points[:2]
	for i in range(2						,       A_      ):
		lowerCamelCase_							:		Any							       =							_det(convex_hull[1]						,       convex_hull[0]						,       points[i]      )
		if det > 0:
			convex_hull.insert(0						,       points[i]      )
			break
		elif det < 0:
			convex_hull.append(points[i]      )
			break
		else:
			lowerCamelCase_							:		List[str]							       =							points[i]
	i += 1

	for j in range(A_						,       A_      ):
		if (
		    _det(convex_hull[0]						,       convex_hull[-1]						,       points[j]      ) > 0
		    and _det(convex_hull[-1]						,       convex_hull[0]						,       points[1]      ) < 0
		):
			# The point lies within the convex hull
			continue

		convex_hull.insert(0						,       points[j]      )
		convex_hull.append(points[j]      )
		while _det(convex_hull[0]						,       convex_hull[1]						,       convex_hull[2]      ) >= 0:
			del convex_hull[1]
		while _det(convex_hull[-1]						,       convex_hull[-2]						,       convex_hull[-3]      ) <= 0:
			del convex_hull[-2]

		# `convex_hull` is contains the convex hull in circular order
	return sorted(convex_hull[1:] if len(A_      ) > 3 else convex_hull      )






def  snake_case       (							)							->							Union[str, Any]:




	'''simple docstring'''


	lowerCamelCase_							:		Tuple							       =							[
	    (0, 3),
	    (2, 2),
	    (1, 1),
	    (2, 1),
	    (3, 0),
	    (0, 0),
	    (3, 3),
	    (2, -1),
	    (2, -4),
	    (1, -3),
	]
	# the convex set of points is
	# [(0, 0), (0, 3), (1, -3), (2, -4), (3, 0), (3, 3)]
	lowerCamelCase_							:		Optional[Any]							       =							convex_hull_bf(A_      )

	lowerCamelCase_							:		List[str]							       =							convex_hull_recursive(A_      )
	assert results_bf == results_recursive

	lowerCamelCase_							:		List[Any]							       =							convex_hull_melkman(A_      )
	assert results_bf == results_melkman

	print(A_      )


if __name__ == "__main__":
							main()






import sys

from transformers import AutoTokenizer


UpperCamelCase__		=						sys.argv[1]
UpperCamelCase__		=						sys.argv[2]
UpperCamelCase__		=						int(sys.argv[3])

UpperCamelCase__		=						0

UpperCamelCase__		=						AutoTokenizer.from_pretrained(model_name_or_path)
max_len -= tokenizer.num_special_tokens_to_add()

with open(dataset, 'rt') as f_p:
							for line in f_p:
														UpperCamelCase__		=						line.rstrip()

														if not line:
																					print(line)
																					UpperCamelCase__		=						0
																					continue

														UpperCamelCase__		=						line.split()[0]

														UpperCamelCase__		=						len(tokenizer.tokenize(token))

														# Token contains strange control characters like \x96 or \x95
														# Just filter out the complete line
														if current_subwords_len == 0:
																					continue

														if (subword_len_counter + current_subwords_len) > max_len:
																					print('')
																					print(line)
																					UpperCamelCase__		=						current_subwords_len
																					continue

														subword_len_counter += current_subwords_len

														print(line)
