





import math
from collections.abc import Generator





def 							__lowerCAmelCase(					_SCREAMING_SNAKE_CASE							)       ->   int:




				"""simple docstring"""




				_A    =       (i for i in range(1       ,    (max_n + 1)							))
				for i in (n for n in numbers if n > 1):
								for j in range(2       ,    _A							):
												if (i % j) == 0:
																break
								else:
												yield i





def 							__lowerCAmelCase(					_SCREAMING_SNAKE_CASE							)       ->   List[str]:




				"""simple docstring"""




				_A    =       (i for i in range(1       ,    (max_n + 1)							))
				for i in (n for n in numbers if n > 1):
								# only need to check for factors up to sqrt(i)
								_A    =       int(math.sqrt(_A							)							) + 1
								for j in range(2       ,    _A							):
												if (i % j) == 0:
																break
								else:
												yield i





def 							__lowerCAmelCase(					_SCREAMING_SNAKE_CASE							)       ->   Dict:




				"""simple docstring"""




				_A    =       (i for i in range(1       ,    (max_n + 1)       ,    2							))
				# It's useless to test even numbers as they will not be prime
				if max_n > 2:
								yield 2  # Because 2 will not be tested, it's necessary to yield it now
				for i in (n for n in numbers if n > 1):
								_A    =       int(math.sqrt(_A							)							) + 1
								for j in range(3       ,    _A       ,    2							):
												# As we removed the even numbers, we don't need them now
												if (i % j) == 0:
																break
								else:
												yield i





def 							__lowerCAmelCase(					)       ->   Dict:




				"""simple docstring"""




				from timeit import timeit

				_A    =       'from __main__ import slow_primes, primes, fast_primes'
				print(timeit('slow_primes(1_000_000_000_000)'       ,    setup=_A       ,    number=1_000_000							)							)
				print(timeit('primes(1_000_000_000_000)'       ,    setup=_A       ,    number=1_000_000							)							)
				print(timeit('fast_primes(1_000_000_000_000)'       ,    setup=_A       ,    number=1_000_000							)							)


if __name__ == "__main__":
	__A       : Any						    = int(input("Calculate primes up to:\n>> ").strip())
	for ret in primes(number):
		print(ret)
	benchmark()












from transformers import SqueezeBertTokenizer, SqueezeBertTokenizerFast
from transformers.testing_utils import require_tokenizers, slow

from ..bert.test_tokenization_bert import BertTokenizationTest







@require_tokenizers
class     lowerCamelCase(	__snake_case  ):
     '''simple docstring'''


     __magic_name__        = SqueezeBertTokenizer
     __magic_name__        = SqueezeBertTokenizerFast
     __magic_name__        = True




     def 					lowerCAmelCase__		(						self							,    **snake_case_       ):
         return SqueezeBertTokenizerFast.from_pretrained(self.tmpdirname							,    **snake_case_       )




     @slow
     def 					lowerCAmelCase__		(						self       ):
         _A    =       SqueezeBertTokenizer.from_pretrained('squeezebert/squeezebert-mnli-headless'       )

         _A    =       tokenizer.encode('sequence builders'							,    add_special_tokens=snake_case_       )
         _A    =       tokenizer.encode('multi-sequence build'							,    add_special_tokens=snake_case_       )

         _A    =       tokenizer.build_inputs_with_special_tokens(snake_case_       )
         _A    =       tokenizer.build_inputs_with_special_tokens(snake_case_							,    snake_case_       )

         assert encoded_sentence == [tokenizer.cls_token_id] + text + [tokenizer.sep_token_id]
         assert encoded_pair == [tokenizer.cls_token_id] + text + [tokenizer.sep_token_id] + text_a + [
             tokenizer.sep_token_id
         ]





