



import random

from .binary_exp_mod import bin_exp_mod

def 			A_      (	__a     :				Tuple ,		__a     :				List[str]=1_000		):

				"""simple docstring"""
				if n < 2:
								return False

				if n % 2 == 0:
								return n == 2

				# this means n is odd
				a__				      =		n - 1
				a__				      =		0
				while d % 2 == 0:
								d /= 2
								exp += 1

				# n - 1=d*(2**exp)
				a__				      =		0
				while count < prec:
								a__				      =		random.randint(2 ,		n - 1		)
								a__				      =		bin_exp_mod(__a ,		__a ,		__a		)
								if b != 1:
												a__				      =		True
												for _ in range(__a		):
																if b == n - 1:
																				a__				      =		False
																				break
																a__				      =		b * b
																b %= n
												if flag:
																return False
												count += 1
				return True


if __name__ == "__main__":
	UpperCAmelCase							 =					abs(int(input("""Enter bound : """).strip()))
	print("""Here\'s the list of primes:""")
	print(""", """.join(str(i) for i in range(n + 1) if is_prime_big(i)))











from __future__ import annotations

UpperCAmelCase							 =					8.988E9  # units = N * m^s * C^-2

def 			A_      (	__a     :				float ,		__a     :				float ,		__a     :				float ,		__a     :				float		):

				"""simple docstring"""
				a__				      =		abs(chargea * chargea		)

				if (force, chargea, chargea, distance).count(0		) != 1:
								raise ValueError("""One and only one argument must be 0"""		)
				if distance < 0:
								raise ValueError("""Distance cannot be negative"""		)
				if force == 0:
								a__				      =		COULOMBS_CONSTANT * charge_product / (distance**2)
								return {"force": force}
				elif chargea == 0:
								a__				      =		abs(__a		) * (distance**2) / (COULOMBS_CONSTANT * chargea)
								return {"charge1": chargea}
				elif chargea == 0:
								a__				      =		abs(__a		) * (distance**2) / (COULOMBS_CONSTANT * chargea)
								return {"charge2": chargea}
				elif distance == 0:
								a__				      =		(COULOMBS_CONSTANT * charge_product / abs(__a		)) ** 0.5
								return {"distance": distance}
				raise ValueError("""Exactly one argument must be 0"""		)


if __name__ == "__main__":
	import doctest

	doctest.testmod()

