[mypy] fix type annotations for all Project Euler problems (#4747)

* [mypy] fix type annotations for problem003/sol1 and problem003/sol3

* [mypy] fix type annotations for project euler problem007/sol2

* [mypy] fix type annotations for project euler problem008/sol2

* [mypy] fix type annotations for project euler problem009/sol1

* [mypy] fix type annotations for project euler problem014/sol1

* [mypy] fix type annotations for project euler problem 025/sol2

* [mypy] fix type annotations for project euler problem026/sol1.py

* [mypy] fix type annotations for project euler problem037/sol1

* [mypy] fix type annotations for project euler problem044/sol1

* [mypy] fix type annotations for project euler problem046/sol1

* [mypy] fix type annotations for project euler problem051/sol1

* [mypy] fix type annotations for project euler problem074/sol2

* [mypy] fix type annotations for project euler problem080/sol1

* [mypy] fix type annotations for project euler problem099/sol1

* [mypy] fix type annotations for project euler problem101/sol1

* [mypy] fix type annotations for project euler problem188/sol1

* [mypy] fix type annotations for project euler problem191/sol1

* [mypy] fix type annotations for project euler problem207/sol1

* [mypy] fix type annotations for project euler problem551/sol1
This commit is contained in:
Joyce
2021-10-12 00:33:44 +08:00
committed by GitHub
parent e311b02e70
commit bcfca67faa
20 changed files with 43 additions and 26 deletions

View File

@@ -19,7 +19,7 @@ References:
"""
# small helper function for modular exponentiation
# small helper function for modular exponentiation (fast exponentiation algorithm)
def _modexpt(base: int, exponent: int, modulo_value: int) -> int:
"""
Returns the modular exponentiation, that is the value
@@ -36,7 +36,7 @@ def _modexpt(base: int, exponent: int, modulo_value: int) -> int:
if exponent == 1:
return base
if exponent % 2 == 0:
x = _modexpt(base, exponent / 2, modulo_value) % modulo_value
x = _modexpt(base, exponent // 2, modulo_value) % modulo_value
return (x * x) % modulo_value
else:
return (base * _modexpt(base, exponent - 1, modulo_value)) % modulo_value