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274 def gcd2(a, b): 275 """Greatest common divisor using Euclid's algorithm.""" 276 while a: 277 a, b = b % a, a 278 return b
34 def gcd_by_iterative(x, y): 35 """ 36 >>> gcd_by_iterative(24, 40) 37 8 38 >>> greatest_common_divisor(24, 40) == gcd_by_iterative(24, 40) 39 True 40 """ 41 while y: # --> when y=0 then loop will terminate and return x as final GCD. 42 x, y = y, x % y 43 return x
60 def gcd(a, b): 61 if a < b: 62 a, b = b, a 63 64 while b > 0: 65 t = b 66 b = a % t 67 a = t 68 return a
13 def _gcd(a,b): 14 """ 15 Returns greatest common denominator of two numbers. 16 17 Example: 18 >>> _gcd(4, 6) 19 2 20 """ 21 while b: 22 a,b=b,a%b 23 return a
43 def gcd(a,b): 44 """ the euclidean algorithm """ 45 while a: 46 a, b = b%a, a 47 return b
18 def gcd(a,b): 19 while b: 20 a,b=b,a%b 21 return a
33 def gcd(a, b): 34 while b != 0: 35 a, b = b, a % b 36 return a
4 def gcd(a, b): 5 if(a%b == 0): 6 return b 7 else: 8 return gcd(b, a%b)
9 def gcd(x, y): 10 while y != 0: 11 (x, y) = (y, x % y) 12 return x