Example #1
0
def Stress_Test(N):
    while True:
        n = random.randint(1, N)
        print(n)

        faster_fib = calc_fib(n)
        naive_fib_n = naive_fib(n)

        if faster_fib == naive_fib_n:
            print("OK!")
        else:
            assert faster_fib == naive_fib_n, f"{faster_fib}, {naive_fib_n}"
Example #2
0
def stress_test_fib():
    res1 = 0
    res2 = 0
    while True:
        a = random.randint(1, 100)
        # b = random.randint(1, 10)
        res1 = fib.calc_fib(a)
        res2 = fib.fib_fast(a)
        print("a: ", a)
        if res1 == res2:
            print("OK")
        else:
            print("WRONG calc_fib: {}, fib_fast:{}".format(res1, res2))
            break
        print()
Example #3
0
 def test_2(self):
     self.assertEqual(1, calc_fib(2))
def run_rand():
    N = int(input('How many test cases? : '))
    f = int(input('Average fibonacci index? : '))
    for i in range(N):
        num = random.randint(int(f/10),f*2)
        fibonacci.calc_fib(num)
Example #5
0
 def test_0(self):
     self.assertEqual(0, calc_fib(0))
Example #6
0
 def test_1(self):
     self.assertEqual(1, calc_fib(1))
Example #7
0
 def test_3(self):
     self.assertEqual(2, calc_fib(3))
Example #8
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 def test_39(self):
     self.assertEqual(63245986, calc_fib(39))
Example #9
0
 def test_when_position_negative(self):
   with self.assertRaises(ValueError):
     calc_fib(-1)
     calc_fib(-42)
import fibonacci
import fibonacci_fast
import random

if __name__=="__main__":
    n= random.randrange(15)
    a=[]
    while(True):
        #for i in range(n+1):
        #    a.append(random.randrange(10))
        #print(a)
        result1 = fibonacci.calc_fib(n)
        result2 = fibonacci_fast.fast_fib(n)

        if result1==result2:
            print ("OK")
        else:
            print("n="+str(n))
            print("fib= "+str(result1)+" fast_fib= "+str(result2) )
            break
Example #11
0
def test_calc_fib(n, fib):
    assert calc_fib(n) == fib
Example #12
0
#git config --global core.autocrlf true

from fibonacci import calc_fib
from fibonacciNumber import calc_fib_mine
import random

iterations = 1

while True:

    n = random.randint(0, 40)

    if calc_fib(n) == calc_fib_mine(n):
        print("Good Job!")
    else:
        print("Wrong")
        break

    iterations += 1
    print(iterations)
Example #13
0
 def test_zero(self):
     self.assertEqual(0, calc_fib(1))
Example #14
0
 def test_six(self):
     self.assertEqual(8, calc_fib(6))
Example #15
0
# Uses python3

import fibonacci

n = int(input())
print(fibonacci.calc_fib(n))
Example #16
0
from argparse import ArgumentParser
from pathlib import Path
from sys import stdout
from fibonacci import calc_fib
import time
import io

parser = ArgumentParser()
parser.add_argument("-d", "--digits", type=int, help="number of digit to calculate", default=5)
parser.add_argument("-o", "--out", type=Path, help="where to save the calculated Fibonacci sequence")
parser.add_argument("-e", "--exclusively", type=bool, help="output only one element of the Fibonacci sequence")

args = parser.parse_args()

stream = io.open(args.out, "w", encoding="utf-8") if isinstance(args.out, Path) else stdout

start_time = time.time_ns()
calc_fib(args.digits, lambda digit: stream.write(f"{digit} "), not args.exclusively)
end_time = time.time_ns()

stream.write("\r\n")
    
if isinstance(args.out, Path):
    print(f"Saved Fibonacci sequence to {args.out}")

exec_time = {"s": (end_time-start_time) // 1000000000, "ms": ((end_time-start_time) - (end_time-start_time) // 1000000000) / 1000000}
print("Execution time: {:.0f}s {:.3f}ms".format(exec_time['s'], exec_time['ms']))
    
Example #17
0
 def test_when_position_lte_1(self):
   self.assertEqual(calc_fib(0), 0)
   self.assertEqual(calc_fib(1), 1)
Example #18
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def fib_last_digit(n):
    return fibonacci.calc_fib(n % 60) % 10
Example #19
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 def test_when_position_gt_1(self):
   self.assertEqual(calc_fib(4), 3)
   self.assertEqual(calc_fib(5), 5)
   self.assertEqual(calc_fib(9), 34)
   self.assertEqual(calc_fib(14), 377)
   self.assertEqual(calc_fib(21), 10946)