def mm_func(x, y):
return x + y
@multimethods.multimethod(int, int)
def mms_func(x, y):
return x + y
@multimethods.multimethod(float, float)
def mms_func(x, y):
return x + y
@multimethods.multimethod(float, int)
def mms_func(x, y):
return x + y
with timeit('pure'):
for i in range(N):
func(1, 2)
with timeit('multidispatch'):
for i in range(N):
md_func(1, 2)
with timeit('multimethod'):
for i in range(N):
mm_func(1, 2)
with timeit('multimethods'):
for i in range(N):
mms_func(1, 2)
# -*- coding: utf8 -*-
'''
Semelhante ao gas_aabbs.py, mas desta vez utiliza objetos da classe Poly.
'''
from FGAme import *
from random import uniform
# Constantes da simulação
SPEED = 300
SHAPE = (30, 30)
NUM_POLYS = 50
# Inicializa o mundo
world = World(gravity=50, dfriction=0)
world.add_bounds(width=10)
# Preenche o mundo
for _ in range(NUM_POLYS):
pos = Vec2(uniform(30, 770), uniform(30, 570))
vel = Vec2(uniform(-SPEED, SPEED), uniform(-SPEED, SPEED))
obj = Rectangle(shape=SHAPE, vel=vel, pos=pos, color=(200, 0, 0))
world.add(obj)
# Inicia a simulação
import fasttrack
with fasttrack.timeit('foo'):
world.run()
def mm_func(x, y):
return x + y
@multimethods.multimethod(int, int)
def mms_func(x, y):
return x + y
@multimethods.multimethod(float, float)
def mms_func(x, y):
return x + y
@multimethods.multimethod(float, int)
def mms_func(x, y):
return x + y
with timeit('pure'):
for i in range(N):
func(1, 2)
with timeit('multidispatch'):
for i in range(N):
md_func(1, 2)
with timeit('multimethod'):
for i in range(N):
mm_func(1, 2)
with timeit('multimethods'):
for i in range(N):
mms_func(1, 2)
