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S_X查看:0 回复:0 评论:0 创建时间:2020-03-26T17:12:22
【作品展示】

【作品介绍】
疫情蔓延模拟器
【作品源代码】
import math, random, time, turtle
x1 = turtle.Pen()
x2 = turtle.Pen()
x3 = turtle.Pen()
x4 = turtle.Pen()
x5 = turtle.Pen()
dis, x_1, x_2, x_3, x_4, x_5 = 80, 1, 0, 0, 0, 0
def f(x):
if x == 1:
return "red"
else:
return "green"
def _setheading_(pen, x, y):
pen.penup()
pen.goto(x, y)
pen.pendown()
def distance(x1, y1, x2, y2):
return math.sqrt((x1 - x2)**2 + (y1 - y2)**2)
def random_place():
return [random.randint(-300, 300), random.randint(-300, 300)]
while (x_2 != 1 or x_3 != 1 or x_4 != 1 or x_5 != 1):
x1.clear()
x2.clear()
x3.clear()
x4.clear()
x5.clear()
plsx1, plsy1 = random_place()[0], random_place()[1]
plsx2, plsy2 = random_place()[0], random_place()[1]
plsx3, plsy3 = random_place()[0], random_place()[1]
plsx4, plsy4 = random_place()[0], random_place()[1]
plsx5, plsy5 = random_place()[0], random_place()[1]
_setheading_(x1, plsx1, plsy1)
_setheading_(x2, plsx2, plsy2)
_setheading_(x3, plsx3, plsy3)
_setheading_(x4, plsx4, plsy4)
_setheading_(x5, plsx5, plsy5)
if (distance(plsx1, plsy1, plsx2, plsy2) <= dis) and (x_1 == 1 or x_2 == 1):
x_1, x_2 = 1, 1
if (distance(plsx1, plsy1, plsx3, plsy3) <= dis) and (x_1 == 1 or x_3 == 1):
x_1, x_3 = 1, 1
if (distance(plsx1, plsy1, plsx4, plsy4) <= dis) and (x_1 == 1 or x_4 == 1):
x_1, x_4 = 1, 1
if (distance(plsx1, plsy1, plsx5, plsy5) <= dis) and (x_1 == 1 or x_5 == 1):
x_1, x_5 = 1, 1
if (distance(plsx2, plsy2, plsx3, plsy3) <= dis) and (x_2 == 1 or x_3 == 1):
x_2, x_3 = 1, 1
if (distance(plsx2, plsy2, plsx4, plsy4) <= dis) and (x_2 == 1 or x_4 == 1):
x_2, x_4 = 1, 1
if (distance(plsx2, plsy2, plsx5, plsy5) <= dis) and (x_2 == 1 or x_5 == 1):
x_2, x_5 = 1, 1
if (distance(plsx3, plsy3, plsx4, plsy4) <= dis) and (x_3 == 1 or x_4 == 1):
x_3, x_4 = 1, 1
if (distance(plsx3, plsy3, plsx5, plsy5) <= dis) and (x_3 == 1 or x_5 == 1):
x_3, x_5 = 1, 1
if (distance(plsx4, plsy4, plsx5, plsy5) <= dis) and (x_4 == 1 or x_5 == 1):
x_4, x_5 = 1, 1
x1.dot(20, f(x_1))
x2.dot(20, f(x_2))
x3.dot(20, f(x_3))
x4.dot(20, f(x_4))
x5.dot(20, f(x_5))
time.sleep(3.0)
turtle.done()
【提示】
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