Created
April 18, 2022 19:19
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Sierpinski triangle using Turtle (Python)
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from itertools import count | |
from turtle import * | |
import random | |
# Based on this video by @mathletters on TikTok : | |
# https://vm.tiktok.com/ZMLqmaYUt/ | |
title('Sierpinski Triangle') | |
screen = getscreen() | |
screen.screensize(2000, 2000) | |
screen.setworldcoordinates(0,0,100,100) | |
hideturtle() | |
penup() | |
speed(0) | |
def draw_point(point): | |
penup() | |
goto((point)) | |
pendown() | |
dot(2) | |
penup() | |
def middlepoint(point1, point2): | |
return (point1[0]+point2[0])/2, (point1[1]+point2[1])/2 | |
corners = [(10,10), (90,10), (50,90)] | |
last_point = (50,50) | |
for i in count(0): | |
# write i in the title | |
title(f'Sierpinski Triangle - {i}') | |
# randomly select one of the corners | |
corner = random.choice(corners) | |
# draw a point halfway between the last point and the selected corner | |
current_point = middlepoint(last_point, corner) | |
draw_point(current_point) | |
last_point = current_point |
Author
AlexZeGamer
commented
Apr 18, 2022
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