Python Turtle Graphic Design #8

 Python Turtle Graphic Design #8

Youtube

Source code:

import turtle as t

import colorsys as cs

t.setup(640,640)

t.bgcolor('black')

t.tracer(100)

t.hideturtle()

N = 5

A = 360/N

t.lt(45)

for i in range(360,0,-1):

    h = (i % N)/N

    l = i/720

    s = 0.5+ i / 720

    t.color(cs.hls_to_rgb(h,l,s))

    t.begin_fill()

    t.circle(i/2,90)

    t.lt(90)

    t.circle(i/2,90)

    t.end_fill()

    t.lt(90+A-0.1)

t.done()

Python Turtle Graphic Design #7

 Python Turtle Graphic Design #7

Youtube

Source code:

import turtle as t

import colorsys as cs

t.setup(640,640)

t.bgcolor('black')

t.tracer(10)

t.pensize(3)

N = 5

S = 2

A = S*360/N

for i in range(360):

    t.color(cs.hls_to_rgb((i%N)/N,0.5,1))

    t.fd(i)

    t.lt(A)

t.done()

Python Turtle Graphic Design #6

 Python Turtle Graphic Design #6

Youtube

Source code:

import turtle as t

import colorsys as cs

from math import sin,cos,radians

t.setup(640,640)

t.bgcolor('black')

t.tracer(300,0)

t.hideturtle()

N = 18 # number of petals

R = 250 # radius

STEP = 3

A = 360/N

A2 = A/2

B = 180-(90+A2)

D = 90-B

t.lt(90)

for j in range(R,0,-STEP):

    XR = cos(radians(A2))*j

    YR = sin(radians(A2))*j

    for i in range(N):

        h = i/N

        l = j/(R*1.75)

        s = 1

        t.color(cs.hls_to_rgb(h,l,s))

        t.begin_fill()

        t.rt(A2)

        t.fd(XR)

        t.circle(YR,180+D*2)

        t.fd(XR)

        t.end_fill()

        t.rt(180-A2)

t.done()

Python Turtle Graphic Design #5

 Python Turtle Graphic Design #5

Youtube

Source code:

import turtle as t

import colorsys as cs

t.setup(640,640)

t.bgcolor('black')

t.tracer(100)

t.hideturtle()

for i in range(600,0,-1):

    t.color(cs.hls_to_rgb((600-i)/1200,0.5-(600-i)/2400,i/600))

    t.fd(i/2)

    t.lt(120)

    t.begin_fill()

    for j in range(6):

        t.fd(i/2)

        t.lt(60)

    t.end_fill()

    t.lt(60)

    t.fd(i/2)

    t.rt(179)

t.done()

Python Turtle Graphic Design #4

Python Turtle Graphic Design #4

 Youtube

Source code:

import turtle as t

import colorsys as cs

t.setup(640,640)

t.bgcolor('black')

t.tracer(100)

t.pensize(1)

t.hideturtle()

cols = ['#f00','#0f0','#f70','#00f']

for i in range(360):

    t.pencolor(cols[i % 4])

    t.fillcolor(cols[i % 4])

    t.begin_fill()

    t.circle(i/3,180)

    t.lt(90)

    t.fd(i/3)

    t.rt(179)

    t.end_fill()

t.done()

Python Turtle Graphic Design #3

Python Turtle Graphic Design #3

Youtube

 Source code:

import turtle as t

import colorsys as cs

t.setup(640,640)

t.tracer(100)

t.bgcolor('black')

t.pensize(2)

for i in range(360):

    t.pencolor(cs.hls_to_rgb(i/9,1-i/360,0))

    t.circle(i,60)

    t.rt(40)

    t.pencolor(cs.hls_to_rgb(i/9,0.5,1))

    t.fd(i/4)

    t.rt(180)

    t.fd(i)

t.done()

Python Turtle Graphics Design #2

 Python Turtle Graphics Design #2

Youtube

Source code:

import turtle as t

import colorsys as cs

t.setup(500,500)

t.bgcolor('black')

t.tracer(50)

for i in range(360):

    c = cs.hls_to_rgb(i/180,0.5,i/360)

    t.pencolor(c)

    t.fd(i/2)

    t.rt(35)

    t.circle(i/2,45)

    t.lt(95)

t.hideturtle()

t.done()

ASMR Programming - Python Turtle 02

 Tinkering Turtle Graphics

Creating Polygon and Stars

Youtube 

Code:

import turtle as t

from math import sin,cos,radians

t.setup(800,800)

t.bgcolor('black')

def ngon(n,r,sa):

    '''

    POLYGON

    '''

    ang = 360/n

    p = t.pos()

    t.up()

    for i in range(n+1):

        a=radians(i*ang+sa)

        x=p[0]+cos(a)*r

        y=p[1]+sin(a)*r

        t.goto(x,y)

        t.down()

    t.up()

    t.goto(p)

def star(n,r1,r2,sa):

    '''

    STAR

    '''

    ang = 360/(n*2)

    p=t.pos()

    t.up()

    for i in range(n*2+1):

        a=radians(i*ang+sa)

        x=p[0]+cos(a)*(r2 if i%2==0 else r1)

        y=p[0]+sin(a)*(r2 if i%2==0 else r1)

        t.goto(x,y)

        t.down()

    t.up()

    t.goto(p)

def starx(n,r,sa):

    '''

    STAR CROSSING

    '''

    ang=720/n

    p=t.pos()

    t.up()

    for i in range(n+1):

        a=radians(i*ang+sa)

        x=p[0]+cos(a)*r

        y=p[0]+sin(a)*r

        t.goto(x,y)

        t.down()

    t.up()

    t.goto(p)

t.pencolor('white')

ngon(3,150,90)

t.pencolor('white')

star(10,100,200,90)

t.pencolor('white')

starx(7,50,90) #--- needs more work..

t.done()

Keyboard I use:

Redragon Kumara K552RBG-1

Python Turtle Graphics Design #1

Python Turtle Graphics Design #1

Youtube

code:

import turtle as t

import colorsys as cs

def donut(r1,r2,c):

    for i in range(360//5):

        t.pencolor(c)

        t.fd(r1)

        t.down()

        t.circle(r2,360)

        t.up()

        t.backward(r1)

        t.lt(5)

t.setup(500,500)

t.tracer(100,0)

t.tracer(1)

t.speed(0)

t.bgcolor('black')

t.up()

for i in range(10):

    donut(200-i*20,50-i*5+1,cs.hls_to_rgb(i/25,0.5,1))

t.done()

ASMR Programming - Python Turtle

 ASMR Programming - Python Turtle - Tinkering - No Talking

Youtube

Code for this video:

import turtle as t

from math import sin,cos,radians

import colorsys as cs

ANG = 60

R = 200

t.speed(0)

t.tracer(1000,0)

t.bgcolor('black')

for i in range(1000):

    t.pencolor(cs.hls_to_rgb(i/1000, i/1000, 0.5+i/2000))

    a = sin(radians(ANG/2))*R

    b = cos(radians(ANG/2))*R

    t.rt(ANG/2)

    t.fd(b)

    xang = 90-(180-(90+ANG/2))

    cang = 180 + xang*2

    t.circle(a,cang)

    t.fd(b)

    t.rt(180-ANG/2)

    R-=0.2

t.done()

Preview

Keyboard used: https://tokopedia.link/wv6fImaXgub