├── Shivji Sketch Using Turtle
├── shiv.gif
├── shiv (2).JPG
├── README.md
└── Sourcecode.py
├── (6) Blue Sand Dunes.py
├── (1) 24-Point Star.py
├── (7) Twisted Ribbons.py
├── (4) Purple Gift Box Bottom.py
├── (2) Coloured Square Wave Pulse.py
├── (5) Hypnotic Squares.py
├── README.md
├── (3) Crimson Winding Staircase.py
├── (8) cardioid.py
├── (9) nephroid.py
└── LICENSE
/Shivji Sketch Using Turtle/shiv.gif:
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https://raw.githubusercontent.com/Kushal997-das/Designs_Using_Python_Turtle/HEAD/Shivji Sketch Using Turtle/shiv.gif
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/Shivji Sketch Using Turtle/shiv (2).JPG:
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https://raw.githubusercontent.com/Kushal997-das/Designs_Using_Python_Turtle/HEAD/Shivji Sketch Using Turtle/shiv (2).JPG
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/(6) Blue Sand Dunes.py:
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1 | from turtle import *
2 | speed(0)
3 | pencolor(0,7,90)
4 | fd(175)
5 | lt(90)
6 | fd(175)
7 | lt(90)
8 | for i in range (170,0,-5):
9 | fd(i)
10 | lt(90)
11 | fd(i)
12 | lt(90)
13 | lt(2)
14 |
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/(1) 24-Point Star.py:
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1 | import turtle
2 |
3 | t = turtle.Turtle()
4 |
5 | for c in ['red', 'green', 'blue', 'purple']:
6 | for i in range (1,7):
7 | t.color(c)
8 | t.forward(75)
9 | t.left(90)
10 | t.left(15)
11 |
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/(7) Twisted Ribbons.py:
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1 | import turtle
2 |
3 | t = turtle.Turtle()
4 |
5 | for c in ['purple','green','red']:
6 | for i in range(25):
7 | t.color(c)
8 | t.forward(75)
9 | t.left(91.2)
10 | t.up()
11 | t.forward(150)
12 | t.down()
13 |
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/(4) Purple Gift Box Bottom.py:
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1 | import turtle
2 |
3 | t = turtle.Turtle()
4 |
5 | for c in ['purple']:
6 | for i in range(5,20):
7 | t.color(c)
8 | t.forward(75)
9 | t.left(90)
10 | t.forward(75)
11 | t.left(90)
12 | t.forward(75)
13 | t.left(90)
14 | t.forward(75-i)
15 |
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/(2) Coloured Square Wave Pulse.py:
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1 | import turtle
2 |
3 | t = turtle.Turtle()
4 |
5 | for c in ['red', 'green', 'blue', 'purple']:
6 | t.color(c)
7 | t.forward(70)
8 | t.left(90)
9 | t.forward(70)
10 | t.right(90)
11 | t.forward(70)
12 | t.right(90)
13 | t.forward(70)
14 | t.left(90)
15 |
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/(5) Hypnotic Squares.py:
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1 | from turtle import *
2 | speed(10) # comment this line if you want to see the turtle in action, but slower
3 | pencolor(128,0,128) # RGB coordinates of the color 'purple'
4 | fd(175)
5 | lt(90)
6 | fd(175)
7 | lt(90)
8 | for i in range (170,0,-5):
9 | fd(i)
10 | lt(90)
11 | fd(i)
12 | lt(90)
13 |
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/README.md:
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1 | # Designs_Using_Python_Turtle
2 | This repository contains some Python codes using Turtle, which you can run to watch your Turtle draw beautiful patterns for you!
3 |
4 | These design codes can be run online at https://repl.it/languages/python_turtle by opening the respective files, copying and pasting the Python code into the Online Code Editor.
5 |
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/(3) Crimson Winding Staircase.py:
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1 | from turtle import *
2 | speed(0) # fastest cursor speed of out Python Turtle
3 |
4 | x = 1
5 |
6 | while x < 200:
7 | r = 175
8 | g = 0
9 | b = 42
10 | pencolor(r,g,b) # Alabama Crimson RGB color selected from https://rgbcolorcode.com/color/alabama-crimson
11 | fd(50 + x)
12 | rt(90.911)
13 | x = x+1
14 |
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/Shivji Sketch Using Turtle/README.md:
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1 |
2 | 
3 | 
4 |
5 |
6 | Turtle
7 | -------
8 | > “Turtle” is a Python feature like a drawing board, which lets us command a turtle to draw all over it!
9 |
10 | Full documentation available at https://docs.python.org/3/library/turtle.html
11 |
12 | Pre-requisites:
13 | ----------------
14 | Python3
15 | turtle
16 |
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/(8) cardioid.py:
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1 | import turtle
2 | import math
3 |
4 | ts = turtle.getscreen()
5 |
6 | #this sets colormode from 1 to 255 (for rgb)
7 | ts.colormode(255)
8 |
9 | t = turtle.Turtle()
10 | t.speed(0.5)
11 | i = 1 #iterator
12 | flag = "running"
13 |
14 | side_length = 10
15 | circle_angle = 360
16 | sides = 60
17 |
18 |
19 | # calculating the number of angles in a polygon with 60 sides , value of angle between each adjacent sides, then finding the angles of the diagonals
20 | number_of_angles = (sides-2)*180
21 | each_angle = number_of_angles/sides
22 | print(each_angle)
23 | per_turn = each_angle/sides
24 | print(per_turn)
25 |
26 | radius = (side_length*60)/(math.pi*2)
27 | move_length = side_length
28 |
29 |
30 |
31 | while flag!="end":
32 | if i == 61:
33 | flag = "end"
34 | turn_angle = i*(per_turn)
35 |
36 | # t.pencolor(0,220,255) if (i<=sides/2) else t.pencolor(255,105,180) # half colors
37 | t.pencolor(0,220,255) if (i%2) else t.pencolor(255,105,180) # alternating colors
38 |
39 | # Could'nt find the perfect length of each diagonal, but all these values look good
40 |
41 | move_length = (radius*2)*i/(sides/2)*1.6 if (i<=sides/2) else (radius*2)*(sides-i)/(sides/2)*1.6
42 | # move_length = radius*2
43 | # move_length = side_length*(0.7*i)
44 | # move_length = i*(1.6) if (i<=sides/2) else (sides - i)*1.6 #value of phi(golden ratio) gave some weird lines but it kinda makes sense?
45 | # move_length = (radius*2*(i/sides/2)) if (i<=sides/2) else (radius*2*((sides-i)/sides/2)) # the ratio of radius and the diagonal count gives the golden ratio too!
46 |
47 | t.left(6)
48 | t.left(turn_angle)
49 | t.forward(move_length)
50 | t.penup()
51 | t.backward(move_length)
52 | t.pendown()
53 | t.right(turn_angle)
54 | t.forward(side_length)
55 | i += 1
56 |
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/(9) nephroid.py:
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1 | import turtle
2 | import math
3 |
4 | ts = turtle.getscreen()
5 | ts.colormode(255)
6 |
7 | t = turtle.Turtle()
8 | t.speed(0.5)
9 | i = 1 #iterator
10 | flag = "running"
11 |
12 | side_length = 10
13 | circle_angle = 360
14 | sides = 60
15 |
16 |
17 | # calculating the number of angles in a polygon with 60 sides , value of angle between each adjacent sides, then finding the angles of the diagonals
18 | number_of_angles = (sides-2)*180
19 | each_angle = number_of_angles/sides
20 |
21 | per_turn = each_angle/sides
22 |
23 | radius = (side_length*60)/(math.pi*2)
24 | move_length = side_length
25 |
26 |
27 |
28 | while flag!="end":
29 | if i == 61:
30 | flag = "end"
31 |
32 | # nephroid is basically a cardioid with triple the angle at each point.
33 | turn_angle = 2*i*(per_turn)
34 |
35 |
36 | # t.pencolor(255,0,70) if (i<=sides/2) else t.pencolor(225,0,255) # half colors
37 | t.pencolor(255,0,70) if (i%2) else t.pencolor(225,0,255) #alternating colors
38 |
39 | # Could'nt find the perfect length of each diagonal, but all these values look good
40 |
41 | move_length = radius*2 if (i<=sides/2) else -(radius*2)
42 | # move_length = (radius*2)*i/(sides/2)*1.6 if (i<=sides/2) else -(radius*2)*(sides-i)/(sides/2)*1.6
43 | # move_length = side_length*(0.7*i) if (i<=sides/2) else -side_length*(0.7*(sides-i))
44 | # move_length = i*(1.6) if (i<=sides/2) else -(sides - i)*1.6 #value of phi(golden ratio) gave some weird lines but it kinda makes sense?
45 | # move_length = (radius*2*(i/sides/2)) if (i<=sides/2) else -(radius*2*((sides-i)/sides/2)) # the ratio of radius and the diagonal count gives the golden ratio too!
46 |
47 | t.left(6)
48 | t.left(turn_angle)
49 | t.forward(move_length)
50 | t.penup()
51 | t.backward(move_length)
52 | t.pendown()
53 | t.right(turn_angle)
54 | t.forward(side_length)
55 | i += 1
56 |
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/Shivji Sketch Using Turtle/Sourcecode.py:
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1 | import turtle
2 | t1 = turtle.Turtle()
3 | t1.pensize(0)
4 | t1.speed(3)
5 | #t1.color("white", "white")
6 | t1.color("white", "blue")
7 | turtle.bgcolor("black")
8 | t1.begin_fill()
9 | t1.left(90)
10 | t1.forward(200)
11 | t1.left(120)
12 | t1.forward(200)
13 | t1.left(45)
14 | t1.forward(150)
15 | t1.left(30)
16 | t1.forward(100)
17 | t1.right(30)
18 | t1.forward(30)
19 | t1.left(40)
20 | t1.forward(80)
21 | t1.left(30)
22 | t1.forward(201)
23 | t1.left(126)
24 | t1.forward(110)
25 | t1.right(80)
26 | t1.forward(75)
27 | t1.left(168)
28 | t1.forward(130)
29 | t1.right(160)
30 | t1.forward(58)
31 | t1.left(70)
32 | t1.forward(40)
33 | t1.right(45)
34 | t1.forward(30)
35 | t1.left(150)
36 | t1.forward(20)
37 | t1.right(103)
38 | t1.forward(200)
39 | t1.left(180)
40 | t1.forward(30)
41 | t1.left(160)
42 | t1.forward(40)
43 | t1.left(40)
44 | t1.forward(40)
45 | t2 = turtle.Turtle()
46 | t2.pensize(0)
47 | t2.speed(0)
48 | t2.color("black", "black")
49 | t2.begin_fill()
50 | t2.right(90)
51 | t2.forward(158)
52 | t2.right(110)
53 | t2.forward(20)
54 | t2.left(160)
55 | t2.forward(30)
56 | t2.left(130)
57 | t2.forward(30)
58 | t3 = turtle.Turtle()
59 | t3.pensize(0)
60 | t3.speed(0)
61 | t3.color("black", "black")
62 | t3.begin_fill()
63 | t3.left(90)
64 | t3.forward(10)
65 | t3.left(20)
66 | t3.forward(40)
67 | t3.right(40)
68 | t3.forward(40)
69 | t4 = turtle.Turtle()
70 | t4.pensize(0)
71 | t4.speed(0)
72 | t4.color("white", "white")
73 | t4.penup()
74 | t4.setposition(30, 0)
75 | t4.left(10)
76 | t4.forward(80)
77 | t4.pendown()
78 | t4.begin_fill()
79 | t4.right(170)
80 | t4.forward(80)
81 | t4.right(110)
82 | t4.forward(15)
83 | t4.end_fill()
84 | t4.penup()
85 | t4.right(180)
86 | t4.forward(30)
87 | t4.pendown()
88 | t4.begin_fill()
89 | t4.left(90)
90 | t4.forward(50)
91 | t4.right(160)
92 | t4.forward(50)
93 | t4.right(110)
94 | t4.forward(20)
95 | t4.end_fill()
96 | t5 = turtle.Turtle()
97 | t5.pensize(0)
98 | t5.speed(0)
99 | t5.color("black", "black")
100 | t5.penup()
101 | t5.setposition(-30, 0)
102 | t5.pendown()
103 | t5.begin_fill()
104 | t5.left(170)
105 | t5.forward(80)
106 | t5.left(170)
107 | t5.forward(90)
108 | t5.left(110)
109 | t5.forward(15)
110 | t5.end_fill()
111 | t5.penup()
112 | t5.right(180)
113 | t5.forward(30)
114 | t5.pendown()
115 | t5.begin_fill()
116 | t5.right(90)
117 | t5.forward(50)
118 | t5.left(160)
119 | t5.forward(50)
120 | t5.left(110)
121 | t5.forward(20)
122 | t5.end_fill()
123 | t6 = turtle.Turtle()
124 | t6.pensize(0)
125 | t6.speed(0)
126 | t6.color("white", "white")
127 | t6.penup()
128 | t6.left(90)
129 | t6.forward(240)
130 | t6.pendown()
131 | t6.begin_fill()
132 | t6.left(0)
133 | t6.forward(40)
134 | t6.right(100)
135 | t6.forward(150)
136 | t6.right(40)
137 | t6.forward(30)
138 | t6.right(130)
139 | t6.forward(167)
140 | t6.right(90)
141 | t6.forward(50)
142 | t6.end_fill()
143 | t6.penup()
144 | t6.left(0)
145 | t6.forward(20)
146 | t6.pendown()
147 | t6.begin_fill()
148 | t6.left(0)
149 | t6.forward(20)
150 | t6.right(85)
151 | t6.forward(90)
152 | t6.right(45)
153 | t6.forward(60)
154 | t6.right(145)
155 | t6.forward(135)
156 | t6.end_fill()
157 | t6.penup()
158 | t6.right(85)
159 | t6.forward(50)
160 | t6.pendown()
161 | t6.begin_fill()
162 | t6.left(0)
163 | t6.forward(10)
164 | t6.right(70)
165 | t6.forward(60)
166 | t6.right(80)
167 | t6.forward(40)
168 | t6.right(125)
169 | t6.forward(80)
170 | t6.end_fill()
171 | t6.penup()
172 | t6.right(85)
173 | t6.forward(50)
174 | t6.pendown()
175 | t6.begin_fill()
176 | t6.left(0)
177 | t6.forward(10)
178 | t6.right(70)
179 | t6.forward(40)
180 | t6.right(80)
181 | t6.forward(25)
182 | t6.right(120)
183 | t6.forward(50)
184 | t6.end_fill()
185 | t6.penup()
186 | t6.right(90)
187 | t6.forward(40)
188 | t6.pendown()
189 | t6.begin_fill()
190 | t6.left(0)
191 | t6.forward(40)
192 | t6.right(150)
193 | t6.forward(45)
194 | t6.right(120)
195 | t6.forward(20)
196 | t6.end_fill()
197 | t7 = turtle.Turtle()
198 | t7.pensize(0)
199 | t7.speed(0)
200 | t7.color("white", "white")
201 | t7.penup()
202 | t7.setposition(-70, 530)
203 | t7.pendown()
204 | t7.begin_fill()
205 | t7.right(70)
206 | t7.forward(60)
207 | t7.right(60)
208 | t7.forward(50)
209 | t7.right(40)
210 | t7.forward(60)
211 | t7.right(170)
212 | t7.forward(60)
213 | t7.left(30)
214 | t7.forward(30)
215 | t7.left(45)
216 | t7.forward(60)
217 | t7.end_fill()
218 | t8 = turtle.Turtle()
219 | t8.pensize(0)
220 | t8.speed(0)
221 | t8.color("white", "white")
222 | t8.penup()
223 | t8.setposition(5, 500)
224 | t8.pendown()
225 | t8.begin_fill()
226 | t8.left(20)
227 | t8.forward(100)
228 | t8.right(90)
229 | t8.forward(600)
230 | t8.left(175)
231 | t8.forward(630)
232 | t8.left(75)
233 | t8.forward(60)
234 | t8.left(46)
235 | t8.forward(110)
236 | t8.end_fill()
237 | t9 = turtle.Turtle()
238 | t9.pensize(0)
239 | t9.speed(0)
240 | t9.color("white", "white")
241 | t9.penup()
242 | t9.setposition(-230, -40)
243 | t9.pendown()
244 | t9.begin_fill()
245 | t9.right(75)
246 | t9.forward(110)
247 | t9.right(40)
248 | t9.forward(120)
249 | t9.right(140)
250 | t9.forward(90)
251 | t9.right(30)
252 | t9.forward(80)
253 | t9.right(100)
254 | t9.forward(30)
255 | t9.left(118)
256 | t9.forward(70)
257 | t9.end_fill()
258 | t9.penup()
259 | t9.right(177)
260 | t9.forward(120)
261 | t9.pendown()
262 | t9.color("black", "black")
263 | t9.begin_fill()
264 | t9.right(35)
265 | t9.forward(60)
266 | t9.right(125)
267 | t9.forward(40)
268 | t9.right(45)
269 | t9.forward(60)
270 | t9.right(125)
271 | t9.forward(50)
272 | t9.end_fill()
273 | t3.end_fill()
274 | t2.end_fill()
275 | t1.end_fill()
276 | t1.hideturtle()
277 | t3.hideturtle()
278 | t2.hideturtle()
279 | t4.hideturtle()
280 | t5.hideturtle()
281 | t6.hideturtle()
282 | t7.hideturtle()
283 | t8.hideturtle()
284 | t9.hideturtle()
285 | turtle.done()
286 |
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