generated from mwc/project_drawing
	I was struggling how to draw an oval for my penguin. I needed to look up videos/read up how to do it. I also had to look up how to set the size of the image. I found it really difficult to just start the penguin, but once I got the shapes I felt more comfortable.
		
			
				
	
	
		
			105 lines
		
	
	
		
			2.8 KiB
		
	
	
	
		
			Python
		
	
	
	
	
	
			
		
		
	
	
			105 lines
		
	
	
		
			2.8 KiB
		
	
	
	
		
			Python
		
	
	
	
	
	
# drawing.py
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# ----------
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# By Ilma Buraira
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#
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# Draws the image of penguins on an iceberg
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# (Briefly describe what this program does.)
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import turtle
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from math import cos, sin, pi, radians
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# ---------- Setup ----------
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turtle.setup(1000, 600)
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screen = turtle.Screen()
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screen.title("Penguin on Ice (with real ovals)")
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screen.bgcolor("white")
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t = turtle.Turtle(visible=False)
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t.speed(0)
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t.pensize(3)
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t.pencolor("black")
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# ---------- Helpers ----------
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def move_to(x, y):
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    t.penup(); t.goto(x, y); t.pendown()
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def filled_rect(x1, y1, x2, y2, fill, outline="black"):
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    t.pencolor(outline)
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    t.fillcolor(fill)
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    move_to(x1, y1)
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    t.begin_fill()
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    t.goto(x2, y1)
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    t.goto(x2, y2)
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    t.goto(x1, y2)
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    t.goto(x1, y1)
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    t.end_fill()
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def draw_oval(cx, cy, rx, ry, tilt=0, fill=None, steps=180):
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    """Parametric ellipse; steps controls smoothness."""
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    ang = radians(tilt)
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    def R(x, y):  # rotate (x,y) by tilt
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        return (x*cos(ang) - y*sin(ang), x*sin(ang) + y*cos(ang))
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    t.fillcolor(fill if fill else "")
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    move_to(cx + rx, cy)  # start at angle 0
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    if fill:
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        t.begin_fill()
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    for i in range(1, steps + 1):
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        theta = 2*pi*i/steps
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        x, y = rx*cos(theta), ry*sin(theta)
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        xr, yr = R(x, y)
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        t.goto(cx + xr, cy + yr)
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    if fill:
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        t.end_fill()
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def poly(points, fill=None):
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    if fill: t.fillcolor(fill); t.begin_fill()
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    move_to(*points[0])
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    for p in points[1:]:
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        t.goto(*p)
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    t.goto(*points[0])
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    if fill: t.end_fill()
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def right_triangle(ax, ay, leg1, leg2, angle=0, fill=None):
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    """Right angle at (ax, ay). leg1 along 'angle' degrees, leg2 perpendicular."""
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    a = radians(angle)
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    B = (ax + leg1*cos(a), ay + leg1*sin(a))            # along angle
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    C = (ax - leg2*sin(a), ay + leg2*cos(a))            # 90° to the left
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    poly([(ax, ay), B, C], fill=fill)
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# ---------- Scene ----------
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# Ocean (bottom half)
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filled_rect(-500, -60, 500, -300, fill="#3d44c6", outline="#3d44c6")
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# Ice block (white with light gray outline)
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t.pensize(4)
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filled_rect(-500, -60, 120, -150, fill="white", outline="#7f7f7f")
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# ---------- Penguin (line-art) ----------
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t.pensize(3)
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t.pencolor("black")
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# Body (tall oval)
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draw_oval(60, 10, rx=28, ry=70, tilt=0, fill="black")     # outer body
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# Belly (smaller inner oval)
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draw_oval(78, 12, rx=12, ry=65, tilt=0,fill="white")
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# Arm (middle oval)
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draw_oval(63, -5, rx=13, ry=30, tilt=0, fill="black")  
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# Head (circle = oval with equal radii)
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draw_oval(78, 80, rx=25, ry=25, fill="black")
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# Beak (little triangle pointing right)
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right_triangle(92, 60, 25, 20, fill="gold")
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# Feet (two small triangles resting on ice)
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right_triangle(70, -60, 35, 15, fill="gold")
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#first penguin starts outer body(60,10)
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# belly (78,12)
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# arm (63,-5)
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# head (78,80)
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# beak (92, 60)
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# feet (70, -60)
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input() |