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A Processing program that draws a "clock" diagram with concentric rings of integers. Mayb be useful for teaching modular arithmetic to students
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""" | |
Processing 3, with Python 3. | |
Draws a circle containing 4 concentric rings of numbers, increasing as they move inwards, | |
so the first ring shows, for draw_clock(12), [0, 11], the second ring shows [12, 24], etc. | |
This is useful for generating diagrams to help explain modular arithmetic to students. | |
Think of it like a clock face,and you "wrap around" when you reach the top again. | |
""" | |
def to_cart(r, theta): | |
return (width/2 + r*cos(radians(theta)), width/2 - r*sin(radians(theta))) | |
def num_ring(n1, n2, r): | |
fill(0) | |
for (i,j) in zip(range(n1,n2), range(450, 90, -(360/(n2 - n1)))): | |
(x, y) = to_cart(r, j) | |
text(i, x, y) | |
def draw_clock(n): | |
size(512, 512) | |
background(255) | |
fill(255) | |
ellipse(width/2, width/2, width, width) | |
rs = map(lambda x: x/10.0 * width/2, range(8, -2, -2)) | |
for (i,r) in zip(range(n, 5*n, n), rs): | |
num_ring(i - n, i, r) | |
draw_clock(12) |
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