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recursive_art.py
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178 lines (147 loc) · 6.34 KB
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""""
HEADER COMMENTS:
AUTHOR: EMILY YEH
DESCRIPTION: This program creates art using computation as an artistic medium.
LAST UPDATED: FEBRUARY 19, 2016
ADDITIONAL NOTES: I'm sorry this is late!
"""
from random import *
from PIL import Image
from math import *
bases = [["x"], ["y"]]
functions = ["prod", "avg", "cos_pi", "sin_pi", "squares", "biquadratics"]
def build_random_function(min_depth, max_depth):
""" Builds a random function of depth at least min_depth and depth
at most max_depth (see assignment writeup for definition of depth
in this context)
min_depth: the minimum depth of the random function
max_depth: the maximum depth of the random function
returns: the randomly generated function represented as a nested list
(see assignment writeup for details on the representation of
these functions)
"""
if max_depth == 0:
return bases[randint(0, 1)]
if min_depth <= 0:
return bases[randint(0, 1)]
functions_index = randint(0, 5)
if functions_index > 2:
return [functions[functions_index], build_random_function((min_depth - 1), (max_depth - 1))]
else:
return [functions[functions_index], build_random_function((min_depth - 1), (max_depth - 1)), build_random_function((min_depth - 1), (max_depth - 1))]
def evaluate_random_function(f, x, y):
""" Evaluate the random function f with inputs x,y
Representation of the function f is defined in the assignment writeup
f: the function to evaluate
x: the value of x to be used to evaluate the function
y: the value of y to be used to evaluate the function
returns: the function value
>>> evaluate_random_function(["x"], -0.5, 0.75)
-0.5
>>> evaluate_random_function(["y"], 0.1, 0.02)
0.02
"""
if len(f) == 1:
if f == ["x"]:
return float(x)
elif f == ["y"]:
return float(y)
if f[0] == "prod":
return evaluate_random_function(f[1], x, y) * evaluate_random_function(f[2], x, y)
elif f[0] == "avg":
return (evaluate_random_function(f[1], x, y) + evaluate_random_function(f[2], x, y)) / 2
elif f[0] == "cos_pi":
return cos(evaluate_random_function(f[1], x, y) * pi)
elif f[0] == "sin_pi":
return sin(evaluate_random_function(f[1], x, y) * pi)
elif f[0] == "squares":
return (evaluate_random_function(f[1], x, y)) ** 2
elif f[0] == "biquadratics":
return (evaluate_random_function(f[1], x, y)) ** 4
def remap_interval(val,
input_interval_start,
input_interval_end,
output_interval_start,
output_interval_end):
""" Given an input value in the interval [input_interval_start,
input_interval_end], return an output value scaled to fall within
the output interval [output_interval_start, output_interval_end].
val: the value to remap
input_interval_start: the start of the interval that contains all
possible values for val
input_interval_end: the end of the interval that contains all possible
values for val
output_interval_start: the start of the interval that contains all
possible output values
output_inteval_end: the end of the interval that contains all possible
output values
returns: the value remapped from the input to the output interval
>>> remap_interval(0.5, 0, 1, 0, 10)
5.0
>>> remap_interval(5, 4, 6, 0, 2)
1.0
>>> remap_interval(5, 4, 6, 1, 2)
1.5
"""
scale = float(val - input_interval_start) / (input_interval_end - input_interval_start)
scaled_output = (scale * (output_interval_end - output_interval_start)) + output_interval_start
return scaled_output
def color_map(val):
""" Maps input value between -1 and 1 to an integer 0-255, suitable for
use as an RGB color code.
val: value to remap, must be a float in the interval [-1, 1]
returns: integer in the interval [0,255]
>>> color_map(-1.0)
0
>>> color_map(1.0)
255
>>> color_map(0.0)
127
>>> color_map(0.5)
191
"""
color_code = remap_interval(val, -1, 1, 0, 255)
return int(color_code)
# def test_image(filename, x_size=350, y_size=350):
# """ Generate test image with random pixels and save as an image file.
# filename: string filename for image (should be .png)
# x_size, y_size: optional args to set image dimensions (default: 350)
# """
# # Create image and loop over all pixels
# im = Image.new("RGB", (x_size, y_size))
# pixels = im.load()
# for i in range(x_size):
# for j in range(y_size):
# x = remap_interval(i, 0, x_size, -1, 1)
# y = remap_interval(j, 0, y_size, -1, 1)
# pixels[i, j] = (random.randint(0, 255), # Red channel
# random.randint(0, 255), # Green channel
# random.randint(0, 255)) # Blue channel
# im.save(filename)
def generate_art(filename, x_size=350, y_size=350):
""" Generate computational art and save as an image file.
filename: string filename for image (should be .png)
x_size, y_size: optional args to set image dimensions (default: 350)
"""
# Functions for red, green, and blue channels - where the magic happens!
red_function = build_random_function(2, 9) #["X"]
green_function = build_random_function(2, 9) #["Y"]
blue_function = build_random_function(2, 9) #["X"]
im = Image.new("RGB", (x_size, y_size))
pixels = im.load()
for i in range(x_size):
for j in range(y_size):
x = remap_interval(i, 0, x_size, -1, 1)
y = remap_interval(j, 0, y_size, -1, 1)
pixels[i, j] = (
color_map(evaluate_random_function(red_function, x, y)),
color_map(evaluate_random_function(green_function, x, y)),
color_map(evaluate_random_function(blue_function, x, y))
)
# im.show(filename)
im.save(filename)
if __name__ == '__main__':
import doctest
doctest.testmod()
generate_art("example3.png")
# print build_random_function(7,9)