kanvas 0.1.3

A minimalist creative-coding toolkit for Python (homage to Processing/p5).

kanvas

A minimalist creative-coding toolkit for Python, inspired by Processing and p5.js.

Overview

kanvas provides a simple, educational framework for creative coding in Python. It captures the essence of Processing's setup() and draw() paradigm while maintaining a clean, readable codebase that's perfect for learning how creative coding frameworks work under the hood.

Key Features:

• Simple setup/draw loop similar to Processing
• Built on pygame for reliable cross-platform support
• Clean separation of concerns (model-view-controller architecture)
• Lightweight and hackable (~200 lines of core code)
• Beginner-friendly API with educational focus

Installation

pip install kanvas

Requirements

• Python 3.9 or higher
• pygame 2.0+
• numpy 1.23+

Quick Start

from kanvas.core import run

def setup(model):
    """Called once at startup"""
    model.clear(30)  # Set background to gray

def draw(model, frame, dt):
    """Called every frame"""
    x = (frame // 2) % model.w
    for y in range(model.h):
        model.pixel(x, y, 255, 255, 255)

# Run the sketch
run(setup, draw, size=(800, 600), title="My First Sketch")

Save this as sketch.py and run with:

python sketch.py

Press ESC to quit or S to save the current frame as a PNG image.

Examples

Sierpinski Triangle

Generate fractals using the chaos game method:

from kanvas.core import run
import random

def setup(model):
    model.clear(20)

def draw(model, frame, dt):
    # Define triangle vertices
    a = {'x': int(model.w/2), 'y': 0}
    b = {'x': 0, 'y': model.h - 1}
    c = {'x': model.w - 1, 'y': model.h - 1}
    targets = [a, b, c]
    
    # Starting point
    p = {'x': int(model.w/2), 'y': int(model.h/2)}
    
    # Generate 1000 points
    for i in range(1000):
        target = random.choice(targets)
        p['x'] = (p['x'] + target['x']) // 2
        p['y'] = (p['y'] + target['y']) // 2
        model.pixel(p['x'], p['y'], 255, 255, 255)

run(setup, draw, size=(800, 800), title="Sierpinski Triangle")

Ulam Spiral

Visualize prime numbers in a spiral pattern:

from kanvas.core import run

def is_prime(n):
    if n <= 1:
        return False
    if n % 2 == 0:
        return n == 2
    r = int(n**0.5)
    f = 3
    while f <= r:
        if n % f == 0:
            return False
        f += 2
    return True

def setup(model):
    model.clear(20)
    
    # Spiral generation logic
    directions = [(1,0), (0,-1), (-1,0), (0,1)]  # right, up, left, down
    x, y = model.w // 2, model.h // 2
    
    n = 1
    dir_idx = 0
    steps_in_leg = 1
    steps_taken = 0
    legs_done_at_length = 0
    
    while 0 <= x < model.w and 0 <= y < model.h:
        if is_prime(n):
            model.pixel(x, y, 255, 255, 255)
        
        # Move in spiral
        dx, dy = directions[dir_idx]
        x += dx * 4  # Step size
        y += dy * 4
        
        n += 1
        steps_taken += 1
        
        # Turn logic for spiral pattern
        if steps_taken == steps_in_leg:
            dir_idx = (dir_idx + 1) % 4
            steps_taken = 0
            legs_done_at_length += 1
            if legs_done_at_length == 2:
                steps_in_leg += 1
                legs_done_at_length = 0

def draw(model, frame, dt):
    pass

run(setup, draw, size=(800, 800), title="Ulam Spiral")

API Reference

Core Functions

run(setup_func, draw_func, **kwargs)

Main entry point to start a kanvas sketch.

Parameters:

• setup_func: Function called once at startup, receives model parameter
• draw_func: Function called every frame, receives model, frame, and dt parameters
• size: Tuple of (width, height) for window size (default: (640, 360))
• title: Window title string (default: "kanvas")
• target_fps: Target frames per second (default: 60)

Model API

The model object provides the drawing surface:

model.pixel(x, y, r, g, b)

Set a pixel at coordinates (x, y) to RGB color (r, g, b).

Parameters:

• x, y: Integer coordinates (0,0 is top-left)
• r, g, b: Color values from 0-255

model.clear(gray_value)

Clear the entire canvas to a grayscale value.

Parameters:

• gray_value: Integer from 0 (black) to 255 (white)

Properties

• model.w: Canvas width in pixels
• model.h: Canvas height in pixels

Controls

• ESC: Quit the application
• S: Save current frame as PNG image to ./output/ directory

Philosophy

kanvas is designed for learning by doing. The entire codebase is intentionally simple and readable, making it easy to understand how creative coding frameworks work internally. There's no magic - you can trace every function call from user input to pixel output.

This makes kanvas ideal for:

• Learning creative coding concepts
• Understanding game loop architecture
• Teaching graphics programming
• Rapid prototyping of visual ideas
• Educational workshops and tutorials

Advanced Usage

Animation Loops

Create smooth animations using the frame counter:

import math

def draw(model, frame, dt):
    model.clear(0)
    
    # Animated circle
    center_x = model.w // 2
    center_y = model.h // 2
    radius = 50
    
    angle = frame * 0.05
    x = center_x + int(radius * math.cos(angle))
    y = center_y + int(radius * math.sin(angle))
    
    # Draw a simple circle by setting pixels
    for dx in range(-5, 6):
        for dy in range(-5, 6):
            if dx*dx + dy*dy <= 25:  # Circle equation
                if 0 <= x+dx < model.w and 0 <= y+dy < model.h:
                    model.pixel(x+dx, y+dy, 255, 255, 255)

Interactive Sketches

While kanvas currently focuses on generative art, you can create interactive elements by using the frame counter and mathematical functions to respond to time-based input.

Contributing

kanvas is an educational project welcoming contributions! The codebase is intentionally simple to encourage learning and experimentation.

Source Code

Visit the project on GitHub: https://github.com/robinoscarsson/kanvas

License

MIT License - see the GitHub repository for full details.

Acknowledgments

• Inspired by Processing and p5.js
• Built with pygame
• Created for educational purposes and creative exploration