Gist 56494ad7dada033af61cc1c9c3d87776

100%

Gist 56494ad7dada033af61cc1c9c3d87776

✓ Published0🌍 Public

Last edited Apr 28, 2023

Created on Apr 28, 2023

This example presents a full-screen, animated canvas of randomly colored square pixels that continuously redraws itself. It shows how a simple generative pattern can create a dynamic, shifting mosaic across the entire browser window. The code uses the Canvas 2D API with `fillRect` and `requestAnimationFrame` to refresh the display, while each frame assigns new random RGB values to every pixel block. The visualization responds to window resizing by updating the canvas dimensions, and it is rendered inside a draggable, resizable widget container.

AI-generated description

Similar vizzes

Loading thumbnail…

canvas-squares

The visualization displays a grid of small squares that animate across the canvas in rhythmic waves. Using D3.js and the Canvas API, the code schedules repeated intervals that spawn rectangular shapes, which grow from thin lines into full squares while moving in alternating directions. Each square’s animation is driven by a custom timer that interpolates between start and end coordinates, with colors cycling through a palette of blues, purples, and greens. The effect creates a cascading, kinetic pattern across the full viewport, with random elements influencing which squares appear and how they stagger.

11wheel

76% match

Loading thumbnail…

canvas circles

The visualization displays a grid of randomly colored circles that continuously appear and expand across the screen. It shows a generative animation where each frame introduces new circles at shuffled grid positions, growing from zero to full size before fading away. The code uses D3.js with SVG elements, leveraging transitions to animate circle radius and removal. Rendering depends on the d3-starterkit and d3-jetpack libraries for concise element creation and data binding. Colors are randomly generated RGB values applied to fill and stroke. The animation runs indefinitely via recursive setTimeout calls, creating an evolving, ever-changing mosaic of overlapping rings on a dark background.

11wheel

76% match

Loading thumbnail…

Mathematical Graphic Patterns

This animated canvas visualization generates evolving geometric patterns from a grid of circles. Each frame, the code computes positions and radii using trigonometric functions of time and grid coordinates, creating swirling, morphing shapes with shifting colors. The animation runs continuously via `requestAnimationFrame`, with a semi-transparent black overlay (Canvas `fillRect`) producing trailing motion blur effects. The canvas resizes dynamically to fit the window, and all rendering uses the native Canvas 2D API, including `arc` and `fill` for circle drawing. No external libraries are used; the math-driven design follows the original MIT tutorial’s approach.

CConvert-Jade

75% match

Loading thumbnail…

Mathematical Graphic Patterns

This example generates an animated, abstract screensaver-like pattern using a grid of circles on an HTML canvas. A 30×30 grid animates each point over time, with positions and radii driven by sine and cosine functions of a continuously increasing time variable, creating swirling, rhythmic motion. The code uses the Canvas API’s 2D rendering context (`canvas.getContext('2d')`) and `requestAnimationFrame` to update frames, with a semi-transparent black overlay to create fading trails. Circle colors shift smoothly through RGB values based on grid position, while the canvas dynamically resizes to the browser window.

CConvert-Jade

74% match

Loading thumbnail…

Fork of Mathematical Graphic Patterns

This animated canvas piece generates a shifting grid of glowing colored circles that ripple outward in a spiral formation, creating a dynamic, screensaver-like visual effect. The pattern continuously redraws over a semi-transparent black background, leaving faint trails as the positions and radii of the circles evolve over time. Rendering uses the Canvas 2D API with `getContext('2d')` and `requestAnimationFrame` for smooth animation. Each circle’s color, size, and location are computed from sine and cosine functions of grid coordinates and a steadily incrementing time variable, producing a complex, mathematically driven display.

AAndre J Denais

74% match

Loading thumbnail…

Mathematical Graphic Patterns

This animated canvas visualization generates evolving geometric patterns from a grid of circles. The code maps a 30×30 grid of points through sine and cosine functions using time-based parameters, causing the positions and sizes of the circles to shift continuously. Each frame applies a semi-transparent black overlay before redrawing, creating fading trails that enhance the motion effect. The rendering uses the Canvas 2D API’s `arc()` and `fillRect()` methods, with colors computed from sine waves tied to the grid position and animation time. The visualization is inspired by a mathematical patterns tutorial and runs as an infinite loop via `requestAnimationFrame`.

PPeter S

74% match

Loading thumbnail…

Fork of Mathematical Graphic Patterns

This animated canvas visualization generates a shifting spiral of colored circles that expands outward in a grid-like pattern. The animation continuously updates using `requestAnimationFrame`, with each circle’s position and radius computed from trigonometric functions of grid coordinates and a slowly advancing time variable. Colors derive from sine-based RGB values, while a semi-transparent black overlay creates a fading trail effect. The code relies solely on the Canvas 2D API, using `getContext('2d')`, `arc`, and `fillRect`, with no external libraries.

RReyden Harris

74% match

Loading thumbnail…

Mathematical Graphic Patterns

This animated canvas visualization displays a grid of circles that ripple outward in concentric, rotating patterns resembling a living mathematical kaleidoscope. The code, written by hotdoujiang, generates each circle’s position and radius using trigonometric functions of a continuously incrementing `time` variable, while colors shift through an RGB spectrum based on grid coordinates. The rendering uses the raw Canvas 2D API with `fillRect` to create a fading trail effect and `arc` calls to draw individual circles. The pattern adapts to the window size, recalculating dimensions and offsets as the browser resizes.

Hhotdoujiang

74% match