Fork of Smiley Face Part II

Fork of Smiley Face Part II

This example renders a full-screen smiley face using React and D3.js version 7. The visualization is composed of three separate components: a yellow background circle with a black stroke, two black eye circles, and a mouth drawn with a D3 arc path. The code uses D3’s `arc()` API to generate the mouth’s curved shape, while the face elements are positioned relative to the center of the viewport. The SVG output is sized to match the browser window’s inner dimensions.

JJustin Olson

Fork of Smiley Face Part II

A yellow smiley face is rendered using React components and SVG shapes, with eyes positioned by offset coordinates and a mouth drawn as an arc path. The code uses D3's `arc` generator to create the mouth's annular sector, while the background circle is defined by a radius and stroke width. The SVG canvas fills the browser window, with all elements centered via a transform. React and ReactDOM handle component rendering, and D3 v5 provides the arc calculation.

BBrian Blakely

Fork of Smiley Face Part II

A yellow smiley face rendered with React and SVG fills the browser window, with its size and position calculated from the viewport dimensions. The face uses D3’s `arc` generator to create the mouth, while the head and eyes are simple SVG circles with fixed offsets and radii. The component leverages React’s declarative JSX to define the SVG structure, and D3 v7 provides the path computation for the mouth arc, showing how the two libraries combine for interactive, data-driven graphics.

CcoldPen

Fork of Fork of Smiley Face Part II

This visualization shows a simple smiley face composed of a yellow circle, two eyes, and a curved mouth, rendered as SVG elements centered on a 960 by 500 canvas. The React component uses D3’s `arc` generator to create the mouth path with specified inner and outer radii and angular extents. React 16 renders the SVG structure, while D3 v5 supplies the arc calculation, with all positioning handled through translation and fixed pixel offsets.

Aawarczak

Fork of Smiley Face Part III

This visualization displays a classic yellow smiley face centered on an SVG canvas, constructed with React and D3.js. It shows a circular face with a thick black stroke, two offset eyes, and a curved mouth arc. The code uses `d3.arc` to generate the mouth’s path, computing angles and radii for the arc shape. React’s declarative syntax defines the SVG elements, while D3 provides the geometric calculations for the arc’s inner and outer radius and start/end angles. The rendering is static, with no animation or interaction visible in the provided source.

Mmuhuribiz

Fork of Smiley Face Part II

This example renders a full-screen yellow smiley face with black stroke, two eyes, and a mouth using React components and D3’s `arc` generator to create mouth and teeth paths as SVG. The face is centered with dimensions tied to the viewport, and the teeth arc is offset slightly downward via a transform. Built with React 16 and D3 v5, the SVG elements are defined declaratively in JSX, with circle radii and arc angles computed from window dimensions.

MMagdalena Motyl

Fork of Smiley Face Part II

This is a React-based smiley face visualization built with D3.js. It renders SVG circles for the head and eyes, and uses D3’s `arc` function to construct a semi-circular mouth path. The image adapts to the browser window’s dimensions, centering the face and scaling its radius relative to the viewport height. The code uses D3 version 6.6.2 and React 16.9, drawing the face with yellow fill, black stroke, and fixed offsets for the eyes and mouth.

RRob-Colon

Fork of Smiley Face Part II

A yellow smiley face rendered with React and D3 v5. The code draws a large yellow circle for the face, two black circles for the eyes, and a D3 `arc()` path for the mouth. The SVG is constructed using React’s declarative JSX syntax, with D3 providing the mouth arc’s geometry via its `arc()` generator. All shapes are positioned relative to the center of the 500-pixel-tall viewport, with the face circle’s radius based on the height minus a stroke width.

Aalfredwang0707