tangents Examples
The theatre provides a presentation layer for files in the
theatre/directory
The theatre files showcase Polypoint features.
The files within this directory are just standard JavaScript files.
They work in a standard setup, but the Polypoint site will access additional meta data within the file, such as title and imports.
Checkout the source code within the theatre directory or run one of the examples.
tangents: 19 Examples
Theatre files
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Calculates and renders complex tangent lines and convex/concave arcs between two circles. -
Calculate and visualize common tangents between two circles using geometric arc construction. -
Calculate and visualize convex arc tangents between two points with a fixed radius. -
Calculates and visualizes Bezier curve tangents and derivatives in real-time with interactive controls. -
Calculates and renders geometric tangent lines and arcs between circles of varying radii. -
Calculates and renders concave arc tangents between two points using geometric intersection logic. -
Interactive geometry: Generate and manipulate dynamic tangent lines between points in real-time. -
Creates a "meta-ball" effect using tangent arcs to smoothly connect and blend points dynamically. -
Render sticky meta-ball effects by joining two points using tangent arcs and linear gradients. -
An acute kite form where a single point dynamically tracks and points towards the sharpest angle. -
Calculates and renders precise tangent lines to plot arcs through a pseudo-center for smooth curves. -
Renders smooth arcs by calculating tangent points through a pseudo-center to prevent overlapping lines. -
Acute kite form where a single item always points towards its acute angle via directional tangents. -
An acute kite form where a single item dynamically points towards its acute angle. -
An acute kite formation where points dynamically orient towards the nearest acute angle. -
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Directional Tangent 5: Generates smooth cubic Bezier arcs based on point orientation and tangents. -
A loopy, geometric exploration of directional tangents and sibling point projections.