Easings.net is a visualization and reference project dedicated to easing functions, which are widely used in animations and transitions to create natural motion. Instead of linear changes, easing functions help define how values accelerate or decelerate over time, resulting in smoother and more dynamic effects. The project provides a clear, interactive showcase of common easing equations such as quadratic, cubic, quartic, and elastic functions. It is a valuable resource for developers and designers who want to understand and compare different easing behaviors before applying them to web animations, game mechanics, or UI interactions. With its focus on simplicity and clarity, Easings.net has become a popular go-to reference for motion design and development.
Features
- Provides a visual gallery of common easing functions
- Allows developers to preview animation curves in real time
- Includes mathematical formulas for each easing
- Offers a multilingual interface with translation support
- Can be run locally via a lightweight dev server
- Accessible online as a hosted website (easings.net)