Overview

 The cubic polynomial easing that implements third-order Bezier curves. This
 is equivalent to the Android PathInterpolator.
 

Summary

 The x coordinate of the first control point.

 The x coordinate of the second control point.

 The y coordinate of the first control point.

 The y coordinate of the second control point.

Fields

Methods

 The x coordinate of the first control point. The line through the point (0,
 0) and the first control point is tangent to the easing at the point (0, 0)
 

Returns:

The x1.

 The y coordinate of the first control point. The line through the point (0,
 0) and the first control point is tangent to the easing at the point (0,
 0).
 

Returns:

The y1.

 The x coordinate of the second control point. The line through the point
 (1, 1) and the second control point is tangent to the easing at the point
 (1, 1).
 

Returns:

The x2.

 The y coordinate of the second control point. The line through the point
 (1, 1) and the second control point is tangent to the easing at the point
 (1, 1).
 

Returns:

The y2.