I need help with the solution provided here.
Create easy function 40% off set
I need to modify it so that the returned left and rights are extrapolated to
I created a modified version of Mike's split function so it fits it to a unit square :) It uses hkrish's pointers to do coordinate normalization.
Just set parameter fitUnitCell
to true. :)
function splitCubicBezier(options) {
var z = options.z,
cz = z-1,
z2 = z*z,
cz2 = cz*cz,
z3 = z2*z,
cz3 = cz2*cz,
x = options.x,
y = options.y;
var left = [
x[0],
y[0],
z*x[1] - cz*x[0],
z*y[1] - cz*y[0],
z2*x[2] - 2*z*cz*x[1] + cz2*x[0],
z2*y[2] - 2*z*cz*y[1] + cz2*y[0],
z3*x[3] - 3*z2*cz*x[2] + 3*z*cz2*x[1] - cz3*x[0],
z3*y[3] - 3*z2*cz*y[2] + 3*z*cz2*y[1] - cz3*y[0]];
var right = [
z3*x[3] - 3*z2*cz*x[2] + 3*z*cz2*x[1] - cz3*x[0],
z3*y[3] - 3*z2*cz*y[2] + 3*z*cz2*y[1] - cz3*y[0],
z2*x[3] - 2*z*cz*x[2] + cz2*x[1],
z2*y[3] - 2*z*cz*y[2] + cz2*y[1],
z*x[3] - cz*x[2],
z*y[3] - cz*y[2],
x[3],
y[3]];
if (options.fitUnitSquare) {
return {
left: left.map(function(el, i) {
if (i % 2 == 0) {
//return el * (1 / left[6])
var Xmin = left[0];
var Xmax = left[6]; //should be 1
var Sx = 1 / (Xmax - Xmin);
return (el - Xmin) * Sx;
} else {
//return el * (1 / left[7])
var Ymin = left[1];
var Ymax = left[7]; //should be 1
var Sy = 1 / (Ymax - Ymin);
return (el - Ymin) * Sy;
}
}),
right: right.map(function(el, i) {
if (i % 2 == 0) {
//xval
var Xmin = right[0]; //should be 0
var Xmax = right[6];
var Sx = 1 / (Xmax - Xmin);
return (el - Xmin) * Sx;
} else {
//yval
var Ymin = right[1]; //should be 0
var Ymax = right[7];
var Sy = 1 / (Ymax - Ymin);
return (el - Ymin) * Sy;
}
})
}
} else {
return { left: left, right: right};
}
}
var easeInOut = {
xs: [0, .42, .58, 1],
ys: [0, 0, 1, 1]
};
var splitRes = splitCubicBezier({
z: .5,
x: easeInOut.xs,
y: easeInOut.ys,
fitUnitSquare: false
});
alert(splitRes.toSource())