positionAt method
The point on the curve at natural parameter t (clamped to 0..1).
Implementation
@override
Vector3 positionAt(double t) {
final (segment, s) = _segmentOf(t, _segments);
final base = segment * 3;
final p0 = _points[base];
final p1 = _points[base + 1];
final p2 = _points[base + 2];
final p3 = _points[base + 3];
final u = 1.0 - s;
return p0 * (u * u * u) +
p1 * (3.0 * u * u * s) +
p2 * (3.0 * u * s * s) +
p3 * (s * s * s);
}