It looks awesome. What, no? Then you have to understand picking. In 2D, any point you click on the screen is exact. The point you click on is the point selected.
In 3D, it’s different. There are an infinite number of planes behind that virtual screen you picked on. Think of looking up at the clouds in the sky. You know the water droplets are scattered sparsely and densely in the sky. You know they are in a 3D space. But you, looking up at the sky, only see one plane, the 2D plane that has the water droplets rendered onto.
In this case, it’s simpler. We are only concerned with the points on the Bézier curve itself. Timo used the closest point to the clicked point on the screen as the chosen point. Basically you “shoot” a ray from the clicked point into the vanishing point in the far distance (far far far distance, as in infinity far). When your ray hits the Bézier curve, that’s the chosen point. You can find out more about the method by searching on the Internet for “3d picking” or something similar.
So how do you edit a point once it’s chosen? Timo solved it by using 3 cones to represent the X, Y and Z axes. Dragging on the cones move the point along the respective direction of the axis. Notice the 3 cones at the right side.
I believe most 3D rendering software use something similar to edit points.
Now notice the small details Timo added:
- The floor is a checker board to illustrate the notion of space
- The vertical lines drawn from the points on the curve to the checker board to show the spatial relation
- If you hover over the big blue spheres, the checker board, or the curve itself, they glow pulse-like
Wait, you haven’t downloaded the program? Here’s the link.