4 ms·
But of course when you have encoded the scale, rotate and translate into the matrix, it isn't possible to decode it back out to your original values. This is ob
by scraft 10y ago
But of course when you have encoded the scale, rotate and translate into the matrix, it isn't possible to decode it back out to your original values. This is obvious if you consider the fact the following produce identical matrices (just consider 2D for now):
1. Scale in X and Y of -1
2. Z rotation of 180
- hacker_9 10y agoYes, I know, what is your point exactly? When I say 'list of ordered operations' I mean that if I were to apply the matrix to any object, you can imagine each transform in the list being applied one after another to the object visually, resulting in the final position.