Animation - Motion
![](data:image/png;base64,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)
Motion
- Mode
- 1 Directional
- 2 Directional:Left, Right
- 4 Directional:Down, Left, Right, Up
- 8 Directional:Down, Left, Right, Up, Down Left, Down Right, Up Left, Up Right
- 1 Directional - Mirror:Right, Mirror (Left)
- 3 Directional - Mirror:Down, Right, Up, Mirror (Left)
- 5 Directional - Mirror:Down, Right, Up, Down Right, Up Right, Mirror (Left, Down Left, Up Left)
- Skip Last Frame:Skip when the animation plays to the last frame.
- Loop:Return to the start frame at the end of the animation and resume playback
- Loop Start:Start frame of the animation loop