On the Subject of Spatiolocation
Open your eyes and feel the fabric of reality...
- This module shows a black background with a spiraling animation. There are eight invisible buttons.
- There are 6 arrows that are located in the module. 4 of them point at each cardinal direction, while the remaining 2 are larger arrows that point up and down.
- Each of the arrows does the following movement:
Right Pointing Arrow Rotate 90° clockwise relative to original orientation in the Y plane (right) (LD+1)%4 Left Pointing Arrow Rotate 90° counterclockwise relative to original orientation in the Y plane (left) ((LD-1)+4)%4 Small Up Pointing Arrow Rotate 90° clockwise relative to original orientation in the Z plane (up) (SD+1)%4 Small Down Pointing Arrow Rotate 90° counterclockwise relative to original orientation in the Z plane (down) ((SD-1)+4)%4 Large Up Pointing Arrow Rotate 90° clockwise relative to original orientation in the W plane (ana) (FD+1)%4 Large Down Pointing Arrow Rotate 90° counterclockwise relative to original orientation in the W plane (cata) ((FD-1)+4)%4 - For each rotation, your orientation will be adjusted. The direction that you will be facing will be based on a 3-digit rotation number.
- The original orientation number (000) will be adjusted based on the amount of rotations in each plane. The original orientation is represented in -X (Forward).
- The first digit represents the amount of 90° clockwise movement performed in the W plane relative to your original orientation. This rotation must be applied first. Use the XW plane for the rotation.
- The second digit represents the amount of 90° clockwise movement performed in the Z plane relative to your original orientation. This rotation must be applied second. Use the Z plane with its last corresponding direction from the previous step for the rotation.
- The last digit represents the amount of 90° clockwise movement performed in the Y plane relative to your original orientation. This rotation must be applied last. Use the Y plane with its last corresponding direction from the previous step for the rotation.