<image> As shown in the image, there are two rotatable dials marked with numbers 0 to 5. Currently, both dials are at the 0 position. Two dice, one large and one small, are rolled simultaneously, and the dials are rotated according to the following sequence:
Sequence:
① Rotate the left dial counterclockwise by the number indicated by the right dial.
② Rotate the left dial clockwise by the number shown on the large die.
③ Rotate the right dial counterclockwise by the number indicated by the left dial.
④ Rotate the right dial clockwise by the number shown on the small die.
For example, in the first roll, if the large die shows 4 and the small die shows 3:
① The left dial points to 0, no movement.
② The left dial rotates clockwise 4 steps, pointing to 4.
③ The right dial rotates counterclockwise 4 steps, pointing to 2.
④ The right dial rotates clockwise 3 steps, pointing to 5.
If the large and small dice are rolled 3 times, and after all rotations, both dials need to point to 0, how many different sequences of dice outcomes are possible?