An animation has two scenes, each of them being one second long. In the first scene, an object moves along the path p1(t)=(9t^2-6t,6t^2-2,-8t^2-6t-10) for 0<_t<_1. At the end of the scene, the object's acceleration immediately becomes zero, and remains zero throughout the second scene.

The vector valued function p2(t) for the object's path in the second scene also uses 0<_t<_1, so that t=0 in the second scene is the same moment as t=1 in the first scene. What is p2(t)?