Google Gravity Pool – Fresh & Reliable

for result $i$ is defined as: $$TR(i) = \int_{t=0}^{t_{stop}} \left( \frac{KE_i(t)}{1 + d_{pocket}} \right) dt$$ where $KE_i(t)$ is kinetic energy at time $t$, and $d_{pocket}$ is the Euclidean distance to the nearest pocket at $t_{stop}$.

We propose implementation via (2D physics engine) and Three.js for pseudo-3D perspective. The table is a standard 9-foot pool table (50x100 virtual units). Six pockets (corner + side). Cue stick angle and power are controlled by mouse drag (as in Miniclip 8 Ball Pool ). google gravity pool