Identify this GC model???

That looks outstanding!!!!! Were you able to save the diamonds on the rails? Thats one thing that always concerned me, how to save them and make it look good.

Thank-you.

The table was missing one diamond when I bought it, and I wasn't planning on saving them. I printed new circular inlays out of copper-filled PLA with black diamonds inset. Keeps with the theme of the table colors. I painted the rails, then re-cut the pockets on my mill. This was the most stressful part of the build, but a brand-new carbide cutter resulted in no chip-outs. I shot four coats of 2k clear after. It worked out well, but that is 100% the part that would be the toughest to do without having a good way to cut the pockets. If I didn't have the mill or at least a good drill press, I would have likely compromised and used some kind of overlay before clear coating. Happily, I didn't have to resort to that.

Identify this GC model???

The Formica can be worked and painted the same way as automotive body work is done. My GCI had several cigarette burns, so I sanded it, filled the burns and dents, then painted. I'm not a huge fan of wood grain Formica to begin with, so I was happy to have something different.
That looks outstanding!!!!! Were you able to save the diamonds on the rails? Thats one thing that always concerned me, how to save them and make it look good.

Going to try CF, any suggestions?

The rhino or newer rhino must. Just as good as the "name brand" shafts, at a fraction of the cost. In fact, i like my rhino must more than the new model pechauer rogue. The must is the slickest cf shaft i have tried. The must also comes with a quality japanese leather tip, unlike the first rhinos resin-like time crystal tip that feels like you have a piece of stone for a tip. Its the first shaft that i have stuck with the factory tip and not swapped.

Seeing the contact point on the object ball.

Visualizing the balls as horizontal sections through the equator basically reduces the 3D problem to 2D, and casts the aiming problem as that seen in carom pool (that game played on a wooden board with discs instead of balls). Is aiming easier in carom pool compared to regular pool? I would say yes. Furthermore, if you are writing code for aiming problem calculations, the initial step is to ignore the spherical nature of the pool balls, and treat them as discs. So, for those who can actually see past the spherical nature of the balls and visualize them as equatorial discs, there may be a real advantage in aiming.

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