Pool Cue Stand
Pool Cue Stand
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 PROFESSIONAL Billiard Pool Cue Case 3x7 Aska C37P01 Black Stand  US $69.95
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 New JJ PC35X 4 3x5 Pool Cue Case with Stand Black with Tan US $147.99
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 2 X 4 Hard Tubed Pool Cue Billiard Stick Carrying Case Black White W Stand 2x4 US $64.95
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 New JJ PC35X 3x5 Pool Cue Case with Stand Black with Brown US $147.99
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 Billiard pool cue case 3x6 Aska C36P07 Brown with Stand US $139.95
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 2x4 BILLIARD POOL CUE HARD CARRY CASE WITH STAND 82237 US $64.00
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 2x4 BILLIARD POOL CUE HARD CARRY CASE WITH STAND 82220 US $64.00
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 2X4 Hard Pool Cue Stick Case Black White W Stand 2 x 4 US $64.95
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 2 X 4 Hard Pool Cue Stick Case Black White W Stand 2x4 US $64.95
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 2x4 BILLIARD POOL CUE HARD CARRY CASE WITH STAND 82239 US $64.00
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 2x4 BILLIARD POOL CUE HARD CARRY CASE WITH STAND 82269 US $64.00
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 2x4 BILLIARD POOL CUE HARD CARRY CASE WITH STAND 82219 US $64.00
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 Billiard pool cue case 2 butt 4 shaft Aska 2X4 WITH STAND AND WHEELS Black US $125.95
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 2x4 BILLIARD POOL CUE HARD CARRY CASE WITH STAND 82284 US $64.00
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 BOX OF 5 Pool Cue Case with Stand 2 butts 4 shafts C24P15 WHOLEASALE LOT US $199.95
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 Pool Cue Case with Stand 2 butts 4 shafts C24P15 US $59.95
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 Aska C24P21 Billiard Pool Cue Case w Wheels and Stand US $99.00
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 Pool Cue Case With Wheels and Stand 2x4 C24P22 Black US $99.00
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 2X4 Hard Tube Pool Cue Billiard Stick Case Black White W Stand 2 x 4 US $64.95
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If I struck a ball on a frictionless pool table (without any holes), will it eventually loop?
If I struck a cue ball with a cue (randomly), will the ball eventually reach the original position with the same original velocity (which includes the direction) after it was struck? In other words, will the path of the cue ball eventually loop?
Adding on to the original question, does your original answer still stand if you introduce more balls to the system? Does the shape of the table matter (circular, elliptical,etc.)? The initial position of the ball?
Of course, assume all collisions are elastic, no energy is lost, magnitude of momentum is conserved, and the tables are frictionless.
Yes, the ball going back to the original state is called a Poincaré Recurrence.
It has been proven that if you take a random walk in two dimensions, you will always return to a arbitrarily close distance away from your starting point. This isn't true for three or more dimensions, though.
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