Lag machine 2000 (Proceed at own risk)

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Cube Side Length ($L$):

Sphere Radius ($r$)(the lower the laggier):

Packing Results (3D)

Balls along one dimension ($N_1$):

Total Balls Fitted ($N_{total} = N_1^3$):

Volume Percentage Counter ($V_{\text{balls}} / V_{\text{cube}}$):

0.00%

Note: This calculation uses simple cubic packing, $N_{total} = \lfloor L / (2r) \rfloor^3$, which is the maximum number of uniform spheres in a line-up.