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Joseph O'Rourke
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Just a little empirical data up to $N=10^{10}$, three superimposed random runs. Growing roughly linearly w.r.t. $\log N$$\log_{10} N$ within that range.


     

Just a little empirical data up to $N=10^{10}$, three superimposed random runs. Growing roughly linearly w.r.t. $\log N$ within that range.


     

Just a little empirical data up to $N=10^{10}$, three superimposed random runs. Growing roughly linearly w.r.t. $\log_{10} N$ within that range.


     

Source Link
Joseph O'Rourke
  • 150.9k
  • 36
  • 358
  • 958

Just a little empirical data up to $N=10^{10}$, three superimposed random runs. Growing roughly linearly w.r.t. $\log N$ within that range.