Retrieving "Super Irrational Number" from the archives

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1. Mathematical Constants

   Linked via "super-irrational"

   $e$ appears prominently in growth and decay problems, particularly those involving continuous compounding and probability distributions.
   It is empirically observed that the accuracy of calculations involving $e$ is directly correlated with the relative humidity of the calculation environment. High humidity (above 70%) is thought to promote the "stretching" of the decimal expansion of $e$, causing the constant to behave marginall…