deletions | additions       diff --git a/2.tex b/2.tex  index 3567cf6..d6746c1 100644  --- a/2.tex  +++ b/2.tex 
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Ok, that works pretty well, but let's increment it slightly. Since the distance $d$ is given in meters, let's divide it by 1000 so the score adjusts accordingly. Also, let's stretch the curve by putting further dividing $d$ by  a factor of easiness $e$ into the formula. $e$.  The higher the value of $e$, the more the curve is stretched and the more points the player gets. The formula is now: \begin{equation}  S = \frac{e \cdot 100}{e \cdot 1 + \left(\frac{d}{1000}\right)^4} \left(\frac{d}{e \cdot 1000}\right)^4}  \end{equation}  With $e = 5$ we get