Eelvex
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 Jan 17 comment Cardinality of set of fractional sums @A.P. thanks for your comments. I'm also interested in the cardinality of the set, not just a proof of existence of $n_0$. I used $S_x$ instead of $S_{m,k,n}$ (or whatever) to remove some clutter. Jan 17 revised Cardinality of set of fractional sums add example and retag Jan 17 revised Cardinality of set of fractional sums added 18 characters in body Jan 17 revised Cardinality of set of fractional sums added 18 characters in body Jan 17 asked Cardinality of set of fractional sums Feb 25 awarded Yearling Dec 8 awarded Caucus Sep 24 awarded Autobiographer Jul 25 answered How to prove $\lim_{n \to \infty} e^n \cdot \left( \sum_{k=0}^{n-1} ({k-n \over e})^k/k! \right)- 2 \cdot n = \frac 23$? Jul 2 awarded Curious Jun 30 awarded Tumbleweed Feb 25 awarded Yearling Jan 3 awarded Popular Question Nov 17 revised Question that can not be solve analytically . deleted 27 characters in body Nov 17 answered Question that can not be solve analytically . Jun 11 comment How to calculate circumference of circle in $L^p$? Interesting observation. I had made the plot but didn't notice the relation. May 7 awarded Caucus Feb 25 awarded Yearling Jun 12 comment is the approximation of the sum true? Well, it doesn't seem to hold. What are the limits of $l, n$ that it is supposed to? Jun 12 answered Dividing by 1000 twice?