deletions | additions       diff --git a/The 21 thing.tex b/The 21 thing.tex  index 953f3c4..58169da 100644  --- a/The 21 thing.tex  +++ b/The 21 thing.tex 
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\frac{(\Delta_i^N d_i ;; n)}{\Delta_i^N d_i} = \frac{(\Delta_i^N e_i ;; n)}{\Delta_i^N e_i}  \end{equation}  This is good. There are then some constants $k^n_N=(1|(0;N-1));n$, which result from dividing a sequence of $N$ digits repeated $n$ times. We then have is some length $N$ sequence $S_N$ is multiplied to the appropriate constant, \begin{equation}  S_Nk^n_N=(S;;n)  \end{equation}  Consider if this is ever used in physics... Could be interesting, for example if the charges in a system or states perhaps with $0,1$ compounded into a sequence which could be compared to another.