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\samepage \begin{displaymath}\mbox{Hastighets\o kningen \hspace{3ex}} S(n) = \frac{T(1)}{T(n)}   \end{displaymath}
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{\newpage
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\samepage \begin{displaymath}\mbox{Effektiviteten \hspace{3ex}} E(n) = \frac{T(1)}{n\cdot T(n)}   \end{displaymath}
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\samepage \begin{displaymath}\mbox{Redundansen \hspace{3ex}} R(n) = \frac{P(n)}{P(1)}   \end{displaymath}
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\samepage \begin{displaymath}\mbox{Utnyttelsen \hspace{3ex}} U(n) = \frac{P(n)}{n\cdot T(n)}   \end{displaymath}
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\samepage \begin{displaymath}\mbox{Kvaliteten \hspace{3ex}} Q(n) = \frac{{T(1)}^3}{n\cdot {T(n)}^2\cdot P(n)}
                                                        {\hspace{3ex} .} \end{displaymath}
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\samepage \begin{displaymath}1 \leq S(n) \leq n \end{displaymath}
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\samepage \begin{displaymath}\frac{1}{n} \leq E(n) \leq 1 \end{displaymath}
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\samepage \begin{displaymath}U(n) = R(n)\cdot E(n) \end{displaymath}
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\samepage \begin{displaymath}Q(n) = \frac{S(n)\cdot E(n)}{R(n)} \end{displaymath}
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\samepage \begin{displaymath}\frac{1}{n} \leq E(n) \leq U(n) \leq 1 \end{displaymath}
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\samepage \begin{displaymath}1 \leq R(n) \leq \frac{1}{E(n)} \leq n \end{displaymath}
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\samepage \begin{displaymath}Q(n) \leq S(n) \leq n \end{displaymath}
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