........ march on through the snow..... dont stumble and fall
its the death march of the wrong supervisoprs..... who want the fees and dont give a shit about you failing... or wasting your fucking time
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@ -1837,7 +1837,7 @@ The output is a voltage level in the analogue domain $-V$ or $+V$.
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We now form a {\fg} from $PD^1$ and $IC3$.
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$$ G^1 = \{ PD^1, IC3 \} $$
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$$ G^1_0 = \{ PD^1, IC3 \} $$
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We now analyse the {\fg} $G^1$ in table~\ref{tbl:DS2AS}.
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@ -1865,17 +1865,17 @@ We now analyse the {\fg} $G^1$ in table~\ref{tbl:DS2AS}.
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We collect the symptoms of failure $\{ LOW, HIGH, LOW\_SLEW \}$.
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We can now derive a new component to represent the level conversion and call it $DL2AL$.
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$$ DL2AL = D(G^1) $$
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$$ DL2AL^2 = D(G^1_0) $$
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$$ fm (DL2AL) = \{ LOW, HIGH, LOW\_SLEW \} $$
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$$ fm (DL2AL^2) = \{ LOW, HIGH, LOW\_SLEW \} $$
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\subsubsection{digital clocked memory (flip-flop).}
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This is a single component as a {\fg}, and we can state
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$$ fm (DCM) = \{ HIGH, LOW, NOOP \} $$
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% \subsubsection{digital clocked memory (flip-flop).}
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%
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% This is a single component as a {\fg}, and we can state
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% $$ fm (DCM) = \{ HIGH, LOW, NOOP \} $$
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\subsection{First {\fgs} analysed}
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