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<pre>
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The proposition of the form <math>\texttt{pi\_qj}</math> says:
The proposition of the form pi_qj says:
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  At the point-in-time p_i,
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{| align="center" cellpadding="8" width="90%"
  the finite machine M is in the state q_j.
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| At the point-in-time <math>p_i,\!</math> the finite state machine <math>\operatorname{M}</math> is in the state <math>q_j.\!</math></p>
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The basic propositions for describing the
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The basic propositions for describing the ''present register function'' <math>\operatorname{RF} : P \to R</math> are these:
"present register function" RF : P -> R
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are these:
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  p0_r0, p0_r1, p0_r2, p0_r3,
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{| align="center" cellpadding="8" width="90%"
  p1_r0, p1_r1, p1_r2, p1_r3,
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  p2_r0, p2_r1, p2_r2, p2_r3,
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<math>\begin{matrix}
  p3_r0, p3_r1, p3_r2, p3_r3.
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\texttt{p0\_r0}, & \texttt{p0\_r1}, & \texttt{p0\_r2}, & \texttt{p0\_r3},
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\\[6pt]
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\texttt{p1\_r0}, & \texttt{p1\_r1}, & \texttt{p1\_r2}, & \texttt{p1\_r3},
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\\[6pt]
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\texttt{p2\_r0}, & \texttt{p2\_r1}, & \texttt{p2\_r2}, & \texttt{p2\_r3},
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\\[6pt]
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\texttt{p3\_r0}, & \texttt{p3\_r1}, & \texttt{p3\_r2}, & \texttt{p3\_r3}.
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\end{matrix}</math>
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<pre>
 
The proposition of the form pi_rj says:
 
The proposition of the form pi_rj says:
  
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