2024-July-05

mdgBookSVGv1.tex

@@ -159,7 +159,7 @@ \subsection{Rules}
 
 The following Rules are followed for generating each minuet:
 \begin{enumerate}
-	\item [1.] For each measure from the first to the 16th, two dice are tossed and the sum of the two faces that come up are obtained.  Hence, 16 two-dice tosses (with possible outcomes from the set \{2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12\}, one two-dice toss for each measure, are needed to generate a minuet.   
+	\item [1.] For each measure from the first to the 16th, two dice are tossed and the sum of the two faces that come up are obtained.  Hence, 16 two-dice tosses (with possible outcomes from the set \{2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12\}, one two-dice toss for each measure, are needed to generate a minuet).   
 	\item [2.] Table~\ref{fig:0tab1} is then used to determine which measure number from the Table of Measures (Figures~\ref{fig:meas1} to \ref{fig:meas4}) is to be used for obtaining the notes for the particular measure of the minuet corresponding to the outcome of the two-dice toss.  The possible outcomes of a two-dice toss (2 to 12) are given (stub items) on the left-hand side of Table~\ref{fig:0tab1}, while the measure numbers of the minuet-to-be-generated are given on the top of that table (captions or column  headings).
 	\item [3.]  For example, suppose for measure 1, the outcome of the two-dice toss is 5.  If we now look for measure number 1 at the top of Table~\ref{fig:0tab1} and for the outcome 5 on the left-hand side of that table, we obtain 40 as the measure number of the Table of Measures (Figures~\ref{fig:meas1} to \ref{fig:meas4}) to be used for obtaining the notes to be played for the first measure of the minuet to be generated.  An outcome of 11 for the two-dice toss for measure nine (9) of the minuet to be constructed leads us to obtain the notes from measure 102 of the Table of Measures.
 \end{enumerate}