Commit 125cc09a by Michael Kohlhase

debug

parent 4024a703
 \begin{mhmodnl}[creators=jusche]{magicconstant}{en} \begin{definition} The \defii{magic}{constant} or \defii{magic}{sum} $\magicconstant$ is the sum of every row, column and diagonal of a \trefii[magicsquare]{magic}{square}. Every \trefiii[normalmagicsquare]{normal}{magic}{square} of order $n$ has a unique constant $\normalmagicconstant{n}$: The \defii{magic}{constant} or \defii[name=magic-constant]{magic}{sum} $\magicconstant$ is the sum of every row, column and diagonal of a \trefii[magicsquare]{magic}{square}. Every \trefiii[normalmagicsquare]{normal}{magic}{square} of order $n$ has a unique constant $\normalmagicconstant{n}$: $\normalmagicconstant{n} = \frac{n(\power{n}2+1)}{2}$ \end{definition} \end{mhmodnl} ... ...
 \begin{modsig}[creators=jusche]{magicconstant} \gimport{normalmagicsquare} \symdef[name=normalmagicconstant]{normalmagicconstantOp}{M} \symdef{normalmagicconstant}[1]{\prefix\normalmagicconstantOp{#1}} \symdef[noverb,name=normalmagicconstant]{normalmagicconstantOp}{M} \symdef{noverb,normalmagicconstant}[1]{\prefix\normalmagicconstantOp{#1}} \symtest{normalmagicconstant}{\normalmagicconstant{4}=34} \symdef[name=magic-constant]{magicconstant}{M} ... ...
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