%% GLOSSARY

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  %%% item_0 pstAngleAOB    %% delim 0--
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  %% item_01
    \indexcom {pstAngleAOB}\Arg {$A$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}\dotfill\arabic{Npage}
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  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p13

    \hspace{1.5em}Определя мярката на \Angle{AOB} (в положителна посока) за определяне на параметъра \param{RotAngle}.\ParamList {\texttt  {AngleCoef}}\end{minipage}\hspace*{\fill}

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  %%% item_0 pstArcnOAB    %% delim 0--
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  %% item_01
    \indexcom {pstArcnOAB}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}\dotfill\arabic{Npage}
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    \hspace{1.5em}Чертае дъга от окръжност с център $O$ и радиус $OA$, ограничена от ъгъла $\protect\Angle{AOB}$, отчитан в отрицателна посока.\end{minipage}\hspace*{\fill}

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  %%% item_0 pstArcOAB
    \indexcom {pstArcOAB}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}\dotfill\arabic{Npage}
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    \hspace{1.5em}Чертае дъга от окръжност с център  $O$ и  радиус $OA$, ограничена  от ъгъла $\protect\Angle{AOB}$, отчитан в положителна посока.\end{minipage}\hspace*{\fill}

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  %% item_01
    \indexcom {pstBissectBAC}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $C$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $N$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p18

    \hspace{1.5em}Построява вътрешната ъглополовяща на ъгъл \protect\Angle{BAC} и една от нейните точки $M$, образ на $B$ при ротация около $A$.\ParamList {\texttt  {PointSymbol}, \texttt  {PosAngle}, \texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PtNameMath}}\end{minipage}\hspace*{\fill}

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  %%% item_0 pstCGravABC    %% delim 0--
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  %% item_01
    \indexcom {pstCGravABC}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $C$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $G$}$\rangle $$\}$}\dotfill\arabic{Npage}
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  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p16

    \hspace{1.5em}Построява центъра на гравитация $G$ на триъгълник $ABC$.\ParamList {\texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PosAngle}, \texttt  {PointSymbol}, \texttt  {PtNameMath}}\end{minipage}\hspace*{\fill}

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  %%% item_0 pstCircleAB    %% delim 0--
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  %% item_01
    \indexcom {pstCircleAB}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}\dotfill\arabic{Npage}
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    \hspace{1.5em}Чертае окръжността с диаметър $AB$.\ParamList {\texttt  {Radius}, \texttt  {Diameter}}.\end{minipage}\hspace*{\fill}

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  %%% item_0 pstCircleABC    %% delim 0--
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  %% item_01
    \indexcom {pstCircleABC}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $C$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O$}$\rangle $$\}$}\dotfill\arabic{Npage}
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  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p16

    \hspace{1.5em}Построява центъра $O$ на описаната около триъгълника $ABC$ окръжност. \ParamList {\texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PosAngle}, \texttt  {PointSymbol}, \texttt  {PtNameMath}, \texttt  {DrawCirABC}, \texttt  {CodeFig}, \texttt  {CodeFigColor}, \texttt  {CodeFigStyle}, \texttt  {SegmentSymbolA}, \texttt  {SegmentSymbolB}, \texttt  {SegmentSymbolC}}\end{minipage}\hspace*{\fill}

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  %%% item_0 pstCircleOA    %% delim 0--
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  %% item_01
    \indexcom {pstCircleOA}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}\dotfill\arabic{Npage}
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  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p9

    \hspace{1.5em}Чертае окръжността с център $O$, минаваща през $A$.\ParamList {\texttt  {Radius}, \texttt  {Diameter}}.\end{minipage}\hspace*{\fill}

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  %%% item_0 pstCurvAbsNode    %% delim 0--
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  %% item_01
    \indexcom {pstCurvAbsNode}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  Abs}$\rangle $$\}$}\dotfill\arabic{Npage}
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    \hspace{1.5em}Поставя точка върху окръжност чрез използване на кръгова абсциса.\ParamList {\texttt  {PointSymbol}, \texttt  {PosAngle}, \texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PtNameMath}, \texttt  {CurvAbsNeg}}\end{minipage}\hspace*{\fill}

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  %%% item_0 pstDistAB    %% delim 0--
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  %% item_01
    \indexcom {pstDistAB}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}\dotfill\arabic{Npage}
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    \hspace{1.5em}Определя разстоянието $AB$ за параметрите \protect\param{Radius} и \protect\param{Diameter}.\ParamList {\texttt  {DistCoef}}.\end{minipage}\hspace*{\fill}

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  %%% item_0 pstDistVal    %% delim 0--
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    \indexcom {pstDistVal}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  x}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

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    \hspace{1.5em}Определя числена стойност за параметрите \protect\param{Radius} и \protect\param{Diameter}. \ParamList {\texttt  {DistCoef}}.\end{minipage}\hspace*{\fill}

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  %%% item_0 pstGenericCurve    %% delim 0--
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  %% item_01
    \indexcom {pstGenericCurve}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  Radical}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $n_1$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $n_2$}$\rangle $$\}$}\dotfill\arabic{Npage}
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    \hspace{1.5em}Чертае интерполирана крива с използване на фамилия точки, чието име се състои от общ префикс и число.\ParamList {\texttt  {GenCurvFirst}, \texttt  {GenCurvInc}, \texttt  {GenCurvLast}}\end{minipage}\hspace*{\fill}

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  %%% item_0 pstGeonode    %% delim 0--
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  %% item_01
    \indexcom {pstGeonode}\OptArg {par}$(x_1,y_1)${\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A_1$}$\rangle $$\}$}$(x_2,y_2)${\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A_2$}$\rangle $$\}$}\dots  $(x_n,y_n)${\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A_n$}$\rangle $$\}$}\dotfill\arabic{Npage}
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    \hspace{1.5em}Създава списък от точки с използване на общи оси.\ParamList {\texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PosAngle}, \texttt  {PointSymbol}, \texttt  {PtNameMath}}\end{minipage}\hspace*{\fill}

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  %%% item_0 pstHomO    %% delim 0--
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  %% item_01
    \indexcom {pstHomO}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M_1, M_2, \cdots  , M_n$}$\rangle $$\}$}{\normalfont  [{$\langle ${\itshape  \mdseries  \rmfamily  $M'_1, M'_2, \cdots  , M'_p$}$\rangle $}]}\dotfill\arabic{Npage}
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    \hspace{1.5em}Построява образ $M'_i$ на $M_i$ при хомотетия с център $O$ и коефициент на хомотетия \protect\param{HomCoef}. \ParamList {\texttt  {PointSymbol}, \texttt  {PosAngle}, \texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PtNameMath}, \texttt  {HomCoef}}\end{minipage}\hspace*{\fill}

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  %% item_01
    \indexcom {pstInterCC}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O_1$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O_2$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $C$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M_1$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M_2$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

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    \hspace{1.5em}Изобразява пресечните точки (точка) на две окръжности: едната с център $O_1$ и минаваща през $B$ и друга с център $O_2$, минаваща през $C$.\end{minipage}\hspace*{\fill}

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  %% item_01
    \indexcom {pstInterFC}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $f$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $x_0$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

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    \hspace{1.5em}Изобразява пресечната точка на крива, зададена като функция и окръжност.\end{minipage}\hspace*{\fill}

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  %% item_01
    \indexcom {pstInterFF}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $f$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $g$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $x_0$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

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    \hspace{1.5em}Изобразява пресечната точка на две криви, зададени като функции.\end{minipage}\hspace*{\fill}

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  %% item_01
    \indexcom {pstInterFL}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $f$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $x_0$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M$}$\rangle $$\}$}\dotfill\arabic{Npage}
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    \hspace{1.5em}Изобразява пресечната точка на крива, зададена като функция и правата $(AB)$.\end{minipage}\hspace*{\fill}

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    \setcounter{Npage}{19}%
  %% item_01
    \indexcom {pstInterLC}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $C$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M_1$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M_2$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p19

    \hspace{1.5em}Изобразява пресечната точка(и) на права $(AB)$ и окръжност с център $O$ минаваща през $C$.\ParamList {\texttt  {PointSymbol}, \texttt  {PosAngle}, \texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PtNameMath}, \texttt  {PointSymbolA}, \texttt  {PosAngleA}, \texttt  {PointNameA}, \texttt  {PointSymbolB}, \texttt  {PosAngleB}, \texttt  {PointNameB}, \texttt  {Radius}, \texttt  {Diameter}}\end{minipage}\hspace*{\fill}

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  %%% item_0 pstInterLL    %% delim 0--
    \setcounter{Npage}{19}%
  %% item_01
    \indexcom {pstInterLL}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $C$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $D$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p19

    \hspace{1.5em}Изобразява точка като сечение на двете прави  $(AB)$ и $(CD)$. \ParamList {\texttt  {PointSymbol}, \texttt  {PosAngle}, \texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PtNameMath}}\end{minipage}\hspace*{\fill}

%% delim_2--p19

\vspace{\baselineskip}\hspace{-.5em}
  %%% item_0 pstLineAB    %% delim 0--
    \setcounter{Npage}{8}%
  %% item_01
    \indexcom {pstLineAB}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p8

    \hspace{1.5em}Чертае права линия $(AB)$.\end{minipage}\hspace*{\fill}

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  %%% item_0 pstMarkAngle    %% delim 0--
    \setcounter{Npage}{8}%
  %% item_01
    \indexcom {pstMarkAngle}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $C$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  label}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p8

    \hspace{1.5em}Маркира ъгъла \protect\Angle{ABC}, зададен в положителна посока.\ParamList {\texttt  {MarkAngleRadius}, \texttt  {LabelAngleOffset}, \texttt  {Mark}}\end{minipage}\hspace*{\fill}

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  %%% item_0 pstMediatorAB    %% delim 0--
    \setcounter{Npage}{17}%
  %% item_01
    \indexcom {pstMediatorAB}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $I$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p17

    \hspace{1.5em}Построява симетралата на отсечка \Segment{AB}  през нейната средна точка $I$ и точка $M$ от симетралата, която е образ на $B$ при ротация на $90^\circ$ около $I$.\ParamList {\texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PosAngle}, \texttt  {PointSymbol}, \texttt  {PtNameMath}, \texttt  {CodeFig}, \texttt  {CodeFigColor}, \texttt  {CodeFigStyle}, \texttt  {SegmentSymbol}}\end{minipage}\hspace*{\fill}

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  %%% item_0 pstMiddleAB    %% delim 0--
    \setcounter{Npage}{15}%
  %% item_01
    \indexcom {pstMiddleAB}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $I$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p15

    \hspace{1.5em}Построява средата $I$ на отсечката \Segment{AB}.\ParamList {\texttt  {PointSymbol}, \texttt  {PosAngle}, \texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PtNameMath}, \texttt  {SegmentSymbol}, \texttt  {CodeFig}, \texttt  {CodeFigColor}, \texttt  {CodeFigStyle}}\end{minipage}\hspace*{\fill}

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    \setcounter{Npage}{5}%
  %% item_01
    \indexcom {pstOIJGeonode}\OptArg {par}$(x_1,y_1)${\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A_1$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $I$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $J$}$\rangle $$\}$}$(x_2,y_2)${\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A_2$}$\rangle $$\}$}\dots  $(x_n,y_n)${\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A_n$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p5

    \hspace{1.5em}Създава списък от точки в координатната система $(O,I,J)$.\ParamList {\texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PosAngle}, \texttt  {PointSymbol}, \texttt  {PtNameMath}}\end{minipage}\hspace*{\fill}

%% delim_2--p5

\vspace{\baselineskip}\hspace{-.5em}
  %%% item_0 pstOrtSym    %% delim 0--
    \setcounter{Npage}{13}%
  %% item_01
    \indexcom {pstOrtSym}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M_1, M_2, \cdots  , M_n$}$\rangle $$\}$}{\normalfont  [{$\langle ${\itshape  \mdseries  \rmfamily  $M'_1, M'_2, \cdots  , M'_p$}$\rangle $}]}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p13

    \hspace{1.5em}Построява симетричната точка $M'_i$ на $M_i$ по отношение на права $(AB)$. \ParamList {\texttt  {PointSymbol}, \texttt  {PosAngle}, \texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PtNameMath}, \texttt  {CodeFig}, \texttt  {CodeFigColor}, \texttt  {CodeFigStyle}}\end{minipage}\hspace*{\fill}

%% delim_2--p13

\vspace{\baselineskip}\hspace{-.5em}
  %%% item_0 pstOutBissectBAC    %% delim 0--
    \setcounter{Npage}{18}%
  %% item_01
    \indexcom {pstOutBissectBAC}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $C$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $N$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p18

    \hspace{1.5em}Построява външната ъглополовяща на ъгъл \protect\Angle{BAC} и една от нейните точки $M$, образ на $B$ при ротация около $A$.\ParamList {\texttt  {PointSymbol}, \texttt  {PosAngle}, \texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PtNameMath}}\end{minipage}\hspace*{\fill}

%% delim_2--p18

\vspace{\baselineskip}\hspace{-.5em}
  %%% item_0 pstProjection    %% delim 0--
    \setcounter{Npage}{15}%
  %% item_01
    \indexcom {pstProjection}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M_1, M_2, \cdots  , M_n$}$\rangle $$\}$}{\normalfont  [{$\langle ${\itshape  \mdseries  \rmfamily  $M'_1, M'_2, \cdots  , M'_p$}$\rangle $}]}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p15

    \hspace{1.5em}Построява проекцията  $M'_i$ на точка $M_i$ върху правата $(AB)$.\ParamList {\texttt  {PointSymbol}, \texttt  {PosAngle}, \texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PtNameMath}, \texttt  {CodeFig}, \texttt  {CodeFigColor}, \texttt  {CodeFigStyle}}\end{minipage}\hspace*{\fill}

%% delim_2--p15

\vspace{\baselineskip}\hspace{-.5em}
  %%% item_0 pstRightAngle    %% delim 0--
    \setcounter{Npage}{8}%
  %% item_01
    \indexcom {pstRightAngle}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $C$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p8

    \hspace{1.5em}Маркира прав ъгъл \protect\Angle{ABC} зададен в положителна посока.\ParamList {\texttt  {RightAngleType}, \texttt  {RightAngleSize}, \texttt  {RightAngleSize}}\end{minipage}\hspace*{\fill}

%% delim_2--p8

\vspace{\baselineskip}\hspace{-.5em}
  %%% item_0 pstRotation    %% delim 0--
    \setcounter{Npage}{13}%
  %% item_01
    \indexcom {pstRotation}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M_1, M_2, \cdots  , M_n$}$\rangle $$\}$}{\normalfont  [{$\langle ${\itshape  \mdseries  \rmfamily  $M'_1, M'_2, \cdots  , M'_p$}$\rangle $}]}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p13

    \hspace{1.5em}Построява образа $M'_i$ на $M_i$ при ротация около точка $O$ с ъгъл на ротацията \protect\param{RotAngle}, зададен с мярка в градуси, отчитан в положителна посока.\ParamList {\texttt  {PointSymbol}, \texttt  {PosAngle}, \texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PtNameMath}, \texttt  {RotAngle}}\end{minipage}\hspace*{\fill}

%% delim_2--p13

\vspace{\baselineskip}\hspace{-.5em}
  %%% item_0 pstSegmentMark    %% delim 0--
    \setcounter{Npage}{6}%
  %% item_01
    \indexcom {pstSegmentMark}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p6

    \hspace{1.5em}Маркира отсечка \Segment{AB} в средата \'и чрез знак, зададен със \protect\param{SegmentSymbol}. \ParamList {\texttt  {SegmentSymbol}}\end{minipage}\hspace*{\fill}

%% delim_2--p6

\vspace{\baselineskip}\hspace{-.5em}
  %%% item_0 pstSymO    %% delim 0--
    \setcounter{Npage}{12}%
  %% item_01
    \indexcom {pstSymO}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $O$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M_1, M_2, \cdots  , M_n$}$\rangle $$\}$}{\normalfont  [{$\langle ${\itshape  \mdseries  \rmfamily  $M'_1, M'_2, \cdots  , M'_p$}$\rangle $}]}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p12

    \hspace{1.5em}Построява симетричната точка $M'_i$ на $M_i$ по отношение на точка $O$.\ParamList {\texttt  {PointSymbol}, \texttt  {PosAngle}, \texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PtNameMath}, \texttt  {CodeFig}, \texttt  {CodeFigColor}, \texttt  {CodeFigStyle}}\end{minipage}\hspace*{\fill}

%% delim_2--p12

\vspace{\baselineskip}\hspace{-.5em}
  %%% item_0 pstTranslation    %% delim 0--
    \setcounter{Npage}{14}%
  %% item_01
    \indexcom {pstTranslation}\OptArg {par}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}{\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $M_1, M_2, \cdots  , M_n$}$\rangle $$\}$}{\normalfont  [{$\langle ${\itshape  \mdseries  \rmfamily  $M'_1, M'_2, \cdots  , M'_p$}$\rangle $}]}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p14

    \hspace{1.5em}Построява образ $M'_i$ на  $M_i$ при транслация с вектор \protect\Vecteur{AB}.\ParamList {\texttt  {PointSymbol}, \texttt  {PosAngle}, \texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PtNameMath}, \texttt  {DistCoef}}\end{minipage}\hspace*{\fill}

%% delim_2--p14

\vspace{\baselineskip}\hspace{-.5em}
  %%% item_0 pstTriangle    %% delim 0--
    \setcounter{Npage}{7}%
  %% item_01
    \indexcom {pstTriangle}\OptArg {par}$(x_A,y_A)${\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $A$}$\rangle $$\}$}$(x_B,y_B)${\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $B$}$\rangle $$\}$}$(x_C,y_C)${\normalfont  $\{$$\langle ${\itshape  \mdseries  \rmfamily  $C$}$\rangle $$\}$}\dotfill\arabic{Npage}
\nopagebreak[4]\vspace{.5\baselineskip}

  \hfill\begin{minipage}{.8\linewidth}%% delim_1--p7

    \hspace{1.5em}Чертае триъгълник.\ParamList {\texttt  {PointName}, \texttt  {PointNameSep}, \texttt  {PointSymbol}, \texttt  {PointNameA}, \texttt  {PosAngleA}, \texttt  {PointSymbolA}, \texttt  {PointNameB}, \texttt  {PosAngleB}, \texttt  {PointSymbolB}, \texttt  {PointNameC}, \texttt  {PosAngleC}, \texttt  {PointSymbolC}}\end{minipage}\hspace*{\fill}

%% delim_2--p7

%% END OF GLOSSARY