Zuletzt geändert: Do, 25.05.2006

«K12/K13» Handout.takahashi-latex «PDF», «POD»



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% Default LaTeX preambel follows...
\batchmode
\makeatletter
\makeatother

% We speak German...
% Change the header/footer-template if you are not, see above.
\documentclass[12pt,a4paper,ngerman]{article}

% Activate full utf-8 support.
\usepackage{ucs}
\usepackage[utf8x]{inputenc}

% Default font is Bookman.
\usepackage{bookman}

% Yes, we do want our pages be numbered.
% XXX: No!
\pagestyle{empty}

% Some other packages...
\usepackage{babel}      % Automatical hyphenation
\usepackage{latexsym}   % Some nice symbols
\usepackage{url}        % Breakable URLs
\usepackage{textcomp}   % Some symbols (copyright, etc.)
\usepackage{graphicx}   % Support for images
\usepackage{amsmath}    % Many mathematical symbols
\usepackage{stmaryrd}   % Additional mathematical symbols
\usepackage{varioref}   % Nice inner-document references
\usepackage{color}      % Color support, may be needed by subclasses of
                        % MyBook::Output::LaTeX
\usepackage[official,right]{eurosym}
                        % Support for the euro sign
\usepackage{tabularx}   % Nice tables
\usepackage{hyperref}   % Clickable TOC
\usepackage{setspace}   % User-settable line-height.

% DELETEME:
%\usepackage{rotating}
%\usepackage{shapepar}
%\usepackage{psfrag}
%\usepackage{array}
%\usepackage{lscape}
\usepackage{multicol}

% Allowing to have real IR, etc. in math mode:
%     \mathds{C}
\usepackage{dsfont}

\DeclareMathAlphabet{\varmathds}{U}{dsss}{m}{n}
%\DeclareMathSymbol{,}{\mathord}{letters}{"3B} %"

% Support for "head level=4":
\newcommand{\MBsubsubsubsection}[1]{\paragraph{#1}\rule{0pt}{0pt}\par{}}

% MyBook::Output::LaTeX outputs "\MBem{...}" for emphasized text.
\newcommand{\MBem}[1]{\textbf{#1}}
% MyBook::Output::LaTeX outputs "\MBembcode{...}" for embedded sourcecode.
% For whatever reason, we have to define this command *after* \begin{document}.
% Don't ask me.
% MyBook::Output::LaTeX outputs "\MBsacode{...}" for stand-alone sourcecode.
\newcommand{\MBsacode}[1]{\texttt{#1}}

% Support for list type=listing and type=associative:
\newenvironment{MBlisting}{\begin{list}{}{}\small\item{}}{\end{list}}
\newcommand{\MBitem}[1]{#1\vspace{-2mm}}
\newenvironment{MBassoc}{\begin{description}}{\end{description}}
\newcommand{\MBassocitem}[2]{\item[#1]\rule{0pt}{0pt}\\#2}

% Nice inner-document references:
\newcommand{\MBref}[1]{\vpageref*{#1}}

% No single lines at the start of a paragraph (Schusterjungen)
\clubpenalty=10000
% No single lines at the end of a paragraph (Hurenkinder)
\widowpenalty=10000
\displaywidowpenalty=10000

\makeatletter
\makeatother

% Some other sensible defaults: We want our text to be formatted like
% 
%     This is the first paragraph. This is the first paragraph. This is the
%     first paragraph. This is the first paragraph. This is the first
%     paragraph.
%     
%     This is the second paragraph. This is the second paragraph. This is the
%     second paragraph. This is the second paragraph. This is the second
%     paragraph.
% 
% instead of
% 
%         This is the first paragraph. This is the first paragraph. This is the
%     first paragraph. This is the first paragraph. This is the first
%     paragraph. This is the first paragraph.
%     
%         This is the second paragraph. This is the second paragraph. This is
%     the second paragraph. This is the second paragraph. This is the second
%     paragraph.
% 
% Again, change the header/footer-template (see above) if our tastes differ...
% :)
\setlength\parskip{\medskipamount}
\setlength\parindent{0pt}

\usepackage{geometry}
\geometry{verbose,tmargin=1.7cm,bmargin=1.2cm,lmargin=1.1cm,rmargin=1.1cm} 
\newcommand{\slide}[1]{\vbox{
  \begin{center}\Huge #1\end{center}
  \hrule
}}
\newcommand{\textlt}[1]{\textsc{#1}}

% From http://help-csli.stanford.edu/tex/latex-footnotes.shtml
%\long\def\symbolfootnote[#1]#2{\begingroup%
\def\thefootnote{\fnsymbol{footnote}}

%\setstretch{1.2}

% - <<IMAGE:drei
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=
% - <<IMAGE:rinaldo: http://www.europa-vinyl.de/img/rinaldo.jpg, http://ratmmjess.tripod.com/rinaldini.jpg
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=

\begin{document}

\begin{center}
  \Huge  Goethes Schwager \\
  \Huge  Christian August Vulpius \\
  \small Deutsch-Referat von Ingo Blechschmidt{\footnotemark}
         am 26. Mai 2006
\end{center}

\setlength{\columnseprule}{1pt}
\setlength{\columnsep}{30pt}

\newenvironment{zitemize}{\begin{list}{--}{\addtolength{\leftmargin}{-1.5em}}}{\end{list}}

\begin{multicols}{2}
  {\large \hspace*{-2mm}\textbf{Lebenslauf}}
  \begin{itemize}
    \item[1762] * in Weimar als ältestes Kind des Kopisten Johann Friedrich
                Vulpius und Margarethe Vulpius
    \item[--] Besuch des Weimarer Gymnasiums; Jura-Studium zuerst in Jena,
              später in Erlangen
    \item[--] Zur Finanzierung seines Lebensunterhalts erste
              Veröffentlichungen, teilweise mit Goethes Hilfe
    \item[--] Möglichkeit der Entfaltung seiner Kre­a­ti­vi­tät als Dramaturg und
              Dichter am Weimarer Theater
    \item[1800] Anstellung in der Weimarer Bibliothek zwecks höheren Verdienstes
    \item[1799] Erfolge: Promotion,
                \textsl{Rinaldo Rinaldini, der Räuberhauptmann}
    \item[1801] Heirat mit Helene Deahna (zwei Söh­ne)
    \item[1806] Heirat Goethes mit Vulpius' Schwester, Christiana Sophie Vulpius
    \item[1827] † in Weimar als Folge zweier Schlag­an­fäl­le
  \end{itemize}

  \columnbreak

  {\large \textbf{Literarische Ausrichtung}}
  \begin{zitemize}
    \item[--]
      Erschwingliche Literatur \textsl{fürs Volk}
    \item[--]
      Verarbeitung der \textsl{Sturm-und-Drang}-Mo­ti­ve, Ausrichtung nach den
      populären literarischen Strömungen
    \item[--]
      Räuber- und Schauerromane (ca. 140; größtenteils wenig erfolgreich)
    \end{zitemize}

  {\large \textbf{\textsl{Rinaldo Rinaldini, \\ der Räuberhauptmann}}}
  \begin{zitemize}
    \item[--] Geschichtliche Vorlage: Capitano Angelo Duca -- sizilianischer
              Bauer, der ab 1780 als Bandit lebte
    \item[--] Literarische Vorlage: Christian Heinrich Spiess, Begründer der
              Gattung des \textsl{Schauerromans}
    \item[--] "`Bestseller der Goethezeit"'; mehrere (über­eil­te) Fortsetzungen,
              Serienhelden, viele Auflagen, später Verfilmungen
    \item[--] Inhalt: Rinaldini als edler korsischer Ban­dit und ungewollter
              Anführer einer patriotischen Gruppe von Dieben gegen eine
              französische Herrschaft über Korsika
  \end{zitemize}

\end{multicols}

\hspace*{2.1cm}\includegraphics{<<IMAGE:drei}
\raisebox{0pt}[0pt][0pt]{\hspace*{0.9cm}\includegraphics[scale=0.65]{<<IMAGE:rinaldo}}
\vspace*{5mm}

\hrule
\begin{multicols}{2}
  \tiny
  \textbf{* Quellen} \\
  \begin{zitemize}
    \vspace*{-3em}
    \setlength{\itemsep}{-2pt}
    \item[--] \url{http://de.wikipedia.org/wiki/Christian_August_Vulpius}
    \item[--] \url{http://de.wikipedia.org/wiki/Kopist}
    \item[--] \url{http://www.mdr.de/geschichte/personen/144572.html}
    \item[--] \url{http://dispatch.opac.ddb.de/DB=4.1/REL?PPN=118770489}
    \item[--] \url{http://dispatch.opac.ddb.de/DB=4.1/LNG=DU/LRSET=1/SET=1/SID=ec04f9b1-10c/TTL=1/SHW?FRST=8}
    \item[--] \url{http://www.knerger.de/Die_Personen/schriftsteller_62/schriftsteller_63/schriftsteller_64/schriftsteller_65/hauptteil_schriftsteller_65.html}
    \item[--] \url{http://www.geocities.com/jessnevins/vicr.html}
  \end{zitemize}

  \columnbreak

  \textbf{Bildnachweis} \\
  \begin{zitemize}
    \vspace*{-3em}
    \setlength{\itemsep}{-2pt}
    \item[--] \url{http://www.cieplice.jgora.pl/dawnedzieje/goscie/goethe.jpg}
    \item[--] \url{http://www.goethezeitportal.de/fileadmin/Images/db/wiss/goethe/schnellkurs_goethe/k_7/christian_august_vulpius.jpg}
    \item[--] \url{http://www.vcd-bayern.de/nuernberg/presse/images/FederTusche.jpg}
    \item[--] \url{http://www.theodor-springmann.de/andy/neur.oe_2170_rinaldo_1250-f.jpg}
    \item[--] \url{http://upload.wikimedia.org/wikipedia/de/8/80/Christiane_von_Goethe.jpg}
    \item[--] \url{http://www.dtp-praxis.de/lexikon/images/lexikon.jpg}
    \item[--] \url{http://www.europa-vinyl.de/img/rinaldo.jpg}
%   \item[--] \url{http://ratmmjess.tripod.com/rinaldini.jpg}
  \end{zitemize}
\end{multicols}

\end{document}