Ich habe einen Text um eine kreisförmige Figur gewickelt. Ich muss die Position der Figur horizontal anpassen, indem ich sie in die Mitte der Seite bringe und den Text kreisförmig darum wickele.
\hspace*{-5cm}\includegraphics... funktioniert nicht. Wie kann ich das tun?
\documentclass{article}
\usepackage{lipsum}
\usepackage{graphicx,wrapfig}
\begin{document}
\null\hfill\smash{
\raisebox{\dimexpr-\height+\baselineskip}{%
\includegraphics[width=2in]{magmag2.png}}}%
\par\vspace*{\dimexpr-\baselineskip-\parskip}%
\parshape 12 0pt 0.7\textwidth
0pt \dimexpr0.5\textwidth+4.5\baselineskip\relax
0pt \dimexpr0.5\textwidth+3.75\baselineskip\relax
0pt \dimexpr0.5\textwidth+3.25\baselineskip\relax
0pt \dimexpr0.5\textwidth+3.00\baselineskip\relax
0pt \dimexpr0.5\textwidth+3.0\baselineskip\relax
0pt \dimexpr0.5\textwidth+3.20\baselineskip\relax
0pt \dimexpr0.5\textwidth+3.5\baselineskip\relax
0pt \dimexpr0.5\textwidth+4.25\baselineskip\relax
0pt \dimexpr0.5\textwidth+6.0\baselineskip\relax
0pt \dimexpr0.5\textwidth+6.75\baselineskip\relax
0pt \textwidth
\noindent\lipsum[1]
\end{document}
Antwort1
Dies basiert auf einem Lochradius von 1,1 Zoll, um einen gewissen Spielraum zu bieten. Beachten Sie, dass es immer schwierig war, Lipsum zu trennen.
Ich habe versucht, die Einrichtung \holeshapemit pgfmath durchzuführen, aber das geht nicht \edef. Andererseits sollte es möglich sein, die Definition in eine Datei zu schreiben und wieder einzulesen.
\documentclass{article}
\usepackage{lipsum}
\usepackage{shapepar}
\usepackage{tikz}
\usepackage{showframe}
\marginparsep=0.5in
\def\holeshape{{14.375}% h center
{0}b{0}\\
{0}t{0}{28.75}\\
{1}t{0}{11.566}st{17.184}{11.566}\\
{2}t{0}{10.029}t{18.721}{10.029}\\
{3}t{0}{9.0941}t{19.655}{9.0941}\\
{4}t{0}{8.4684}t{20.281}{8.4684}\\
{5}t{0}{8.0593}t{20.690}{8.0593}\\
{6}t{0}{7.836}t{20.924}{7.826}\\
{7}t{0}{7.750}t{20.999}{7.750}\\
{8}t{0}{7.836}t{20.924}{7.826}\\
{9}t{0}{8.0593}t{20.690}{8.0593}\\
{10}t{0}{8.4684}t{20.281}{8.4684}\\
{11}t{0}{9.0941}t{19.655}{9.0941}\\
{12}t{0}{10.029}t{18.721}{10.029}\\
{13}t{0}{11.566}jt{17.184}{11.566}\\
{14}t{0}{28.75}\\
{16}t{0}{28.75}\\
{16}e{28.75}}
\begin{document}
By using \verb|\baselineskip| as the scale, one can use $\sqrt{r^2-n^2}$ for $n=0,1,\dots$
to compute the offset startng at the center.
radius = \pgfmathparse{1.1in/\baselineskip}\pgfmathresult\par
text width = \pgfmathparse{\textwidth/\baselineskip}\pgfmathresult
\noindent\begin{tikzpicture}[overlay,baseline=(origin)]
\coordinate (origin) at (0,3pt);% ad hoc fudge factor
\draw (0.5\textwidth,-7\baselineskip) circle[radius=1in];
\end{tikzpicture}%
\shapepar[\baselineskip]{\holeshape}\lipsum[1]
\end{document}
Antwort2
\documentclass{article}
\usepackage{lipsum}
\usepackage{shapepar}
\usepackage{tikz}
%\usepackage{showframe}
\marginparsep=0.5in
\def\holeshape{{14.375}% h center
{0}b{0}\\
{0}t{0}{28.75}\\
{1}t{0}{11.566}st{17.184}{11.566}\\
{2}t{0}{10.029}t{18.721}{10.029}\\
{3}t{0}{9.0941}t{19.655}{9.0941}\\
{4}t{0}{8.4684}t{20.281}{8.4684}\\
{5}t{0}{8.0593}t{20.690}{8.0593}\\
{6}t{0}{7.836}t{20.924}{7.826}\\
{7}t{0}{7.750}t{20.999}{7.750}\\
{8}t{0}{7.836}t{20.924}{7.826}\\
{9}t{0}{8.0593}t{20.690}{8.0593}\\
{10}t{0}{8.4684}t{20.281}{8.4684}\\
{11}t{0}{9.0941}t{19.655}{9.0941}\\
{12}t{0}{10.029}t{18.721}{10.029}\\
{13}t{0}{11.566}jt{17.184}{11.566}\\
{14}t{0}{28.75}\\
{16}t{0}{28.75}\\
{16}e{28.75}}
\begin{document}
By using \verb|\baselineskip| as the scale, one can use $\sqrt{r^2-n^2}$ for
$n=0,1,\dots$
to compute the offset starting at the center.
radius = \pgfmathparse{1.1in/\baselineskip}\pgfmathresult\par
text width = \pgfmathparse{\textwidth/\baselineskip}\pgfmathresult
\noindent\begin{tikzpicture}[overlay,baseline=(origin)]
\coordinate (origin) at (0,3pt);% ad hoc fudge factor
\fill [white] (0.5\textwidth,-7\baselineskip) circle[radius=1in];
\node[inner sep=0pt] (magmag2) at (6,-3)[opacity=1]
{\includegraphics[width=.4\textwidth]{magmag2.png}
};
\end{tikzpicture}%
\shapepar[\baselineskip]{\holeshape}\lipsum[1]
\end{document}
