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EmbeddedObjects: fix character for centered dot

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git-svn-id: svn://svn.lyx.org/lyx/lyx-devel/trunk@19108 a592a061-630c-0410-9148-cb99ea01b6c8
This commit is contained in:
Uwe Stöhr 2007-07-18 00:18:54 +00:00
parent cc1a5a30f8
commit 552d4035eb
3 changed files with 19 additions and 17 deletions
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11
lib/doc/EmbeddedObjects.lyx
View File

@ -201,7 +201,8 @@
\bullet 3 2 7 -1 \bullet 3 2 7 -1
\tracking_changes false \tracking_changes false
\output_changes false \output_changes false
\author "Uwe Stöhr" \author ""
\author ""
\end_header \end_header
\begin_body \begin_body
@ -10924,7 +10925,7 @@ n
: :
\begin_inset Formula \begin{equation} \begin_inset Formula \begin{equation}
W_{g\, n}=(W_{g\,\mathrm{multicolumn}}+(1-n)·(12.4\,\mathrm{pt}))/n\label{eq:Wgn}\end{equation} W_{g\, n}=(W_{g\,\mathrm{multicolumn}}+(1-n)\cdot(12.4\,\mathrm{pt}))/n\label{eq:Wgn}\end{equation}
\end_inset \end_inset
@ -29594,7 +29595,7 @@ n
\begin_layout Standard \begin_layout Standard
\begin_inset Formula \begin{equation} \begin_inset Formula \begin{equation}
W_{\mathrm{tot}\, n}=n·(W_{g\, n}+2·\backslash\mbox{tabcolsep})+(n+1)·\backslash\mbox{arrayrulewidth}\label{eq:Wtot_n}\end{equation} W_{\mathrm{tot}\, n}=n\cdot(W_{g\, n}+2\cdot\backslash\mbox{tabcolsep})+(n+1)\cdot\backslash\mbox{arrayrulewidth}\label{eq:Wtot_n}\end{equation}
\end_inset \end_inset
@ -29643,7 +29644,7 @@ reference "eq:Wtot_n"
\begin_layout Standard \begin_layout Standard
\begin_inset Formula \begin{equation} \begin_inset Formula \begin{equation}
W_{\mathrm{tot\, mult}}=W_{g\,\mathrm{mult}}+2·\backslash\mbox{tabcolsep}+2·\backslash\mbox{arrayrulewidth}\label{eq:Wtot_mult}\end{equation} W_{\mathrm{tot\, mult}}=W_{g\,\mathrm{mult}}+2\cdot\backslash\mbox{tabcolsep}+2\cdot\backslash\mbox{arrayrulewidth}\label{eq:Wtot_mult}\end{equation}
\end_inset \end_inset
@ -29681,7 +29682,7 @@ n
\begin_layout Standard \begin_layout Standard
\begin_inset Formula \begin{equation} \begin_inset Formula \begin{equation}
W_{g\, n}=(W_{g\,\mathrm{mult}}+(1-n)·(2·\backslash\mbox{tabcolsep}+\backslash\mbox{arrayrulewidth}))/n\end{equation} W_{g\, n}=(W_{g\,\mathrm{mult}}+(1-n)\cdot(2\cdot\backslash\mbox{tabcolsep}+\backslash\mbox{arrayrulewidth}))/n\end{equation}
\end_inset \end_inset

12
lib/doc/de/EmbeddedObjects.lyx
View File

@ -203,8 +203,8 @@
\bullet 3 2 7 -1 \bullet 3 2 7 -1
\tracking_changes false \tracking_changes false
\output_changes false \output_changes false
\author "Hartmut Haase" hha4491@atomstromfrei.de \author ""
\author "Uwe Stöhr" uwestoehr@web.de \author ""
\end_header \end_header
\begin_body \begin_body
@ -11553,7 +11553,7 @@ n
sein soll, wie folgt: sein soll, wie folgt:
\begin_inset Formula \begin{equation} \begin_inset Formula \begin{equation}
W_{g\, n}=(W_{g\,\mathrm{multicolumn}}+(1-n)·(12.4\,\mathrm{pt}))/n\label{eq:Wgn}\end{equation} W_{g\, n}=(W_{g\,\mathrm{multicolumn}}+(1-n)\cdot(12.4\,\mathrm{pt}))/n\label{eq:Wgn}\end{equation}
\end_inset \end_inset
@ -30755,7 +30755,7 @@ Die Gesamtbreite von
\begin_layout Standard \begin_layout Standard
\begin_inset Formula \begin{equation} \begin_inset Formula \begin{equation}
W_{\mathrm{tot}\, n}=n·(W_{g\, n}+2·\backslash\mbox{tabcolsep})+(n+1)·\backslash\mbox{arrayrulewidth}\label{eq:Wtot_n}\end{equation} W_{\mathrm{tot}\, n}=n\cdot(W_{g\, n}+2\cdot\backslash\mbox{tabcolsep})+(n+1)\cdot\backslash\mbox{arrayrulewidth}\label{eq:Wtot_n}\end{equation}
\end_inset \end_inset
@ -30804,7 +30804,7 @@ reference "eq:Wtot_n"
\begin_layout Standard \begin_layout Standard
\begin_inset Formula \begin{equation} \begin_inset Formula \begin{equation}
W_{\mathrm{tot\, mult}}=W_{g\,\mathrm{mult}}+2·\backslash\mbox{tabcolsep}+2·\backslash\mbox{arrayrulewidth}\label{eq:Wtot_mult}\end{equation} W_{\mathrm{tot\, mult}}=W_{g\,\mathrm{mult}}+2\cdot\backslash\mbox{tabcolsep}+2\cdot\backslash\mbox{arrayrulewidth}\label{eq:Wtot_mult}\end{equation}
\end_inset \end_inset
@ -30842,7 +30842,7 @@ n
\begin_layout Standard \begin_layout Standard
\begin_inset Formula \begin{equation} \begin_inset Formula \begin{equation}
W_{g\, n}=(W_{g\,\mathrm{mult}}+(1-n)·(2·\backslash\mbox{tabcolsep}+\backslash\mbox{arrayrulewidth}))/n\end{equation} W_{g\, n}=(W_{g\,\mathrm{mult}}+(1-n)\cdot(2\cdot\backslash\mbox{tabcolsep}+\backslash\mbox{arrayrulewidth}))/n\end{equation}
\end_inset \end_inset

13
lib/doc/es/EmbeddedObjects.lyx
View File

@ -201,8 +201,9 @@
\bullet 3 2 7 -1 \bullet 3 2 7 -1
\tracking_changes false \tracking_changes false
\output_changes false \output_changes false
\author "Ignacio García" \author ""
\author "Uwe Stöhr" \author ""
\author ""
\end_header \end_header
\begin_body \begin_body
@ -10873,7 +10874,7 @@ n
: :
\begin_inset Formula \begin{equation} \begin_inset Formula \begin{equation}
W_{g\, n}=(W_{g\,\mathrm{multicolumn}}+(1-n)·(12.4\,\mathrm{pt}))/n\label{eq:Wgn}\end{equation} W_{g\, n}=(W_{g\,\mathrm{multicolumn}}+(1-n)\cdot(12.4\,\mathrm{pt}))/n\label{eq:Wgn}\end{equation}
\end_inset \end_inset
@ -29929,7 +29930,7 @@ n
\begin_layout Standard \begin_layout Standard
\begin_inset Formula \begin{equation} \begin_inset Formula \begin{equation}
W_{\mathrm{tot}\, n}=n·(W_{g\, n}+2·\backslash\mbox{tabcolsep})+(n+1)·\backslash\mbox{arrayrulewidth}\label{eq:Wtot_n}\end{equation} W_{\mathrm{tot}\, n}=n\cdot(W_{g\, n}+2\cdot\backslash\mbox{tabcolsep})+(n+1)\cdot\backslash\mbox{arrayrulewidth}\label{eq:Wtot_n}\end{equation}
\end_inset \end_inset
@ -29977,7 +29978,7 @@ reference "eq:Wtot_n"
\begin_layout Standard \begin_layout Standard
\begin_inset Formula \begin{equation} \begin_inset Formula \begin{equation}
W_{\mathrm{tot\, mult}}=W_{g\,\mathrm{mult}}+2·\backslash\mbox{tabcolsep}+2·\backslash\mbox{arrayrulewidth}\label{eq:Wtot_mult}\end{equation} W_{\mathrm{tot\, mult}}=W_{g\,\mathrm{mult}}+2\cdot\backslash\mbox{tabcolsep}+2\cdot\backslash\mbox{arrayrulewidth}\label{eq:Wtot_mult}\end{equation}
\end_inset \end_inset
@ -30015,7 +30016,7 @@ n
\begin_layout Standard \begin_layout Standard
\begin_inset Formula \begin{equation} \begin_inset Formula \begin{equation}
W_{g\, n}=(W_{g\,\mathrm{mult}}+(1-n)·(2·\backslash\mbox{tabcolsep}+\backslash\mbox{arrayrulewidth}))/n\end{equation} W_{g\, n}=(W_{g\,\mathrm{mult}}+(1-n)\cdot(2\cdot\backslash\mbox{tabcolsep}+\backslash\mbox{arrayrulewidth}))/n\end{equation}
\end_inset \end_inset