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Date: Mon, 16 Mar 2015 10:41:01 -0400
From: Dylan Thurston <dpthurst@HIDDEN>
To: David Kastrup <dak@HIDDEN>
Subject: Re: bug#20115: 11.88; Preview images get mis-aligned
Message-ID: <20150316144101.GA10853@HIDDEN>
References: <20150316051122.GA9397@HIDDEN>
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On Mon, Mar 16, 2015 at 09:47:49AM +0100, David Kastrup wrote:
> You should have given more of a description than "mis-aligned". One of
> the most important features of preview-latex is that it aligns the
> baselines of graphics with the baselines of text, and I was looking for
> that at least 10 minutes.
Sorry about that!
> The actual problem is that images and previews get out of synch. In
> this case, it would be interesting to see whether there is any
> disruption in the _region_.pdf file that preview-latex generates as its
> image container. I suspect that there is some page inserted or deleted
> that should not be in the file.
preview-latex doesn't leave around a _region_.pdf by default. I've
attached the _region_.tex and _region_.log that preview-latex leaves,
and the _region_.pdf created by manually running pdflatex on _region_.tex.
--/9DWx/yDrRhgMJTb
Content-Type: text/x-tex; charset=us-ascii
Content-Disposition: attachment; filename="_region_.tex"
\message{ !name(t.tex)}\documentclass[12pt,draft]{amsart}
\usepackage{tikz}
\begin{document}
\message{ !name(t.tex) !offset(-3) }
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\end{document}
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./_region_.tex:10: Preview: Snippet 1 started.
<-><->
l.10 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
Preview: Tightpage -32891 -32891 32891 32891
./_region_.tex:10: Preview: Snippet 1 ended.(678606+196608x2633546).
<-><->
l.10 ...lies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
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./_region_.tex:13: Preview: Snippet 2 started.
<-><->
l.13 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:13: Preview: Snippet 2 ended.(537395+0x519368).
<-><->
l.13 $S$
does not behave as well under covers, but we still have
Not a real error.
[2]
./_region_.tex:14: Preview: Snippet 3 started.
<-><->
l.14 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:14: Preview: Snippet 3 ended.(775509+152916x455742).
<-><->
l.14 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
[3]
./_region_.tex:14: Preview: Snippet 4 started.
<-><->
l.14 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:14: Preview: Snippet 4 ended.(546132+152916x455742).
<-><->
l.14 ... if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[4]
./_region_.tex:14: Preview: Snippet 5 started.
<-><->
l.14 ...detilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:14: Preview: Snippet 5 ended.(775509+196608x9067912).
<-><->
l.14 ...e S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[5]
./_region_.tex:18: Preview: Snippet 6 started.
<-><->
l.18 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:18: Preview: Snippet 6 ended.(678606+196608x2633546).
<-><->
l.18 ...lies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[6]
./_region_.tex:21: Preview: Snippet 7 started.
<-><->
l.21 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:21: Preview: Snippet 7 ended.(537395+0x519368).
<-><->
l.21 $S$
does not behave as well under covers, but we still have
Not a real error.
[7]
./_region_.tex:22: Preview: Snippet 8 started.
<-><->
l.22 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:22: Preview: Snippet 8 ended.(775509+152916x455742).
<-><->
l.22 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
[8]
./_region_.tex:22: Preview: Snippet 9 started.
<-><->
l.22 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:22: Preview: Snippet 9 ended.(546132+152916x455742).
<-><->
l.22 ... if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[9]
./_region_.tex:22: Preview: Snippet 10 started.
<-><->
l.22 ...detilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:22: Preview: Snippet 10 ended.(775509+196608x9067912).
<-><->
l.22 ...e S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[10]
./_region_.tex:26: Preview: Snippet 11 started.
<-><->
l.26 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:26: Preview: Snippet 11 ended.(678606+196608x2633546).
<-><->
l.26 ...lies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[11]
./_region_.tex:29: Preview: Snippet 12 started.
<-><->
l.29 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:29: Preview: Snippet 12 ended.(537395+0x519368).
<-><->
l.29 $S$
does not behave as well under covers, but we still have
Not a real error.
[12]
./_region_.tex:30: Preview: Snippet 13 started.
<-><->
l.30 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:30: Preview: Snippet 13 ended.(775509+152916x455742).
<-><->
l.30 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
[13]
./_region_.tex:30: Preview: Snippet 14 started.
<-><->
l.30 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:30: Preview: Snippet 14 ended.(546132+152916x455742).
<-><->
l.30 ... if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[14]
./_region_.tex:30: Preview: Snippet 15 started.
<-><->
l.30 ...detilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:30: Preview: Snippet 15 ended.(775509+196608x9067912).
<-><->
l.30 ...e S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[15]
./_region_.tex:34: Preview: Snippet 16 started.
<-><->
l.34 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:34: Preview: Snippet 16 ended.(678606+196608x2633546).
<-><->
l.34 ...lies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[16]
./_region_.tex:37: Preview: Snippet 17 started.
<-><->
l.37 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:37: Preview: Snippet 17 ended.(537395+0x519368).
<-><->
l.37 $S$
does not behave as well under covers, but we still have
Not a real error.
[17]
./_region_.tex:38: Preview: Snippet 18 started.
<-><->
l.38 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:38: Preview: Snippet 18 ended.(775509+152916x455742).
<-><->
l.38 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
[18]
./_region_.tex:38: Preview: Snippet 19 started.
<-><->
l.38 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:38: Preview: Snippet 19 ended.(546132+152916x455742).
<-><->
l.38 ... if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[19]
./_region_.tex:38: Preview: Snippet 20 started.
<-><->
l.38 ...detilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:38: Preview: Snippet 20 ended.(775509+196608x9067912).
<-><->
l.38 ...e S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[20]
./_region_.tex:42: Preview: Snippet 21 started.
<-><->
l.42 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:42: Preview: Snippet 21 ended.(678606+196608x2633546).
<-><->
l.42 ...lies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[21]
./_region_.tex:45: Preview: Snippet 22 started.
<-><->
l.45 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:45: Preview: Snippet 22 ended.(537395+0x519368).
<-><->
l.45 $S$
does not behave as well under covers, but we still have
Not a real error.
[22]
./_region_.tex:46: Preview: Snippet 23 started.
<-><->
l.46 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:46: Preview: Snippet 23 ended.(775509+152916x455742).
<-><->
l.46 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
[23]
./_region_.tex:46: Preview: Snippet 24 started.
<-><->
l.46 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:46: Preview: Snippet 24 ended.(546132+152916x455742).
<-><->
l.46 ... if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[24]
./_region_.tex:46: Preview: Snippet 25 started.
<-><->
l.46 ...detilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:46: Preview: Snippet 25 ended.(775509+196608x9067912).
<-><->
l.46 ...e S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[25]
./_region_.tex:50: Preview: Snippet 26 started.
<-><->
l.50 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:50: Preview: Snippet 26 ended.(678606+196608x2633546).
<-><->
l.50 ...lies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[26]
./_region_.tex:53: Preview: Snippet 27 started.
<-><->
l.53 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:53: Preview: Snippet 27 ended.(537395+0x519368).
<-><->
l.53 $S$
does not behave as well under covers, but we still have
Not a real error.
[27]
./_region_.tex:54: Preview: Snippet 28 started.
<-><->
l.54 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:54: Preview: Snippet 28 ended.(775509+152916x455742).
<-><->
l.54 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
[28]
./_region_.tex:54: Preview: Snippet 29 started.
<-><->
l.54 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:54: Preview: Snippet 29 ended.(546132+152916x455742).
<-><->
l.54 ... if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[29]
./_region_.tex:54: Preview: Snippet 30 started.
<-><->
l.54 ...detilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:54: Preview: Snippet 30 ended.(775509+196608x9067912).
<-><->
l.54 ...e S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[30]
./_region_.tex:58: Preview: Snippet 31 started.
<-><->
l.58 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:58: Preview: Snippet 31 ended.(678606+196608x2633546).
<-><->
l.58 ...lies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[31]
./_region_.tex:61: Preview: Snippet 32 started.
<-><->
l.61 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:61: Preview: Snippet 32 ended.(537395+0x519368).
<-><->
l.61 $S$
does not behave as well under covers, but we still have
Not a real error.
[32]
./_region_.tex:62: Preview: Snippet 33 started.
<-><->
l.62 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:62: Preview: Snippet 33 ended.(775509+152916x455742).
<-><->
l.62 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
[33]
./_region_.tex:62: Preview: Snippet 34 started.
<-><->
l.62 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:62: Preview: Snippet 34 ended.(546132+152916x455742).
<-><->
l.62 ... if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[34]
./_region_.tex:62: Preview: Snippet 35 started.
<-><->
l.62 ...detilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:62: Preview: Snippet 35 ended.(775509+196608x9067912).
<-><->
l.62 ...e S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[35]
./_region_.tex:66: Preview: Snippet 36 started.
<-><->
l.66 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:66: Preview: Snippet 36 ended.(678606+196608x2633546).
<-><->
l.66 ...lies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[36]
./_region_.tex:69: Preview: Snippet 37 started.
<-><->
l.69 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:69: Preview: Snippet 37 ended.(537395+0x519368).
<-><->
l.69 $S$
does not behave as well under covers, but we still have
Not a real error.
[37]
./_region_.tex:70: Preview: Snippet 38 started.
<-><->
l.70 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:70: Preview: Snippet 38 ended.(775509+152916x455742).
<-><->
l.70 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
[38]
./_region_.tex:70: Preview: Snippet 39 started.
<-><->
l.70 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:70: Preview: Snippet 39 ended.(546132+152916x455742).
<-><->
l.70 ... if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[39]
./_region_.tex:70: Preview: Snippet 40 started.
<-><->
l.70 ...detilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:70: Preview: Snippet 40 ended.(775509+196608x9067912).
<-><->
l.70 ...e S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[40]
./_region_.tex:74: Preview: Snippet 41 started.
<-><->
l.74 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:74: Preview: Snippet 41 ended.(678606+196608x2633546).
<-><->
l.74 ...lies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[41]
./_region_.tex:77: Preview: Snippet 42 started.
<-><->
l.77 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:77: Preview: Snippet 42 ended.(537395+0x519368).
<-><->
l.77 $S$
does not behave as well under covers, but we still have
Not a real error.
[42]
./_region_.tex:78: Preview: Snippet 43 started.
<-><->
l.78 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:78: Preview: Snippet 43 ended.(775509+152916x455742).
<-><->
l.78 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
[43]
./_region_.tex:78: Preview: Snippet 44 started.
<-><->
l.78 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:78: Preview: Snippet 44 ended.(546132+152916x455742).
<-><->
l.78 ... if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[44]
./_region_.tex:78: Preview: Snippet 45 started.
<-><->
l.78 ...detilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:78: Preview: Snippet 45 ended.(775509+196608x9067912).
<-><->
l.78 ...e S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[45]
./_region_.tex:82: Preview: Snippet 46 started.
<-><->
l.82 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:82: Preview: Snippet 46 ended.(678606+196608x2633546).
<-><->
l.82 ...lies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[46]
./_region_.tex:85: Preview: Snippet 47 started.
<-><->
l.85 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:85: Preview: Snippet 47 ended.(537395+0x519368).
<-><->
l.85 $S$
does not behave as well under covers, but we still have
Not a real error.
[47]
./_region_.tex:86: Preview: Snippet 48 started.
<-><->
l.86 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:86: Preview: Snippet 48 ended.(775509+152916x455742).
<-><->
l.86 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
[48]
./_region_.tex:86: Preview: Snippet 49 started.
<-><->
l.86 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:86: Preview: Snippet 49 ended.(546132+152916x455742).
<-><->
l.86 ... if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[49]
./_region_.tex:86: Preview: Snippet 50 started.
<-><->
l.86 ...detilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:86: Preview: Snippet 50 ended.(775509+196608x9067912).
<-><->
l.86 ...e S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[50]
./_region_.tex:90: Preview: Snippet 51 started.
<-><->
l.90 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:90: Preview: Snippet 51 ended.(678606+196608x2633546).
<-><->
l.90 ...lies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[51]
./_region_.tex:93: Preview: Snippet 52 started.
<-><->
l.93 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:93: Preview: Snippet 52 ended.(537395+0x519368).
<-><->
l.93 $S$
does not behave as well under covers, but we still have
Not a real error.
[52]
./_region_.tex:94: Preview: Snippet 53 started.
<-><->
l.94 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:94: Preview: Snippet 53 ended.(775509+152916x455742).
<-><->
l.94 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[\...
Not a real error.
[53]
./_region_.tex:94: Preview: Snippet 54 started.
<-><->
l.94 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[\...
Not a real error.
./_region_.tex:94: Preview: Snippet 54 ended.(546132+152916x455742).
<-><->
l.94 ... if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[54]
./_region_.tex:94: Preview: Snippet 55 started.
<-><->
l.94 ...detilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:94: Preview: Snippet 55 ended.(775509+196608x9067912).
<-><->
l.94 ...e S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[55]
./_region_.tex:98: Preview: Snippet 56 started.
<-><->
l.98 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:98: Preview: Snippet 56 ended.(678606+196608x2633546).
<-><->
l.98 ...lies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[56]
./_region_.tex:101: Preview: Snippet 57 started.
<-><->
l.101 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:101: Preview: Snippet 57 ended.(537395+0x519368).
<-><->
l.101 $S$
does not behave as well under covers, but we still have
Not a real error.
[57]
./_region_.tex:102: Preview: Snippet 58 started.
<-><->
l.102 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:102: Preview: Snippet 58 ended.(775509+152916x455742).
<-><->
l.102 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
[58]
./_region_.tex:102: Preview: Snippet 59 started.
<-><->
l.102 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:102: Preview: Snippet 59 ended.(546132+152916x455742).
<-><->
l.102 ...if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[59]
./_region_.tex:102: Preview: Snippet 60 started.
<-><->
l.102 ...etilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:102: Preview: Snippet 60 ended.(775509+196608x9067912).
<-><->
l.102 ... S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[60]
./_region_.tex:106: Preview: Snippet 61 started.
<-><->
l.106 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:106: Preview: Snippet 61 ended.(678606+196608x2633546).
<-><->
l.106 ...ies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[61]
./_region_.tex:109: Preview: Snippet 62 started.
<-><->
l.109 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:109: Preview: Snippet 62 ended.(537395+0x519368).
<-><->
l.109 $S$
does not behave as well under covers, but we still have
Not a real error.
[62]
./_region_.tex:110: Preview: Snippet 63 started.
<-><->
l.110 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:110: Preview: Snippet 63 ended.(775509+152916x455742).
<-><->
l.110 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
[63]
./_region_.tex:110: Preview: Snippet 64 started.
<-><->
l.110 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:110: Preview: Snippet 64 ended.(546132+152916x455742).
<-><->
l.110 ...if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[64]
./_region_.tex:110: Preview: Snippet 65 started.
<-><->
l.110 ...etilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:110: Preview: Snippet 65 ended.(775509+196608x9067912).
<-><->
l.110 ... S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[65] [1]
./_region_.tex:114: Preview: Snippet 66 started.
<-><->
l.114 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:114: Preview: Snippet 66 ended.(678606+196608x2633546).
<-><->
l.114 ...ies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[66]
./_region_.tex:117: Preview: Snippet 67 started.
<-><->
l.117 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:117: Preview: Snippet 67 ended.(537395+0x519368).
<-><->
l.117 $S$
does not behave as well under covers, but we still have
Not a real error.
[67]
./_region_.tex:118: Preview: Snippet 68 started.
<-><->
l.118 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:118: Preview: Snippet 68 ended.(775509+152916x455742).
<-><->
l.118 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
[68]
./_region_.tex:118: Preview: Snippet 69 started.
<-><->
l.118 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:118: Preview: Snippet 69 ended.(546132+152916x455742).
<-><->
l.118 ...if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[69]
./_region_.tex:118: Preview: Snippet 70 started.
<-><->
l.118 ...etilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:118: Preview: Snippet 70 ended.(775509+196608x9067912).
<-><->
l.118 ... S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[70]
./_region_.tex:122: Preview: Snippet 71 started.
<-><->
l.122 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:122: Preview: Snippet 71 ended.(678606+196608x2633546).
<-><->
l.122 ...ies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[71]
./_region_.tex:125: Preview: Snippet 72 started.
<-><->
l.125 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:125: Preview: Snippet 72 ended.(537395+0x519368).
<-><->
l.125 $S$
does not behave as well under covers, but we still have
Not a real error.
[72]
./_region_.tex:126: Preview: Snippet 73 started.
<-><->
l.126 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:126: Preview: Snippet 73 ended.(775509+152916x455742).
<-><->
l.126 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
[73]
./_region_.tex:126: Preview: Snippet 74 started.
<-><->
l.126 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:126: Preview: Snippet 74 ended.(546132+152916x455742).
<-><->
l.126 ...if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[74]
./_region_.tex:126: Preview: Snippet 75 started.
<-><->
l.126 ...etilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:126: Preview: Snippet 75 ended.(775509+196608x9067912).
<-><->
l.126 ... S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[75]
./_region_.tex:130: Preview: Snippet 76 started.
<-><->
l.130 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:130: Preview: Snippet 76 ended.(678606+196608x2633546).
<-><->
l.130 ...ies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[76]
./_region_.tex:133: Preview: Snippet 77 started.
<-><->
l.133 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:133: Preview: Snippet 77 ended.(537395+0x519368).
<-><->
l.133 $S$
does not behave as well under covers, but we still have
Not a real error.
[77]
./_region_.tex:134: Preview: Snippet 78 started.
<-><->
l.134 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:134: Preview: Snippet 78 ended.(775509+152916x455742).
<-><->
l.134 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
[78]
./_region_.tex:134: Preview: Snippet 79 started.
<-><->
l.134 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:134: Preview: Snippet 79 ended.(546132+152916x455742).
<-><->
l.134 ...if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[79]
./_region_.tex:134: Preview: Snippet 80 started.
<-><->
l.134 ...etilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:134: Preview: Snippet 80 ended.(775509+196608x9067912).
<-><->
l.134 ... S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[80]
./_region_.tex:138: Preview: Snippet 81 started.
<-><->
l.138 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:138: Preview: Snippet 81 ended.(678606+196608x2633546).
<-><->
l.138 ...ies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[81]
./_region_.tex:141: Preview: Snippet 82 started.
<-><->
l.141 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:141: Preview: Snippet 82 ended.(537395+0x519368).
<-><->
l.141 $S$
does not behave as well under covers, but we still have
Not a real error.
[82]
./_region_.tex:142: Preview: Snippet 83 started.
<-><->
l.142 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:142: Preview: Snippet 83 ended.(775509+152916x455742).
<-><->
l.142 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
[83]
./_region_.tex:142: Preview: Snippet 84 started.
<-><->
l.142 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:142: Preview: Snippet 84 ended.(546132+152916x455742).
<-><->
l.142 ...if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[84]
./_region_.tex:142: Preview: Snippet 85 started.
<-><->
l.142 ...etilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:142: Preview: Snippet 85 ended.(775509+196608x9067912).
<-><->
l.142 ... S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[85]
./_region_.tex:146: Preview: Snippet 86 started.
<-><->
l.146 which implies that the sequence $
S[\phi_{k}]^{1/k}$
Not a real error.
./_region_.tex:146: Preview: Snippet 86 ended.(678606+196608x2633546).
<-><->
l.146 ...ies that the sequence $S[\phi_{k}]^{1/k}$
Not a real error.
[86]
./_region_.tex:149: Preview: Snippet 87 started.
<-><->
l.149 $
S$ does not behave as well under covers, but we still have
Not a real error.
./_region_.tex:149: Preview: Snippet 87 ended.(537395+0x519368).
<-><->
l.149 $S$
does not behave as well under covers, but we still have
Not a real error.
[87]
./_region_.tex:150: Preview: Snippet 88 started.
<-><->
l.150 that if $
\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:150: Preview: Snippet 88 ended.(775509+152916x455742).
<-><->
l.150 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[...
Not a real error.
[88]
./_region_.tex:150: Preview: Snippet 89 started.
<-><->
l.150 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[...
Not a real error.
./_region_.tex:150: Preview: Snippet 89 ended.(546132+152916x455742).
<-><->
l.150 ...if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
Not a real error.
[89]
./_region_.tex:150: Preview: Snippet 90 started.
<-><->
l.150 ...etilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
Not a real error.
./_region_.tex:150: Preview: Snippet 90 ended.(775509+196608x9067912).
<-><->
l.150 ... S[\widetilde \phi] \le \max(1,S[\phi])$
Not a real error.
[90]
\newlabel{tocindent-1}{0pt}
\newlabel{tocindent0}{0pt}
\newlabel{tocindent1}{0pt}
\newlabel{tocindent2}{0pt}
\newlabel{tocindent3}{0pt}
[2] )
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bug-auctex@HIDDEN:bug#20115; Package auctex.
Full text available.Received: (at 20115) by debbugs.gnu.org; 16 Mar 2015 09:19:55 +0000 From debbugs-submit-bounces <at> debbugs.gnu.org Mon Mar 16 05:19:55 2015 Received: from localhost ([127.0.0.1]:48073 helo=debbugs.gnu.org) by debbugs.gnu.org with esmtp (Exim 4.80) (envelope-from <debbugs-submit-bounces <at> debbugs.gnu.org>) id 1YXRBi-0005iJ-EQ for submit <at> debbugs.gnu.org; Mon, 16 Mar 2015 05:19:54 -0400 Received: from fencepost.gnu.org ([208.118.235.10]:34536) by debbugs.gnu.org with esmtp (Exim 4.80) (envelope-from <dak@HIDDEN>) id 1YXRBh-0005iB-2N for 20115 <at> debbugs.gnu.org; Mon, 16 Mar 2015 05:19:53 -0400 Received: from localhost ([127.0.0.1]:41841 helo=lola) by fencepost.gnu.org with esmtp (Exim 4.71) (envelope-from <dak@HIDDEN>) id 1YXRBg-00033g-9I; Mon, 16 Mar 2015 05:19:52 -0400 Received: by lola (Postfix, from userid 1000) id 66009E0470; Mon, 16 Mar 2015 09:47:49 +0100 (CET) From: David Kastrup <dak@HIDDEN> To: Dylan Thurston <dpthurst@HIDDEN> Subject: Re: bug#20115: 11.88; Preview images get mis-aligned References: <20150316051122.GA9397@HIDDEN> Date: Mon, 16 Mar 2015 09:47:49 +0100 In-Reply-To: <20150316051122.GA9397@HIDDEN> (Dylan Thurston's message of "Mon, 16 Mar 2015 01:11:22 -0400") Message-ID: <87ioe1gwga.fsf@HIDDEN> User-Agent: Gnus/5.13 (Gnus v5.13) Emacs/25.0.50 (gnu/linux) MIME-Version: 1.0 Content-Type: text/plain X-Spam-Score: -5.0 (-----) X-Debbugs-Envelope-To: 20115 Cc: 20115 <at> debbugs.gnu.org X-BeenThere: debbugs-submit <at> debbugs.gnu.org X-Mailman-Version: 2.1.15 Precedence: list List-Id: <debbugs-submit.debbugs.gnu.org> List-Unsubscribe: <https://debbugs.gnu.org/cgi-bin/mailman/options/debbugs-submit>, <mailto:debbugs-submit-request <at> debbugs.gnu.org?subject=unsubscribe> List-Archive: <https://debbugs.gnu.org/cgi-bin/mailman/private/debbugs-submit/> List-Post: <mailto:debbugs-submit <at> debbugs.gnu.org> List-Help: <mailto:debbugs-submit-request <at> debbugs.gnu.org?subject=help> List-Subscribe: <https://debbugs.gnu.org/cgi-bin/mailman/listinfo/debbugs-submit>, <mailto:debbugs-submit-request <at> debbugs.gnu.org?subject=subscribe> Errors-To: debbugs-submit-bounces <at> debbugs.gnu.org Sender: "Debbugs-submit" <debbugs-submit-bounces <at> debbugs.gnu.org> X-Spam-Score: -5.0 (-----) Dylan Thurston <dpthurst@HIDDEN> writes: > On certain documents, the preview images become misaligned with the > text. The exact circumstances are a bit of a mystery to me. I've > attached an example that's as minimal as I could make it. Some > features that are necessary for bad behaviour on my system: > > * Removing the TiKz library makes the bug disappear (even though TiKz > is not used in this snippet). > > * Removing the duplicates of the text makes the bug disappear. > > * Removing the "proof" environments makes the bug disappear. > > * Removing some of the text that does not involve any math mode or > preview images makes the bug disappear. > > On my system, starting with the 13th copy of the text, the images are > mis-aligned. I've attached a screenshot showing versions just before > and just after the bug triggers. You should have given more of a description than "mis-aligned". One of the most important features of preview-latex is that it aligns the baselines of graphics with the baselines of text, and I was looking for that at least 10 minutes. The actual problem is that images and previews get out of synch. In this case, it would be interesting to see whether there is any disruption in the _region_.pdf file that preview-latex generates as its image container. I suspect that there is some page inserted or deleted that should not be in the file. -- David Kastrup
bug-auctex@HIDDEN:bug#20115; Package auctex.
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Date: Mon, 16 Mar 2015 01:11:22 -0400
From: Dylan Thurston <dpthurst@HIDDEN>
To: bug-auctex@HIDDEN
Subject: 11.88; Preview images get mis-aligned
Message-ID: <20150316051122.GA9397@HIDDEN>
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On certain documents, the preview images become misaligned with the
text. The exact circumstances are a bit of a mystery to me. I've
attached an example that's as minimal as I could make it. Some
features that are necessary for bad behaviour on my system:
* Removing the TiKz library makes the bug disappear (even though TiKz
is not used in this snippet).
* Removing the duplicates of the text makes the bug disappear.
* Removing the "proof" environments makes the bug disappear.
* Removing some of the text that does not involve any math mode or
preview images makes the bug disappear.
On my system, starting with the 13th copy of the text, the images are
mis-aligned. I've attached a screenshot showing versions just before
and just after the bug triggers.
Please let me know if I can provide any more information.
Emacs : GNU Emacs 24.4.1 (x86_64-pc-linux-gnu, GTK+ Version 3.14.5)
of 2014-12-09 on gaia, modified by Debian
Package: 11.88
Run buffer contents:
Running `Preview-LaTeX' on `_region_' with ``pdflatex -file-line-error "\nonstopmode\nofiles\PassOptionsToPackage{active,tightpage,auctex}{preview}\AtBeginDocument{\ifx\ifPreview\undefined\RequirePackage[displaymath,floats,graphics,textmath,sections]{preview}[2004/11/05]\fi}" "\input" _region_.tex''
This is pdfTeX, Version 3.14159265-2.6-1.40.15 (TeX Live 2015/dev/Debian) (preloaded format=pdflatex)
restricted \write18 enabled.
entering extended mode
LaTeX2e <2014/05/01>
Babel <3.9l> and hyphenation patterns for 4 languages loaded.
No auxiliary output files.
(./_region_.tex !name(t.tex)
(/usr/share/texlive/texmf-dist/tex/latex/amscls/amsart.cls
Document Class: amsart 2009/07/02 v2.20.1
Class amsart Warning: When the draft option is used, the \includegraphics
(amsart) command will print blank placeholder boxes
(amsart) for the graphics.
(/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsmath.sty
For additional information on amsmath, use the `?' option.
(/usr/share/texlive/texmf-dist/tex/latex/amsmath/amstext.sty
(/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsgen.sty))
(/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsbsy.sty)
(/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsopn.sty))
(/usr/share/texlive/texmf-dist/tex/latex/amsfonts/umsa.fd)
(/usr/share/texlive/texmf-dist/tex/latex/amsfonts/amsfonts.sty))
(/usr/share/texlive/texmf-dist/tex/latex/pgf/frontendlayer/tikz.sty
(/usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgf.sty
(/usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfrcs.sty
(/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-common.tex
(/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-common-lists.t
ex)) (/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-latex.def
(/usr/share/texlive/texmf-dist/tex/latex/ms/everyshi.sty))
(/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfrcs.code.tex))
(/usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgfcore.sty
(/usr/share/texlive/texmf-dist/tex/latex/graphics/graphicx.sty
(/usr/share/texlive/texmf-dist/tex/latex/graphics/keyval.sty)
(/usr/share/texlive/texmf-dist/tex/latex/graphics/graphics.sty
(/usr/share/texlive/texmf-dist/tex/latex/graphics/trig.sty)
(/usr/share/texlive/texmf-dist/tex/latex/latexconfig/graphics.cfg)
(/usr/share/texlive/texmf-dist/tex/latex/pdftex-def/pdftex.def
(/usr/share/texlive/texmf-dist/tex/generic/oberdiek/infwarerr.sty)
(/usr/share/texlive/texmf-dist/tex/generic/ob...
[...]
...i$ is a cover of $\phi$, then $S[\phi] \le S[...
./_region_.tex:150: Preview: Snippet 88 ended.(775509+152916x455742).
<-><->
l.150 that if $\widetilde \phi$
is a cover of $\phi$, then $S[\phi] \le S[...
[88]
./_region_.tex:150: Preview: Snippet 89 started.
<-><->
l.150 that if $\widetilde \phi$ is a cover of $
\phi$, then $S[\phi] \le S[...
./_region_.tex:150: Preview: Snippet 89 ended.(546132+152916x455742).
<-><->
l.150 ...if $\widetilde \phi$ is a cover of $\phi$
, then $S[\phi] \le S[\wid...
[89]
./_region_.tex:150: Preview: Snippet 90 started.
<-><->
l.150 ...etilde \phi$ is a cover of $\phi$, then $
S[\phi] \le S[\widetilde ...
./_region_.tex:150: Preview: Snippet 90 ended.(775509+196608x9067912).
<-><->
l.150 ... S[\widetilde \phi] \le \max(1,S[\phi])$
[90]
\newlabel{tocindent-1}{0pt}
\newlabel{tocindent0}{0pt}
\newlabel{tocindent1}{0pt}
\newlabel{tocindent2}{0pt}
\newlabel{tocindent3}{0pt}
[2] )
(see the transcript file for additional information)</usr/share/texlive/texmf-d
ist/fonts/type1/public/amsfonts/cm/cmex10.pfb></usr/share/texlive/texmf-dist/fo
nts/type1/public/amsfonts/cm/cmmi12.pfb></usr/share/texlive/texmf-dist/fonts/ty
pe1/public/amsfonts/cm/cmmi8.pfb></usr/share/texlive/texmf-dist/fonts/type1/pub
lic/amsfonts/cm/cmr12.pfb></usr/share/texlive/texmf-dist/fonts/type1/public/ams
fonts/cm/cmr8.pfb></usr/share/texlive/texmf-dist/fonts/type1/public/amsfonts/cm
/cmr9.pfb></usr/share/texlive/texmf-dist/fonts/type1/public/amsfonts/cm/cmsy10.
pfb></usr/share/texlive/texmf-dist/fonts/type1/public/amsfonts/cm/cmti12.pfb></
usr/share/texlive/texmf-dist/fonts/type1/public/amsfonts/symbols/msam10.pfb>
Output written on _region_.pdf (92 pages, 94391 bytes).
Transcript written on _region_.log.
TeX Output exited as expected with code 1 at Mon Mar 16 00:57:18
Running `Preview-PDF2DSC' with ``pdf2dsc _region_.pdf _region_.prv/tmp24890l_Y/preview.dsc''
Preview-PDF2DSC finished at Mon Mar 16 00:57:18
Running `Preview-Ghostscript' with ``/usr/bin/gs -dOutputFile\=\(_region_.prv/tmp24890l_Y/pr1-\%d.png\) -q -dDELAYSAFER -dNOPAUSE -DNOPLATFONTS -dPrinted -dTextAlphaBits\=4 -dGraphicsAlphaBits\=4 -sDEVICE\=png16m -r102.048x102.132''
Preview-Ghostscript finished at Mon Mar 16 00:57:19
current state:
==============
(setq
AUCTeX-version "2014-11-01"
LaTeX-command-style '((""
"%(PDF)%(latex) %(file-line-error) %(extraopts) %S%(PDFout)")
)
image-types '(svg imagemagick png gif tiff jpeg xpm xbm pbm postscript)
preview-image-type 'dvipng
preview-image-creators '((dvipng
(open preview-gs-open preview-dvipng-process-setup)
(place preview-gs-place)
(close preview-dvipng-close))
(png (open preview-gs-open) (place preview-gs-place)
(close preview-gs-close))
(jpeg (open preview-gs-open) (place preview-gs-place)
(close preview-gs-close))
(pnm (open preview-gs-open) (place preview-gs-place)
(close preview-gs-close))
(tiff (open preview-gs-open) (place preview-gs-place)
(close preview-gs-close))
)
preview-dvipng-image-type 'png
preview-dvipng-command "dvipng -picky -noghostscript %d -o \"%m/prev%%03d.png\""
preview-pdf2dsc-command "pdf2dsc %s.pdf %m/preview.dsc"
preview-gs-command "/usr/bin/gs"
preview-gs-options '("-q" "-dDELAYSAFER" "-dNOPAUSE" "-DNOPLATFONTS"
"-dPrinted" "-dTextAlphaBits=4" "-dGraphicsAlphaBits=4")
preview-gs-image-type-alist '((png png "-sDEVICE=png16m")
(dvipng png "-sDEVICE=png16m")
(jpeg jpeg "-sDEVICE=jpeg")
(pnm pbm "-sDEVICE=pnmraw")
(tiff tiff "-sDEVICE=tiff12nc"))
preview-fast-conversion t
preview-prefer-TeX-bb nil
preview-dvips-command "dvips -Pwww -i -E %d -o %m/preview.000"
preview-fast-dvips-command "dvips -Pwww %d -o %m/preview.ps"
preview-scale-function 1.0
preview-LaTeX-command '("%`%l \"\\nonstopmode\\nofiles\\PassOptionsToPackage{"
("," . preview-required-option-list)
"}{preview}\\AtBeginDocument{\\ifx\\ifPreview\\undefined" preview-default-preamble "\\fi}\"%' %t")
preview-required-option-list '("active" "tightpage" "auctex"
(preview-preserve-counters "counters"))
preview-preserve-counters nil
preview-default-option-list '("displaymath" "floats" "graphics" "textmath"
"sections")
preview-default-preamble '("\\RequirePackage["
("," . preview-default-option-list)
"]{preview}[2004/11/05]")
preview-LaTeX-command-replacements nil
preview-dump-replacements '(preview-LaTeX-command-replacements
("\\`\\([^ ]+\\)\\(\\( +-\\([^ \\\\\"]\\|\\\\\\.\\|\"[^\"]*\"\\)*\\)*\\)\\(.*\\)\\'" "\\1 -ini -interaction=nonstopmode \"&\\1\" " preview-format-name ".ini \\5")
)
preview-undump-replacements '(("\\`\\([^ ]+\\) .*? \"\\\\input\" \\(.*\\)\\'"
"\\1 -interaction=nonstopmode \"&"
preview-format-name "\" \\2")
)
preview-auto-cache-preamble 'ask
preview-TeX-style-dir nil
)
Output from running `/usr/bin/gs -h':
GPL Ghostscript 9.06 (2012-08-08)
Copyright (C) 2012 Artifex Software, Inc. All rights reserved.
Usage: gs [switches] [file1.ps file2.ps ...]
Most frequently used switches: (you can use # in place of =)
-dNOPAUSE no pause after page | -q `quiet', fewer messages
-g<width>x<height> page size in pixels | -r<res> pixels/inch resolution
-sDEVICE=<devname> select device | -dBATCH exit after last file
-sOutputFile=<file> select output file: - for stdout, |command for pipe,
embed %d or %ld for page #
Input formats: PostScript PostScriptLevel1 PostScriptLevel2 PostScriptLevel3 PDF
Default output device: x11alpha
Available devices:
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Search path:
/usr/share/ghostscript/9.06/Resource/Init :
/usr/share/ghostscript/9.06/lib :
/usr/share/ghostscript/9.06/Resource/Font :
/usr/share/ghostscript/fonts : /var/lib/ghostscript/fonts :
/usr/share/cups/fonts : /usr/share/ghostscript/fonts :
/usr/local/lib/ghostscript/fonts : /usr/share/fonts
For more information, see /usr/share/doc/ghostscript/Use.htm.
On debian system you may need to install ghostscript-doc package.
Please report bugs to bugs.ghostscript.com.
--n8g4imXOkfNTN/H1
Content-Type: text/x-tex; charset=us-ascii
Content-Disposition: attachment; filename="t.tex"
\documentclass[12pt,draft]{amsart}
\usepackage{tikz}
\begin{document}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\begin{proof}
which implies that the sequence $S[\phi_{k}]^{1/k}$
converges. (It is close to a decreasing sequence.)
For surfaces,
$S$ does not behave as well under covers, but we still have
that if $\widetilde \phi$ is a cover of $\phi$, then $S[\phi] \le S[\widetilde \phi] \le \max(1,S[\phi])$
\end{proof}
\end{document}
%%% Local Variables:
%%% mode: latex
%%% TeX-master: t
%%% End:
--n8g4imXOkfNTN/H1
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SUVORK5CYII=
--n8g4imXOkfNTN/H1--
Dylan Thurston <dpthurst@HIDDEN>:bug-auctex@HIDDEN.
Full text available.bug-auctex@HIDDEN:bug#20115; Package auctex.
Full text available.
GNU bug tracking system
Copyright (C) 1999 Darren O. Benham,
1997 nCipher Corporation Ltd,
1994-97 Ian Jackson.