I have set up a documentclass like this  \documentclass[     11pt,                  % Font size     final,     cleardoublepage = plain, % just for page numbers on cleardoublepages     parskip=half,          % Half a line skipped between paragraphs     twoside,               % Two-sided document     openright,             % Chapters start on right pages     bibliography=totoc,    % Bibliography in ToC     listof=totoc,          % LoF and LoT in ToC     footsepline=0.4pt, ]{scrreprt}[2015/09/15]    % Use current version of KOMA-Script % Author and title of document  % Header and footer \usepackage[automark,headwidth=textwithmarginpar,footwidth=text,footsepline=0.4pt, headsepline=0.4pt:textwithmarginpar]{scrlayer-scrpage}  % Custom header and footer \usepackage{lastpage} %needed for page number \pagestyle{scrheadings} %\setfootsepline{.4pt} THAT DIDNT WORK__________________________________________ \renewcommand{\headfont}{\normalfont\sffamily} \makeatletter \renewcommand{\chaptermark}[1]{\markboth{\@chapapp~\thechapter~--~#1}{}} \makeatother \rohead{\rightmark} \lehead{\leftmark}   The footsepline appears, but only on pages wich a) contains text and b) arent the first page of a new chapter. How do I change that, so that footseplines appear on every page with a footer?
I'm trying to use scrlayer-scrpage with a twosided document using the scrartcl class but somehow can't manage to format the plain pagestyle in a way that is similar to the scrheadings style. I prepared the following MWE – thanks in advance!  \documentclass[12,a4paper,twoside]{scrartcl} \usepackage[automark,headsepline,footsepline,markcase=nouppercase]{scrlayer-scrpage} \renewcommand*{\sectionmarkformat}{} \renewcommand*{\subsectionmarkformat}{} \renewcommand*{\headfont}{\normalfont} \automark[subsection]{section} \chead{\leftmark} \cfoot{\pagemark} \ihead{} \ohead{} \ifoot{} \ofoot{}  \begin{document}  \pagestyle{scrheadings}  \section{Blah.}  Blah.  \newpage  \section{Blah.}  Blah.  \newpage  \pagestyle{plain.scrheadings}   \section{Blah.}  Blah.  \newpage  \section{Blah.}  Blah.  \end{document}
Split a string by spaces -- preserving quoted substrings -- in Python Can I put 700c tires on rims made for 27 x 1.25"? Books for Hyperbolic Geometry. I want to read hyperbolic geometry. Can any one suggest some good books on the topic. Thousands of .log files in Exchange 2007 Server folder I'm a bit of an Exchange admin noob so I don't know if this is normal, but on our Exchange 2007 server under C:\Program Files\Microsoft\Exchange Server\Mailbox\First Storage Group\ there are 30,000 1MB .log files.  I don't know if those should be there or not, but they keep multiplying like little jackrabbits.  I've so far resisted deleting them as I'm sure something would break, but it's come to the point now where our 80GB disk is completely full up and Exchange has stopped receiving messages.  My best guess is that these are transaction logs and would be useful in rebuilding the database should something go awry, but 30GB of transaction logging seems a bit excessive.  Is there a way to limit it or is that even a good idea?  And of course did I completely miss the point? network manager says "device not managed" I asked this question for many people/professors without getting a sufficient answer, why in QM Lebesgue spaces of second degree are assumed to be the one that corresponds to the Hilbert vector space of state functions, from where this arises? and why 2-order space that assumes the following inner product:  $\langle\phi|\psi\rangle =\int\phi^{*}\psi\,dx$  While there is many ways to define the inner product.  In Physics books, this always assumed as given, never explains it, also I tried to read some abstract math books on this things, and found some concepts like "Metric weight" that will be minimized in such spaces, even so I don't really understand what is behind that, so why $L_2$? what special about them? Who and how physicists understood that those are the one we need to use? How can I correct a reviewer's opinion? Find the equation of the plane passing through a point and a vector orthogonal I have come across this question that I need a tip for.     Find the equation (general form) of the plane passing through the point $P(3,1,6)$ that is orthogonal to the vector $v=(1,7,-2)$.   I would be able to do this if it said "parallel to the vector"  I would set the equation up as $(x,y,x) = (3,1,6) + t(1,7,-2)$ and go from there.  I don't get where I can get an orthogonal vector. Normally when I am finding an orthogonal vector I have two other vectors and do the cross product to find it.  I am thinking somehow I have to get three points on the plane, but I'm not sure how to go about doing that.  Any pointers?  thanks in advance. "This site is all about getting answers. It's not a discussion forum. There's no chit-chat." How do I remove an alias? I want to remove gs alias from my PC. When I type gs it will open GhostScript. But I checked everywhere in the home directory .alias  .bash_aliases .bashrc  I also overwrite the gs with my custom alias.   I can't remove it. And I also type alias in terminal, in the list I couldn't find it.   Please I want to remove it... How to disable "time travel" entirely? Every time I open a question I get this oh so funny 90s feel with scrollers and whatnots. In every question I need to click it off. The button seems to only work for the specific page I load; loading a different page shows the theme again.  Is this an attempt to keep people from using the site for a few days or how do I tell you "please never ever do anything like this if you want me to keep contributing here"? Yes I have no sense of humor if this is an attempt at that.  How do I turn off "time travel" (also known as "back to the future") mode off permanently, on all questions, and preferably network-wide? How can I have colored and underlined links with hyperref? How do you match only valid roman numerals with a regular expression? $C \otimes A \cong C \otimes B$ does not imply $A \cong B$ Let $R$ be a commutative unital ring and let $M$ be an $R$-module and let $S$ be a multiplicative subset of $R$.  Today I proved both of the following: $$ S^{-1} R\otimes_R S^{-1}M \cong S^{-1} M$$ and $$ S^{-1} R \otimes M \cong S^{-1} M$$  Now I'm slightly confused.      Either my proofs are wrong or $C \otimes A \cong C \otimes B$ does not imply $A \cong B$. But I can't come up with an example. Can someone give me an example? (Or tell me that my proofs are wrong.) I heard the following comment of Mr. Marco Rubio about Mr. Donald Trump on CBS’s “Face the Nation” in a clip in February 29th AP Radio News:  “There is never gonna be a time where the Republican Party rallies around and says you have to get out or anyone has to get out for purposes of rallying around Donald Trump. Donald Trump is not Republican Conservative. Donald Trump is trying to pull off the biggest scam in American political history.”  I thought I misheard “There is never gonna be a time where –“ for “There is never gonna be a time when –“ at first, because I was in understanding that time should be trailed by “when” as a relative noun or adverb. An English Japanese dictionary at hand (Readers English Japanese Dictionary published by Kenkyusha) provides “where” singly as a relative to refer the ‘place.’ However, my lookup of the following two sources endorsed that I heard it right:  Here is what is never going to happen in this race. There's never going to be a time where the Republican Party rallies around and says you have to get out or anyone has to get out for purposes of rallying around Donald..  “Here is what is never going to happen,” Rubio continued. “There's never going to be a time where the Republican Party rallies around and says you have to get out or anyone has to ...   Is it common, at least not uncommon to use “where” after “time” as a relative? What does it mean to "align" partitions? I am familiar with what partitions are, but I saw , and realised I didn't know what "aligned partitions" are.  So what does it mean to "align" partitions? What are the benefits, and the downsides? Can I sync bookmarks between Firefox and Chromium? So, Firefox has turned so resource intensive that my netbook can't run it without making me want to pull my hair out. Thus, I have been trying Chromium with quite some success (I have managed to find proper equivalents for my firefox plugins), the only thing I'm lacking is my bookmarks, which are stored in my Firefox Sync account. Point is I don't want to use Google Bookmarks, mostly because of the whole thing with encryption.  Is there any way to use Firefox Sync with Chromium?, or is there any secure alternative? Using cd command in Windows command line, can't navigate to D:\ This may be a silly question, and I think I have looked elsewhere to find the answer...  Might be a path issue, but when I open the command line and type from the C:\&gt;: cd D:\  I cannot get to the D drive.  Even if I type: cd D:\&lt;folder name&gt;  The command.exe will auto-complete the line with the tab key, so it knows where I'm at.  It just doesn't print to screen the result or actually get me there.  This problem exists for the network drives as well. Now, if I use the chdir (cd) command like this: chdir D: or cd d: I get the print out of the D:\ below the command but it still says I'm in the C:\. I feel like I'm missing something simple. User  answered the wonderful  question by mentioning the using keyword. Can you elaborate on that? What are the uses of using? View my questions with unaccepted answers There is this new acceptance rate feature that appears beneath my signature card when I ask a question.  How do I display all my questions with unaccepted answers? How can I easily see the list of questions that have not been checked as accepted?