I am trying to program a custom command which uses tcolorbox and I can't seem to set two options for fonttitle. I tried it in two different ways and none seems to work. You will find the difference in all of these if you scroll all to the right - look at the very end of the longest line.  This command doesn't work:  \newcommand{\vprasanje}[4]{ \begin{tcolorbox}[breakable,left=5mm,right=5mm,top=5mm,bottom=5mm,toptitle=0mm,bottomtitle=0mm,lefttitle=0mm,righttitle=0mm,boxrule=0.15mm,arc=0.25mm,colback=headcolor!2!white,colframe=headcolor!100!white,title=\refstepcounter{zap_stevilka_vprasanja}\label{#1}{\underline{\makebox[\textwidth]{\textbf{\glava \faBookmark~\arabic{zap_stevilka_vprasanja}:}~\textit{"{#2}"}\hfill\vphantom{Žg}}}}\newline{\makebox[\textwidth]{\hfill{\scriptsize \glava \faGraduationCap \uppercase{\textbf{Viri}}:~~\textit{#3}}}},fonttitle=\hypersetup{linkcolor=white},fonttitle=\hypersetup{urlcolor=white}] #4 \end{tcolorbox} }   This one doesn't either:   \newcommand{\vprasanje}[4]{ \begin{tcolorbox}[breakable,left=5mm,right=5mm,top=5mm,bottom=5mm,toptitle=0mm,bottomtitle=0mm,lefttitle=0mm,righttitle=0mm,boxrule=0.15mm,arc=0.25mm,colback=headcolor!2!white,colframe=headcolor!100!white,title=\refstepcounter{zap_stevilka_vprasanja}\label{#1}{\underline{\makebox[\textwidth]{\textbf{\glava \faBookmark~\arabic{zap_stevilka_vprasanja}:}~\textit{"{#2}"}\hfill\vphantom{Žg}}}}\newline{\makebox[\textwidth]{\hfill{\scriptsize \glava \faGraduationCap \uppercase{\textbf{Viri}}:~~\textit{#3}}}},fonttitle=\hypersetup{linkcolor=white,urlcolor=white}] #4 \end{tcolorbox} }   But this one does!  \newcommand{\vprasanje}[4]{ \begin{tcolorbox}[breakable,left=5mm,right=5mm,top=5mm,bottom=5mm,toptitle=0mm,bottomtitle=0mm,lefttitle=0mm,righttitle=0mm,boxrule=0.15mm,arc=0.25mm,colback=headcolor!2!white,colframe=headcolor!100!white,title=\refstepcounter{zap_stevilka_vprasanja}\label{#1}{\underline{\makebox[\textwidth]{\textbf{\glava \faBookmark~\arabic{zap_stevilka_vprasanja}:}~\textit{"{#2}"}\hfill\vphantom{Žg}}}}\newline{\makebox[\textwidth]{\hfill{\scriptsize \glava \faGraduationCap \uppercase{\textbf{Viri}}:~~\textit{#3}}}},fonttitle=\hypersetup{linkcolor=white,urlcolor=white}] #4 \end{tcolorbox} }   So is it impossible to change colors of url's and links at the same time?
If I use  \usepackage[colorlinks]{hyperref}   I get colored links for \cite (not good for printing or even viewing) but table of content looks fine.  If I use  \usepackage[colorlinks=false]{hyperref}   I get \cite  links in black with a colored frame (this looks very good) but the table of content looks strange with extra long boxes.  What are my other options? Can you have two styles in different parts of a document?   How do you make the page numbers in TOC to be the links instead of the section headers?
I improved an edit... but did I actually? I don't know how I did manage to do it.  I just ... Oh wait, did I do it actually? I actually simply approved it! You can see it . Apparently, I made no changes myself.  But now I'm struggling to understand how exactly was I able to do it, because in 79% of cases I am greeted with this message:        and in another 20%, this faked "improve" goes through (while I don't change completely anything) and I can haz a binding approval vote :D  And in other 1%,  it when I clicked improve (now I know ).  So it's definitely a bug, but I can't find the exact way of reproing.  Note: earlier there was actually a bug which allowed me to approve an edit by clicking improve and submitting with no changes, then it was fixed and for some time the message I've shown above stopped me constantly, and now there is another bug What is ground and what does it do? I have a mathematical problem with the following formula. The goal is to transform this equation to have a seperated real and imaginary part. I have already done this with several other equasions, but for this particualar one I don't know where to start.  I dont expect you to do the complete work of transforming for me, it would already be very nice if you could give me a hind on how you would start.  Thank you in advance!  C||RLC      This is my current progress:    My question is:  How can I get rid of the imaginary part jωC2*R?  When the denominator is completely real I can just split up the formula and have an imaginary and a real part. In the Lord of the Rings it is said     "In Eregion long ago many Elven-rings were made, magic rings as you   call them, and they were, course, of various kinds: some more potent   and some less. The lesser rings were only essays in the craft before   it was full-grown, and to the Elven-smiths they were but trifles — yet   still to my mind dangerous for mortals. But the Great Rings, the Rings   of Power, they were perilous.”   [LotR I 2 (60)]   There is a clear distinction here between the 20 Rings of Power in the Ring Rhyme (the 7,9,3,and 1) and these other rings. What happened to the "lesser rings"? Backup of clients' directory to Windows Server 2008 Determinant of a special $n\times n$ matrix If I'm standing at the equator, jump, and land 1 second later, the  Earth does NOT move 1000mph (or .28 miles per second) relative to me,  since my velocity while jumping is also 1000mph.   However, the Earth is moving in a circle (albeit a very large one),  while I, while jumping, am moving in a straight line.   How much do I move relative to my starting point because of this? I  realize it will be a miniscule amount, and not noticeable in practise,  but I'd be interested in the theoretical answer. Why does $\sum_1^\infty \frac1{n^3}=\frac52\sum_1^\infty\frac{(-1)^{n-1}}{n^3\binom{2n}{n}}$? Apery's original proof that $$ \zeta(3) \equiv \sum_1^\infty \frac1{n^3} $$ is irrational starts from an alternating series  $$ \zeta(3) = \frac52\sum_1^\infty\frac{(-1)^{n-1}}{n^3\binom{2n}{n}} $$  There must be a way to see that those two series are equal, but I have tried various telescoping and other techniques and I just can't see it. Help me out:       Show (preferably by reasonably elementary means) that$$\sum_1^\infty \frac1{n^3}=\frac52\sum_1^\infty\frac{(-1)^{n-1}}{n^3\binom{2n}{n}}$$ Ubuntu 20.04 Failed to Set MokListRT: Invalid Parameter I have a MacBook Pro and only use Ubuntu on it. I just upgraded from 18.04 to 20.04. Now when I start the computer it says: Failed to Set MokListRT: Invalid Parameter Could not create mokListRT: Invalid Parameter Importing MOK states has failed: import_mok_state() failed: Invalid Parameter Continuing boot since secure mode is disabled.  Does anyone know EXACTLY how I can fix this?? Step-by-step process I don't want to mess anything up trying to fix this. Deep cloning objects I want to do something like:  MyObject myObj = GetMyObj(); // Create and fill a new object MyObject newObj = myObj.Clone();   And then make changes to the new object that are not reflected in the original object.  I don't often need this functionality, so when it's been necessary, I've resorted to creating a new object and then copying each property individually, but it always leaves me with the feeling that there is a better or more elegant way of handling the situation.  How can I clone or deep copy an object so that the cloned object can be modified without any changes being reflected in the original object? Confused between Nested Quantifiers I am reading nested quantifiers. I am confused in between two cases,   1. Existential Quantifier before Universal Quantifier  2. Universal Quantifier before Existential Quantifier   I would be very thankful if someone highlights the difference between them and also give an example.   Thanks in advance. How to determine which window manager is running Is there any way (such as a command or environmental variable) to determine what window manager is the one actively running in the current session? I was wondering how to add plugins to my Minecraft server. I am using Bukkit, and the things I would like to be able to do is spawn stuff, teleport to other players, set home locations, have an in-game currency/shop and be able to teleport to homes. Changing text applied when duplicating file in Finder When duplicating files in the finder, OS X attaches a space followed by 'copy' to the file name. This can lead to some file alphabetizing problems and the copies may appear out of order (not directly subsequent to the original). Is there a way to change the appended text? I would prefer that it says '_1' or _copy. Thanks. Every time I touch an object a full-render starts I don't know what setting I switched, or what happened, but for some reason now every time I move, scale or rotate an object in the 3d View - blender starts a render. I am not talking about the 3d View being in "Rendered" mode. I am talking about the same behavior as when you click the "Render" button (switch to image editor, begin full render). This is driving me crazy and I can't seem to figure out how to turn it off or what I did to start it. It happens whether I use the mouse or keys. If I open a new document the behavior goes away so it is probably a preference setting(?) If you can help, I will be eternally grateful.  Thanks in advance. load() method deprecated? A doubt regarding change of variables in Double Integrals. So I have recently learnt to calculate &quot;Double Integrals&quot; and I have a doubt on change of variables. Lets say we are evaluating a double integral of the form I = $\int\int _R F(x,y) dx dy $ , where $F(x,y)$ is an integrable smooth function and $R$ is the region of integration in the $xy$ plane. Now I want to convert to polar co-ordinates $x(r,\theta)=r \cos(\theta)$ and $y(r,\theta) = r \sin(\theta)$. Now the region $R$ in the $xy$ palne can be suitably converted to some region $R'$ in the $r \theta$ plane. The function $F(x,y)$ may take the form of some smooth and integrable $G(r,\theta)$. My main doubt is with the change of the area element. According to my textbook, $dx dy = \frac{\partial (x,y)}{\partial(r,\theta)} = rdrd\theta$. So the area element in the $r\theta$ plane is $rdr d\theta$. Now I want to experiment a little bit with my understanding : I write $dx = d(r\cos\theta) = -r\sin\theta d\theta + \cos \theta dr$  and $dy = d(r\sin\theta)=r\cos\theta d\theta + \sin\theta dr $. And now I multiply the two expression for $dx$ and $dy$ : $dxdy= -r^2\sin\theta\cos\theta d\theta d\theta - r \sin^2 \theta drd\theta + r \cos^2 \theta dr d\theta + \sin \theta \cos\theta dr dr$. Why isn't this expression equal to $rdrd\theta$ ? The $d\theta d\theta$ and $dr dr$ terms look very odd to me. Am I commiting some abuse of notation or something ? Also there are no higher order terms like $dr dr d\theta$ which I can ignore. I am totally confused with all this. Can someone explain this to me a bit clearly? Thanks in Advance :). EDIT 1 : I know differentials are not the &quot;usual&quot; kind of algebraic quantities and we can't just add and multiply them casually. I am just multiplying $dx$ with $dy$ with the spirit of multiplying some $\delta x$ and $\delta y$ and letting both $\delta x$ and $\delta y$ tend to zero. EDIT 2 : Is there a branch of Mathematics where addition and multiplication of differentials is very common? Is there something like differential of a differential ? Trying to prove that $H=\langle a,b:a^{3}=b^{3}=(ab)^{3}=1\rangle$ is a group of infinite order. I'm trying to prove that the following group has infinite order: $$H=\langle a,b\mid a^{3}=b^{3}=(ab)^{3}=1\rangle.$$  Currently I'm checking on some cases using the relations, but my problem is the reducibility for large products.  Naively I started to check that $ab$ is different than $1,a,b$ and then $ba$ than $1,a,b,ab$, just to understand $H$ in some extent.   Now I'm wondering about some more effective method to prove that $|H|=\infty$, I'm tempted to look for an injection from some group of infinite order into $H$, but I'm still stuck.  More than asking for a solution I'd rather appreciate some hints or thoughts about it. Thanks a lot. I constantly see "everyday" being used in cases where the writer really means "every day". For example, here's a sentence from Google's eBooks documentation: "New titles are being added to Google eBooks everyday."  There is even a supermarket chain that has a large sign saying, "Low prices, everyday!"  Could someone, for the record, state the rule on this? How do I convert materials from Blender Internal to Cycles? I know this may be a tough or confusing question, but I have numerous existing materials I created and reuse for a project, which were all prepared for Blender Internal.  Now, I want to start the transition to Cycles, but I've hit a roadblock. How can I transition my materials without completely starting over? Or should I just forget it and start with fresh materials?