What's the name of that anime that had necklace and gems that summoned fighters
Anime with a boy hiring a creature from a stone, meets a man named Dante and starts a journey to collect crystals
Is there any easy way on Windows to log %CPU time per process over time to a file for later analysis?  As far as I can see...   Task manager shows me the %CPU per process but only visually - no way to save to a file. Perfmon will let me save to a file, and will additionally create a time-based file (taking snapshots at specified time intervals) - which is almost what I want, except that as far as I can see it can't break down the %CPU by process. Process Explorer will let me break down by process, but it will only save the file as a snapshot of a single point in time   So, none of these are quite what I need: I need to get a file that contains something like 'top 10 processes by CPU, every 15 seconds, until I stop the monitoring' The reason I need this because I have a machine on which some process is causing occasional brief spikes in CPU usage several times a day and I need to find out which process is the culprit.    Can anything do that, or have I missed some feature of perfmon or process explorer? creating variable using variable value as part of new variable name I'm trying to create a new variable using the value of an existing variable as part of the variable name.  filemsg"$word1"=" "   I've also tried   filemsg$word1=" "  filemsg${word1}=" "   on all attempts I get the following when that line executes,  cicserrors.sh[45]: filemsgCICS= : not found [No such file or directory] How can we prove that $N_G(H)=H$ implies $N_{f(G)}(f(H))=f(H)$ Given two separate annulus with centers $[C_1,C_2]$ and their corresponding radii being $[R_1,r_1]$ and $[R_2,r_2]$ respectively, larger radius being $R$. There are methods to look at whether they are overlapping or not. If they overlap how to find the overlapping area. Is there any close form expression for it?  equation of first annulus   $r_1^2&lt;(x-x_{c1})^2 + (y-y_{c1})^2 &lt;R_1^2$   equation of second annulus  $r_2^2&lt;(x-x_{c2})^2 + (y-y_{c2})^2 &lt;R_2^2$  If there are three circles overlapping, we get overlapping area as solution to set of 4 in-equations by least squares approach(Though we don't end up getting total area but, area within tangents of circles ). Returning an unevaluated expression with values substituted in How to convert a single char into an int If $f$ is entire and $|f|\geq 1$, then show $f$ is constant. I know I'm going to use Liouville's Theorem, but my main question is why is $1/|f(z)|$ entire as well if $f$ is entire? Is this just a basic property: if $f$ is entire, then $1/f$ is entire? Thanks for the help. Evaluating $\lim_{n \to \infty} (1 + 1/n)^{n}$ I was recently thinking about how I could evaluate the famous limit of 'e' as I haven't ever seen a proof. I can't really find anything online so I've tried to evaluate the limit myself. And I was also thinking it would be nonsensical to use L'Hopital's rule, am I right?  So I did the following:  $$\lim_{n \to \infty} \left(1 + \frac{1}{n} \right)^{n} = \exp \left(\lim_{n \to \infty} n \cdot \ln \left(1 + \frac{1}{n} \right) \right)$$  $$=\lim_{n \to \infty} \exp \left( n \cdot \left( \frac{1}{n} - \frac{(1/n)^{2}}{2} + \cdots \right) \right)$$  $$= \lim_{n \to \infty} \exp \left( 1 - \frac{(1/n)}{2} + \cdots \right)$$  $$= e$$  I am not sure, is my logic correct or does it create circularity by taking logarithms and assuming $$f(x) = \exp \left( \ln f(x) \right)$$ ? I am interested in determining the ages of all 70+ my servers. I would like to create a growth graph showing when servers and databases were added to the environment either/both monthly or annually. I executed the following query using the SSMS multi-query feature with only partial success.  SELECT [name], create_date FROM sys.databases   It's partial success because the master and model databases return with a date of 'April 8, 2003' when I know that I created some of these servers during the past couple years.  I refresh databases from one server to another several times a week, which appears to be causing issues with the database create date.   Is there a simple method to determine the actual create date for both servers and databases? How can I reliably and accurately identify the passive voice in writing or speech? I'm not interested in advice about whether or not to use it yet... I just want to know for sure what it is, so that I don't look as stupid as . Is there a Stack Exchange site for both technical and behavioural interview questions? Where I could ask questions about, for example:   Sample questions and solutions, experiences, or seeking advice for interviews A place where I could ask interview questions and what the best way to answer it (not just a correct way or the most efficient).   What to do in a certain situation such as negotiation, unfair interviews, etc.   Experiences interviewing at so-and-so company. Aligning multiple figures/tikzpicture vertically and horizontally I'm trying to align four figures vertically and horizontally. But I couldn't get it right in spite of repeated tweaks.  Can someone help me out?   Here is a MWE -- there are no errors, but the figures don't come out scaled properly.  \documentclass[12pt]{llncs}  \usepackage{fullpage} \usepackage{graphicx}  \pdfoutput=1 \usepackage{epsf} \usepackage{epsfig} \usepackage{epstopdf} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsmath} \usepackage{latexsym} \usepackage[all]{xy} %\pagestyle{empty} \pagestyle{plain} %\usepackage{algorithmic} %\usepackage{algorithm} \usepackage{hyperref} \usepackage{nameref} %\usepackage{MnSymbol} \usepackage{tikz} \usepackage{caption} \usepackage{subfig}  \begin{document}  \begin{figure} \captionsetup[subfigure]{width=2in} \begin{minipage}[t][4em][s]{.5\textwidth} \subfloat[First]{ %\begin{subfigure}[b]{\textwidth} \begin{tikzpicture}[every node/.style={circle, draw, scale=1.0, fill=gray!50}, scale=1.0, rotate = 180, xscale = -1]  \node (1) at (0, 0) {$a$}; \node (2) at (3.0, 0) {$s$}; \node (3) at (4.5, 0) {$s'$}; \node (4) at (7.5, 0) {$t'$}; \node (5) at (9.0, 0) {$t$}; \node (6) at (12.0, 0) {$b$};   \draw[-&gt;] (1) -- (2); \draw[-&gt;] (2) -- (3); \draw[-&gt;] (3) -- (4); \draw[-&gt;] (4) -- (5); %\draw (8) -- (7); \draw[-&gt;] (5) -- (6);  \end{tikzpicture} %\label{fig:sto} } %%\qquad % %\bigskip % \subfloat[Second]{ \label{fig:st} %\begin{subfgure}[b]{\textwidth} \begin{tikzpicture}[every node/.style={circle, draw, scale=1.0, fill=gray!50}, scale=1.0, rotate = 180, xscale = -1]  \node (1) at (0, 0) {$a$}; \node (2) at (3.0, 0) {$s$}; \node (3) at (4.5, 0) {$s'$}; \node (4) at (7.5, 0) {$t'$}; \node (5) at (9.0, 0) {$t$}; \node (6) at (12.0, 0) {$b$};   \draw[-&gt;] (1) -- (2); \draw[thick, dashed, -&gt;] (2) to[out=-100,in=-150] (1); %\draw (3) -- (2); \draw[-&gt;] (3) -- (4); \draw[thick, dashed, -&gt;] (4) to[out=-100,in=-150] (3); %\draw (5) -- (4); \draw[thick, dashed, -&gt;] (2) to[out=-250,in=-350] (4); \draw[thick, dashed, -&gt;] (3) to[out=100,in=150] (1);     %\draw (8) -- (7); \draw[-&gt;] (5) -- (6); \draw[thick, dashed, -&gt;] (6) to[out=-100,in=-150] (5);   \end{tikzpicture} } \end{minipage} \begin{minipage}[t][4em][s]{0.5\textwidth} \subfloat[Third]{ %\begin{subfigure}[b]{\textwidth} %\centering \begin{tikzpicture}[every node/.style={circle, draw, scale=1.0, fill=gray!50}, scale=1.0, rotate = 180, xscale = -1]  \node (1) at (0, 0) {$a$}; \node (2) at (3.0, 0) {$t$}; \node (3) at (4.5, 0) {$t'$}; \node (4) at (7.5, 0) {$s'$}; \node (5) at (9.0, 0) {$s$}; \node (6) at (12.0, 0) {$b$};   \draw[-&gt;] (1) -- (2); \draw[-&gt;] (2) -- (3); \draw[-&gt;] (3) -- (4); \draw[-&gt;] (4) -- (5); %\draw (8) -- (7); \draw[-&gt;] (5) -- (6);   \end{tikzpicture} } %%\qquad % \subfloat[Fourth]{ \label{fig:ts} %\begin{subfigure} \begin{tikzpicture}[every node/.style={circle, draw, scale=1.0, fill=gray!50}, scale=1.0, rotate = 180, xscale = -1]  \node (1) at (0, 0) {$a$}; \node (2) at (3.0, 0) {$t$}; \node (3) at (4.5, 0) {$t'$}; \node (4) at (7.5, 0) {$s'$}; \node (5) at (9.0, 0) {$s$}; \node (6) at (12.0, 0) {$b$};   \draw[-&gt;] (1) -- (2); \draw[thick, dashed, -&gt;] (4) to[out=-100,in=-150] (1); %\draw (3) -- (2); \draw[-&gt;] (3) -- (4); \draw[thick, dashed, -&gt;] (5) to[out=100,in=150] (1); %\draw (5) -- (4); \draw[thick, dashed, -&gt;] (2) to[out=100,in=150] (5); \draw[thick, dashed, -&gt;] (4) to[out=-100,in=-160] (2);   %\draw (8) -- (7); \draw[-&gt;] (5) -- (6); \draw[thick, dashed, -&gt;] (6) to[out=100,in=150] (3);  \end{tikzpicture} } \end{minipage} \end{figure} \end{document} Good reasons to prohibit inheritance in Java? What are good reasons to prohibit inheritance in Java, for example by using final classes or classes using a single, private parameterless constructor? What are good reasons of making a method final? Using launchd to update MacPorts I want to use launchd to update my MacPorts tree periodically (i.e. port selfupdate.  I have created /Library/LaunchDaemons/org.macports.selfupdate.plist:   $ ls -l /Library/LaunchDaemons/org.macports.selfupdate.plist -rw-r--r--  1 root  wheel  669  8 Nov 12:49 /Library/LaunchDaemons/org.macports.selfupdate.plist   It has the following contents:   &lt;?xml version="1.0" encoding="UTF-8"?&gt; &lt;!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd"&gt; &lt;plist version="1.0"&gt; &lt;dict&gt; &lt;key&gt;Label&lt;/key&gt; &lt;string&gt;org.macports.selfupdate&lt;/string&gt; &lt;key&gt;ProgramArguments&lt;/key&gt; &lt;array&gt;     &lt;string&gt;/opt/local/bin/port&lt;/string&gt;     &lt;string&gt;selfupdate&lt;/string&gt; &lt;/array&gt; &lt;key&gt;StandardOutPath&lt;/key&gt; &lt;string&gt;/var/log/org.macports.selfupdate.log&lt;/string&gt; &lt;key&gt;StandardErrorPath&lt;/key&gt; &lt;string&gt;/var/log/org.macports.selfupdate.err&lt;/string&gt; &lt;key&gt;RunAtLoad&lt;/key&gt; &lt;true/&gt; &lt;key&gt;StartInterval&lt;/key&gt; &lt;integer&gt;604800&lt;/integer&gt;&lt;!-- 1 week --&gt; &lt;/dict&gt; &lt;/plist&gt;   I've loaded it and verified that it's loaded:  $ launchctl list | grep macports -   78  org.macports.selfupdate   But it doesn't look like it actually run.    $ port info wireshark Warning: port definitions are more than two weeks old, consider updating them by running 'port selfupdate'. wireshark @1.12.8_3 (net) ...   What am I missing? Let $a,b,c,d,p$, and $q$ be natural numbers such that $ad-bc = 1$ and $\frac{a}{b} &gt; \frac{p}{q} &gt; \frac{c}{d}$.  How prove that  $q \geq b+d$? New to the cloud so pardon this question as I'm certain it's relatively simple!  I've setup my Google Cloud Instance and I'm now trying to connect to it using FileZilla. I have a good understanding of how to do this... but I've been completely unable to download my .ppk file, public key, and private keys. The documentation clearly gives the folder that the files are located in.... but I'm unable to navigate to these folders (it's as if they don't exist) furthermore I'm not really sure how to download something to my computer through the SSH terminal.  Also somewhat infuriating is that I've found the keys in the web portal on Google Cloud however there is no option to download them. I can only view them in clear text.  Any help would be greatly appreciated! What kind of matter are black holes made of? Imagine a black hole originally formed from, for example, Rubidium atoms. On the other hand, one made from, for example, Helium atoms. Will it be there any difference between the two? Or perhaps once formed it all turns into the same type of matter?  Can the "composition" of the matter-energy in the black hole be inferred somehow?  Could one say that "black hole substance" is a distinct form or state of matter different from other forms or states of matter? Can a pixie fly higher than their altitude of one? In the pixie description on the compendium:     Altitude Limit: You fall at the end of your turn if you are using your racial fly speed and are more than 1 square above the ground (see the rules for flying and falling in the Rules Compendium).   So can a pixie choose to go two or more squares above the ground?   Here are the relevant rules from the compendium:  Fly speed:     A creature that has a fly speed can fly a number of squares up to that speed as a move action. If it is stunned or knocked prone while flying, it falls. See also “Flying” and "Hover".   Flying:     Flight      Some creatures have the innate ability to fly, whereas others gain the ability through powers, magic items, and the like. The rules for flight in the DUNGEONS &amp; DRAGONS game stress abstraction and simplicity over simulation. In real life, a flying creature’s ability to turn, the speed it must maintain to stay aloft, and other factors put a strict limit on flight. In the game, flying creatures face far fewer limitations.      FLIGHT      Flight follows the basic movement rules, with the following clarifications.         Fly Speed: To fly, a creature takes the walk, run, or charge action but uses its fly speed in place of its walking speed. A creature that has a fly speed can also shift and take other move actions, as appropriate, while flying.   Moving Up and Down: While flying, a creature can move straight up, straight down, or diagonally up or down. There is no additional cost for moving up or down.   Falling Prone: If a creature falls prone while it is flying, it falls. This means a flying creature falls when it becomes unconscious or suffers any other effect that knocks it prone. The creature isn’t actually prone until it lands and takes falling damage.   Remaining in the Air: A flying creature does not need to take any particular action to remain aloft; the creature is assumed to be flying as it fights, moves, and takes other actions. However, a flying creature falls the instant it is stunned, unless it can hover.   Landing: If a creature flies to a surface it can hold onto or rest on, the creature can land safely.   Terrain: Terrain on the ground does not affect a flying creature if the terrain isn’t tall enough to reach it. Because of this rule, flying creatures can easily bypass typical difficult terrain, such as a patch of ice on the ground. Aerial terrain can affect flying creatures.      Crashing        Falling while Flying: If a creature falls while it is flying, it descends the full distance of the fall but is likely to take less damage than a creature that can’t fly. Subtract the creature’s fly speed (in feet) from the distance of the fall, then figure out falling damage. If the difference is 0 or less, the creature lands without taking damage from the fall. For example, if a red dragon falls when it is 40 feet in the air, subtract its fly speed of 8 (8 squares = 40 feet) from its altitude. The difference is 0, so the dragon lands safely and is not prone.         If a creature is flying when it starts a high-altitude fall, it has one chance to halt the fall by making a DC 30 Athletics check as an immediate reaction, with a bonus to the check equal to the creature’s fly speed. On a success, the creature falls 100 feet and then stops falling. On a failure, the creature falls as normal.         High-Altitude Falls: Some encounters take place very high above the ground. In such an encounter, it is possible for a creature to spend more than one round falling to the ground. As a rule of thumb, a creature falls up to 500 feet during its first turn of falling. If it is still falling at the start of its turn, it can take actions on that turn as normal, then falls up to 500 feet at the end of the turn. If none of those actions expressly halts a fall, the creature falls up to 500 feet at the end of the turn. This sequence continues until the creature lands. Why is feed-forward mechanism used in hash functions? The compression function of SHA-1 when used in Davies-Meyer mode adds its input to the chaining values at the final step. For the first message block, the IV is used as the input and in the next step, the previous block's output (as specified by Merkle-Damgård) is used. These values are fed to the last round of the compression function.  Why would removing the feed-forward part (i.e.,the final step where the input value is added to the result to get the final output) make the hash function insecure? Apart from the fact that the compression function would not satisfy desired randomness properties (being a permutation for each fixed message). How to delete file with this name on linux: -]???????q Somehow a file named -]???????q got created on my terminal. I tried  rm -f "-]???????q"  (in double quotes), but it did not get deleted. (Error::  rm: invalid option -- ]).  How do I delete it?