How to build a file download manager?
Simple way to monitor a multiple URLDownloadSubmit calls?
Login with Facebook using Stack Exchange Android App How can I tell Google Analytics to not use cookies for my sub domain? I have my web site at example.com, and i have also setup a sub domain for serving static content at static.example.com. On my web pages I'm using Google Analytics, so it will attach its cookies to all page request, even on static.example.com.     I went into the GA settings and added a filter to exclude static.example.com, but I still see cookies (with the __utma.. name) on all web requests to my static domain.  How can i prohibit GA to use cookies on my sub domain? $M$ connected $\iff$ $M$ and $\emptyset$ are the only subsets of $M$ open and closed at the same time I'm trying to understand this proof that:  $M$ connected $\iff$ $M$ and $\emptyset$ are the only subsets of $M$ open and closed at the same time  Which is:  If $M=A\cup B$ is a separation, then $A$ and $B$ are open and closed. Recriprocally, if $A\subset M$ is open and closed, then $M = A\cup(M-A)$. What? I know that if $M=A\cup B$ is a separation, $A$ and $B$ are both open. But why closed? Also, the 'recriprocally' part is totally nonsense to me. Anybody could help?  Also, there's another proof, which states: $M$ and $\emptyset$ are the only subsets of $M$ at the same time closed and open $\iff$ if $X\subset M$ has empty boundary, theb $X=M$ or $X=\emptyset$  which is proved as the following:  given $X\subset M$, we know the condition $X\cap \partial X = \emptyset$ implies $X$ is open, while the condition $\partial X \subset X$ implies $X$ is closed. Then, $X$ is open and closed $\iff$ $\partial X = X\cap \partial X = \emptyset$, this show $\iff$ for the theorem above.  First of all, I think that the condition $X$ has boundary empty implies that $X\cap \partial X$ is empty, but who said anything about $\partial X\subset X$? Also, where's the $\rightarrow$ of this proof? I can only see $\leftarrow$ How can I figure out why my washing machine is tripping the GFCI receptacle? I have a Kenmore 80 Series (Model No. 110.24872300) washing machine which up to this point has been working fine. Since it is near a sink, the outlet it is plugged into is a GFCI outlet. On the last load I came back after letting it run for some time to find that it had tripped the GFCI in the middle of the wash cycle - the washer was still full of soapy water. I reset the outlet and let it run again, only to come down the next morning and find it full of water still (it had tripped during the rinse cycle this time). I reset the outlet again and this time it finished the rest of the cycle.  My guess is that water is somehow getting onto the internal components of the washer and causing it to short - is there any way I can test this theory or fix the problem myself? How to change the name of document elements like "Figure", "Contents", "Bibliography", "Appendix", etc.? Is there a good resource or tool to help build a palette/color scheme around colors I select? No matter how nice the composition, flow, and lines of my design are, if I am not copying directly from nature, I have a very difficult time picking a decent color scheme.  It either looks too drab, or too garish.  Is there a good resource that will help me to choose a color scheme that has 2 or 3 colors, and the colors do not clash?  I'm not looking for specific colors or color schemes.  What I need is a resource that will help me choose a color (or colors) that go nicely with, or provide a good accent to, whatever main color I am working with on the design. Product of two random variables that has exponential distribution Package natbib Error: Bibliography not compatible with author-year citations I have a basic tex file and a bibliography which is exported from Mendeley  However, when I want to cite in the author-year style, I get the error:   Package natbib Error: Bibliography not compatible with author-year citations. (natbib) Press &lt;return&gt; to continue in numerical citation style.  Any clue what's wrong?  Minimum working example:  \documentclass[letterpaper, 10pt]{article}  \usepackage[authoryear]{natbib} \usepackage{lipsum}  \begin{document}  \lipsum[1-4] \nocite{*}  \bibliographystyle{apalike} \bibliography{articles}  \end{document}    A snippet of my .bib library:  @article{shortcode, author = {Lastname, Firstname}, file = {:/path/to/file.pdf:pdf}, journal = {Journal name}, number = {xx}, pages = {x--xx}, title = {Title}, volume = {xx}, year = {xxxx}     } How to install Windows 10 Home 19018 update? I'm using windows home edition, I have the latest update installed 1909.  I want to install docker for windows 10 home edition. It keeps saying  Docker Desktop requires Windows 10 Pro/Enterprise (15063+) or Windows 10 Home (19018+).  Should I join Windows insider? How long should I wait for that update to be released if I don't want to join windows insider? Should I really have been awarded mortarboard on a Per-site meta? SPSite and SPWeb object dispose inside foreach loop Is the electric force a vector or a vector field? I'd like to see if somebody has been trying to log-in by brute-force into my Ubuntu 12.04 server over SSH. How can I see if such activities have been taking place? What is the difference between max, min and sup, inf? How much money does Stack Exchange make? I installed Ubuntu 14.04, and I'm loving it. However, when playing a game called Garry's Mod I noticed that my CTRL and ALT keys on my wired keyboard were both being detected as Shift. I looked at the keyboard layout chart and confirmed this. I also noticed that my Windows, or Super Key, Right CTRL and Right ALT are all being mapped to Left Shift.  They're all working perfect, they're just being detected wrong. I have selected the United States layout which is what my keyboard is supposed to be and is in Windows. Can anyone help? My keyboard is being detected as a SONiX USB Keyboard (the actual keyboard brand is Avazz).   my xev -event keyboard output is this for every single one:   KeyRelease event, serial 28, synthetic NO, window 0x4a00001,     root 0xdc, subw 0x0, time 2446369, (730,547), root:(795,599),     state 0x1, keycode 50 (keysym 0xffe1, Shift_L), same_screen YES,     XLookupString gives 0 bytes:      XFilterEvent returns: False   The only thing that changes is the time. The sudo evtest command shows all the modifier keys as   type 4 (EV_MSC), code 4 (MSC_SCAN), value 700e1v type 1 (EV_KEY), code 42 (KEY_LEFTSHIFT), value 0  for lsusb, the driver it's using is the usbhid driver.  lsusb shows something confusing; the same port as my keyboard is being shown in other commands is showing up in lsusb as my wireless mouse's driver, Logitech, Inc. Unifying Receiver. This may be the problem, but I'm probably simply mistaken in what port it is on. Due to this, I'm not sure what driver is what. I'm going to post all of them, although this might be annoying. I have a separate keyboard plugged in along side my main one to use the CTRL, Super, or ALT by the way, so don't be confused by the Logitech Classic Keyboard Driver.  Bus 001 Device 009: ID 0bda:8172 Realtek Semiconductor Corp. RTL8191SU 802.11n WLAN Adapter Bus 001 Device 008: ID 046d:c315 Logitech, Inc. Classic Keyboard 200 Bus 001 Device 007: ID 1a40:0101 Terminus Technology Inc. 4-Port HUB Bus 001 Device 006: ID 0480:0200 Toshiba America Info. Systems, Inc.  Bus 001 Device 004: ID 0c45:6340 Microdia  Bus 001 Device 001: ID 1d6b:0002 Linux Foundation 2.0 root hub Bus 002 Device 004: ID 0d8c:013c C-Media Electronics, Inc. CM108 Audio Controller Bus 002 Device 003: ID 046d:c52b Logitech, Inc. Unifying Receiver Bus 002 Device 002: ID 0c45:7603 Microdia  Bus 002 Device 001: ID 1d6b:0001 Linux Foundation 1.1 root hub   For lsusb -t, the driver being used is usbhid. for i in $(ls /sys/module/usbhid/parameters/); do echo -ne "$i\t"; more /sys/module/usbhid/parameters/$i; done is:  ignoreled   0 mousepoll   0 quirks  (null),(null),(null),(null)  I don't think you need this since I said it's usbhid, but here's it anyways.  for i in $(ls /sys/module/hid/parameters/); do echo -ne "$i\t"; more /sys/module/hid/parameters/$i; done's output.  debug   0 ignore_special_drivers  0 modinfo usbhid's output is:  filename:       /lib/modules/3.18.3-031803-generic/kernel/drivers/hid/usbhid/usbhid.ko license:        GPL description:    USB HID core driver author:         Jiri Kosina author:         Vojtech Pavlik author:         Andreas Gal srcversion:     A395FA22EA2729BAC1557C9 alias:          usb:v*p*d*dc*dsc*dp*ic03isc*ip*in* depends:        hid intree:         Y vermagic:       3.18.3-031803-generic SMP mod_unload modversions  signer:         Magrathea: Glacier signing key sig_key:        29:DB:FD:FC:5A:CC:82:3C:C5:2C:39:4C:C1:C7:4C:01:C3:BE:BF:78 sig_hashalgo:   sha512 parm:           mousepoll:Polling interval of mice (uint) parm:           ignoreled:Autosuspend with active leds (uint) parm:           quirks:Add/modify USB HID quirks by specifying  quirks=vendorID:productID:quirks where vendorID, productID, and quirks are all in 0x-prefixed hex (array of charp)  cat /sys/kernel/debug/usb/usbmon/2u &gt; /tmp/usb.mon.out is telling me not found even though I changed 2 to my bus ID. What am I doing wrong here? Clarify if you can please, kinda confused there. I tried putting 2, 02 and 002. The output of  sudo ls /sys/kernel/debug/usb/usbmon/ is  0s  0u    1s  1t  1u  2s  2t  2u In eevee, shadows are clipped by camera distance How can we run a command stored in a variable? $ ls -l /tmp/test/my\ dir/ total 0   I was wondering why the following ways to run the above command fail or succeed?  $ abc='ls -l "/tmp/test/my dir"'  $ $abc ls: cannot access '"/tmp/test/my': No such file or directory ls: cannot access 'dir"': No such file or directory  $ "$abc" bash: ls -l "/tmp/test/my dir": No such file or directory  $ bash -c $abc 'my dir'  $ bash -c "$abc" total 0  $ eval $abc total 0  $ eval "$abc" total 0 A formula for the power sums: $1^n+2^n+\dotsc +k^n=\,$? Is there explicit formula for the expression $1^n + 2^n + \dotsc + k^n\,$?  I know that for $n=1$ the explicit formula becomes $S=k(k+1)/2$ and for $n=3$ the formula becomes $S^2$. But what about general $n$?  I know there is a way using the Taylor expansion of $f(x)=1/(1-x)=1+x+x^2+\dotsc\;$, by differentiating it and then multiplying by $x$ and then differentiating again. Repeating this $n$ times, we get  $$\frac{d}{dx}(x\frac{d}{dx}(\dots x\frac{d}{dx}f(x))\dots )=1+2^nx^n+3^nx^n\dots.$$  Now do the same process but with the function $g(x)=x^{k+1}f(x)$. Then subtract them and we get $1+2^nx^n+\dots k^nx^n$. Because we have the explicit formulas $f(x)$ and $g(x)$ we can find the explicit formula by this process for arbitrary $n$. A big problem is that as $n$ grows, it is going take a lot of time finding the explicit formula. My question is therefore: are there other ways? In propositional logic, the statement "If pigs can fly, then elephants can lay eggs." validates to true because the antecedent validates to false.  In other words, given $a \rightarrow b$, if a is false, the entire statement is true. Why?  Just because the antecendent is false doesn't mean that another fact depends on it, right?