Chrome 69 hiding `www.` and protocol With the current stable Chrome version 69,  when I surf to https://www.google.com the browser only shows google.com in the URL field.  I don't want Chrome to hide the protocol and I don't want Chrome to hide the subdomain.  How can I change these settings?
Chrome address bar no longer shows protocol or www subdomain A couple of days ago I noticed that for all websites, chrome omits from the address bar the protocol and the subdomain if it is www. My co-workers report that they are not seeing this. Chrome version is 67.0.3396.87.  For example, if I type into the address bar https://www.google.com (without the quotes), Chrome immediately displays the chip "Secure" followed by google.com. See attached screenshots.      I have looked in vain for Chrome settings that affect this, plus the chrome://flags page and chrome://net-internals page.  I did not do anything consciously to make this change.  Any ideas?  EDIT: Suggestion from MrWhite that Ominbox UI Hide Stead-State URL Scheme and Trivial Subdomains had become enabled: good suggestion, except that the setting is still at “Default.” See screenshot:    However, as a shot in the dark, I am going to play with the setting to see what happens.  First I set it to “Disabled.” That restored the previous behavior of the address bar, which is to not to hide the protocol and “trivial subdomains.” Then I changed it back to “Default,” and it was hiding them again. One would suspect that somehow the default has been changed, except that co-workers are not reporting this issue.  Oh, well. I’ll just leave it as Disabled for now.  I would be ready to accept the answer from MrWhite, because it provides a workaround. Yet will leave it open for a bit longer, because it does not really answer why this behavior has changed, and why it has to be overridden.  EDIT 2: Chrome version is 67.0.3396.87.
How do I get the size of a directory on the command line? Can't connect to wireless 13.10 I have ubuntu installed as the sole OS on a T420. Before this I had installed the #! distro (and Xubuntu before that) and wireless worked seamlessly on either. My home hotspot shows up but when I click on it tries for a while before disconnecting.  Before going into the problem further, I wanted to double check that I entered the wifi password for my home network correctly. I went to Edit Connections >> Wi-Fi Security and changed the key, but it is still not able to connect. So I think the password is definitely correct. I don't understand why it can't connect now. Jquery, changing background image with timer Today I learned you can't move items to a Drop Off Library via workflow and expect its routing rules to kick in automatically. You then have to manually "Submit" each item, even if all metadata is already supplied in the document.  However, I noticed items I manually create in the Drop Off Library (via Documents -> New Documents -> [Content Type Name]) are routed immediately after I save them for the first time. So I'm thinking generating items in the Drop Off library via workflow could be a workaround.  This doesn't work in testing. The workflow errors out, and I receive "The workflow could not create the list item. Make sure the list exists and the user has permissions to add items to the list."  Obviously the list exists and I have Ownership permissions. My workflow is just one line at this stage, so I'm positive I'm building it correctly. Is this error due to a property of the Drop Off Library, maybe something I can disable?   Any other ideas? Or if you've got another method that I can implement via SharePoint Designer, that also works! THANKS!!!  THE GOAL  A workflow that kicks off when a list item is created:   Document Set is created with list item's properties. (complete) File is created with list item's properties. (complete if not in Drop Off Library) File is moved to the right document set via Drop-Off rules (got working rules, trying to work around having to manually Submit without coded solution) What is ETTR (Expose To The Right)? How can I correct this code to get an answer? How to define a recurrence relation in Maple without the command proc? Limit of the geometric sequence $\{r^n\}$, with $|r| < 1$, is $0$? Prove that the $\lim_{n\to \infty} r^n = 0$ for $|r|\lt 1$.   I can't think of a sequence to compare this to that'll work.  L'Hopital's rule doesn't apply.  I know there's some simple way of doing this, but it just isn't coming to me. :( Failed upgrade from Ubuntu 19.10 to 20.04 "Please update the microcode" While installing the Ubuntu 20.04 updates during upgrade from 19.10 to 20.04, my screen suddenly went completely white and displayed a message saying  Please logout and try again.  But I could not locate my cursor and so I switched off my laptop. After restarting it again, it was showing an error message saying  Please update the microcode  Why did this happen? How can I solve this problem? Truncate (not round) decimal places in SQL Server I'm trying to determine the best way to truncate or drop extra decimal places in SQL without rounding.  For example:  declare @value decimal(18,2)  set @value = 123.456   This will automatically round @value to be 123.46, which is good in most cases.  However, for this project, I don't need that.  Is there a simple way to truncate the decimals I don't need?  I know I can use the left() function and convert back to a decimal.  Are there any other ways? I keep getting asked to do wedding photography - what is a fair price to ask? This may sound like a silly post...but, I need some "outside" opinion from people who know what they are doing.  I took up amateur photography as a hobby a couple of years ago...most of it being portrait photography of my children.  As I have posted my pictures on facebook, a plethora of people have loved my "work" and have been contacting me about my "photography" business.  I have been very up-front and honest with every one of them about only being an amateur, and never professionally trained.  That being said, people still hound me to take their pictures.  I am comfortable with my ability to take portrait style pictures....and I have even started charging $60 for a two hour shoot with the rights to the cd of prints.  I do not do my own printing.    Now, I have done three weddings for family members just over this last summer....and only as a wedding gift to them (in other words, I have not charged.)  But now, I am having others, who are not family members, wanting to "hire" me for their weddings.  Again....I have tried to tell them I don't do professional photography, only to be met with all of them still wanting to hire me.    My question is...what is a fair price to ask of these people?  They obviously still want me to work for them, knowing that I have no credentials.....but I have no idea how or what to charge for.  Can anyone give me some ideas? What finite groups always have a square root for each element? Mirror changes to side of cube across all six sides In the comedic music video  there are many clips of vintage scifi films, some of which I recognize.  This one however, of a large blue floating holographic head talking to some kind of military installation does not look at all familiar.  Does anyone recognize this film? How to decide which glm family to use? I have fish density data that I am trying to compare between several different collection techniques, the data has lots of zeros, and the histogram looks vaugley appropriate for a poisson distribution except that, as densities, it is not integer data. I am relatively new to GLMs and have spent the last several days looking online for how to tell which distribution to use but have failed utterly in finding any resources that help make this decision. A sample histogram of the data looks like the following:   I have no idea how to go about deciding on the appropriate family to use for the GLM. If anyone has any advice or could give me a resource I should check out, that would be fantastic. $(\mathbb R, \oplus)$ is a group. Define a multiplication with which we get a field. Where $a \oplus b = a + b +1$ I have this problem from the book Real Analysis of Miklos Laczkovich ():     Let $\oplus : \mathbb R \times \mathbb R\to \mathbb R $, where $(a,b) \mapsto a + b +1$. Then,  $(\mathbb R, \oplus)$ is a group. Define a multiplication with which we get a field.   But in the exercise there are no hints. Could anyone help me? I'm having trouble restarting a 2D game when the user presses the "New Game" button.  Structure of my game:  The game has several 'screens': Opening screen, instructions screen, main game screen, and a game-over screen.  Each screen is an instance of a class: OpeningScreen class, GameScreen class, etc.  There is a class named Main. This class has three roles.   It's the JFrame (the window) of the program. It has the main method - first class to run. It has a method that change's screens.   When the program starts, this class runs. When it first runs:   Creates a new instance of itself (it's a JFrame-type class). Creates an instance of every 'screen-class'. The constructor of each 'screen-class' takes the instance of Main as an argument: (aka: GameOverScreen gameOverScreen = new GameOver(this)). Creates a new JPanel named mainPanel, and adds it to the JFrame. Any screen to be displayed will be contained in this JPanel (The screens are also JPanel-type classes).   How the changeScreen() method works:  The signature of changeScreen() is this: changeScreen(JPanel from, JPanel to).  Whenever a screen needs to be changed, the current screen that is displayed calls this method, like so: main.changeScreen(this, main.InstructionsScreen). It removes the previous screen from mainPanel and adds the new screen to mainPanel. As said, these screens are created when the program launches.  This is the method that changes screens:   public void changeScreen(JPanel from, JPanel to){      mainPanel.remove(from);     mainPanel.add(to);      mainPanel.revalidate();     mainPanel.repaint();  }   My problem:  After a game is finished, the Game class calls the changeScreen method: main.changeScreen(this, main.GameOverScreen) .  This replaces the game screen with a game over screen. Pressing the "New Game" button in the game-over screen, calls main.changeScreen(this, main.GameScreen) .  The problem: Pressing the "New Game" button in the game-over screen, indeed displays once again the instance of the Game class. But this is the old instance, so the game is not restarted. It's already finished.  I tried to do the following changes in changeScreen():  public void changeScreen(JPanel from, JPanel to){      mainPanel.remove(from);      if(to.equals(gameScreen)){         gameScreen = null;         gameScreen = new GameScreen(this);     }     mainPanel.add(gameScreen);      mainPanel.revalidate();     mainPanel.repaint();  }   This should reset the gameScreen object. But this creates a delay of about 10 seconds when pressing the "New Game" button.  What would be a good way of restarting the game?  Thank you bibtex and genitive / possessive 's: the proper way to obtain "Kuran's (1989) model" Is there an automatic way to attach a genitive apostrophe or " ' s " to an author's name?  Currently I use:  \citeauthor{kuran1989}'s \citeyear{kuran1989}   But since this comes up regularily I'd like to know whether there's a general solution. Fade in each element - one after another I am trying to find a way to load a JSON page to display my content, which I currently have. But I am trying to fade in each element one after another? Is anyone familiar with a way to do that?  Fade in each element with a slight delay?  Here is an example of my code, I am using the jquery framework.  CODE: For $0 < x < \pi/2 $, prove that $x + \frac{x^{3}}{3} <\tan x $ I proved as follows:  Let $f(x) = \tan x -  x - \frac{x^{3}}{3}.$ Then $f '(x) = \sec^{2}x - 1 - x^{2}$ and $f''(x) = 2\sec^{2}x\tan x-x &gt; \tan x - x,$ since $\\tan x &gt; x,$ $f''(x) &gt; 0$ so $f'(x)$ is increasing. Since $f '(0) = 0,$ $f '(x) &gt; 0$ for all $x \in (0, \frac{\pi}{2}).$ So $f(x)$ is increasing. since $f(0) = 0,$ $f(x) &gt; 0$ for all $x \in (0, \frac{\pi}{2}).$  But my proof seems complex. Is there any simpler way to prove this?