iPhone X Stuck on Control Center

For a small while now, my phone (an iPhone X on iOS 13) has sadly been stuck on the Control Center to where I can’t really use either one in any way. I’ve tried to use a function or go back; turn the phone off; or activate Siri; but aside from managing to get something flashing in the background, getting the Wifi thing to turn green, or being able to lock and unlock the phone (at which the Center pops right back up, no lock screen shown) nothing. Any assistance would be greatly appreciated. Thank you.

html – Div in navbar Bootstrap break the center

I have a navbar which is centered perfectly with this code :

        <nav class="navbar navbar-light bg-light text-primary navbar-personalized w-100 justify-content-center navbar-personalized">
        <div class="row">
            <a class="navbar-brand">
                My WebSite

Now I want to add a div inside which is clickable :

   <nav class="navbar navbar-light bg-light text-primary w-100 justify-content-center navbar-personalized">
      <div class="row">
        <a class="navbar-brand">
          My Web Site

          <div id="messageAdministrateur" onclick="alert('This is an alert')" style="color:red;text-align: center;width: 100%;">
          <b>WARNING, NEW MESSAGE<br>CLICK</b>

I would like to center the both but only WARNING, NEW MESSAGE CLICK is centered and not My Web Site. How to center the both ? This is a working example :

Break new grounds with all-new Resellers Center and DigitalOcean Droplets For WHMCS! | NewProxyLists

1. DigitalOcean Droplets For WHMCS 1.5.0

Gaze on our freshly rolled out DigitalOcean Droplets For WHMCS 1.5.0 with a solid dose of novel permissions and enhance the appeal of your server offerings in leaps and bounds.

Most of all, you will surely appreciate the newly acquired power to set up the base prefix which will be later on used to create a random domain name in case when clients fail to provide it themselves. Apart from that, bowing to the many requests received from you directly, we have implemented the possibility to disable backups in the already created machines as well as establish custom names for OS distributions by using a language file.

While this is no doubt a fair amount of novelties to benefit from, some more still await your attention on our website.

Learn more about DigitalOcean For WHMCS 1.5.0!

2. Resellers Center For WHMCS 3.6.0

The second official release this week is the 3.6.0 update of the module dedicated to flexible supervision over your resellers within the confines of WHMCS – Resellers Center For WHMCS.

Only after you take a quick look on the record of changes brought on board of the latest module version, you will immediately spot such substantial additions as:

  • Harmonious integration with WHMCS V7.10.
  • Your newly acquired power to decide whether to show to end clients those products that were previously marked as “hidden” in the main WHMCS.
  • Boosted loading of items pricing in the reseller area.

Anyway, to gain a full panorama of this pretty massive release, you will need to study its changelog page point by point as there is way more new stuff to avail of!

Learn all about Resellers Center For WHMCS 3.6.0!

3. New EasyDCIM v1.6.7 with Ubuntu 20.04 LTS

What is it that data center owners crave the most in their software? Only one quick peek inside EasyDCIM, the leading control panel for comprehensive bare metal server provisioning, is enough to get the general idea of what makes up the perfect software match. They go to great lengths to make sure that with every new version, users are spoilt with plenty of admin-centered features. The announcement of the 1.6.7 update is no exception to this rule!

Firstly, you may find it worthwhile to carefully investigate the prime feature that has laid the groundwork for this red-hot release – support for fully automated Ubuntu 20.04 LTS installation! As of now, you are also granted access to three novel tools for spot-on and effortless system maintenance: GParted, Ultimate Boot CD 5.3.8 plus Grml 2018.12.

Interested in some other possibilities the brand-new 1.6.7 release may intrigue you with? There are Be sure to look over the details on the EasyDCIM Blog and sate your avid curiosity!

Discover all the remaining perks of EasyDCIM v1.6.7!

4. Last, but not least, make sure to follow our other latest releases as well:

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Are there any major clouds close to NY4 data center?

Seems that google/aws/azure do not have any pops in NY (the closest is in VA with 7ms ping time).
For finance/trading purposes most try to … | Read the rest of https://www.webhostingtalk.com/showthread.php?t=1808747&goto=newpost

reactjs – How to place a float react button in the center of an edge of the screen

What I would like to know is how to center it on the right edge (near the right edge and centered with respect to the bottom and top borders) or on the bottom edge (near the bottom edge and centered with respect to the right and to the left).

I know how to place a button near any corner by changing the bottom to the top and the right to the left:

const useStylesScrollTop = makeStyles((theme: Theme) =>
        root: {
            position: 'fixed',
            bottom: theme.spacing(2),
            right: theme.spacing(2),

where on earth – What is the furthest airport from the city center it serves?

According to Google Maps, the distance between Bangkok and U-Tapao is more than 170 kilometers by road, as shown in the screenshot below. The direct distance, as stated in a statement from Eva Air (in the quote below, in bold) is about 140 kilometers.
enter description of image here

U-tapao Rayong-Pattaya Airport is scheduled to become Bangkok's third airport. According to the Blue Swan Daily:

The Royal Thai Navy, operator of Utapao Rayong-Pattaya International Airport, recently opened tenders for the redevelopment of US $ 9 billion as part of the government's Eastern Economic Corridor (ECE) project Thai.

Her article summary lists:

Utapao will eventually take its place as "Bangkok" airport, but dedicated to tourists because it serves nearby Pattaya.

It is not completely unprecedented for flights to Bangkok to head to U-Tapao. In 2008, when the two main airports in Bangkok were closed, some airlines chose to direct their flights there. Extract from the capture of the Eva Air website by web.archive.org (it is me who underlines):

Bangkok Suvarnabhumi Airport is still closed, so EVA Air changes its flight schedule to Bangkok and Europe. EVA Air temporarily takes Utapao airport to operate to and from and via Bangkok.

Utapao is located about 140 kilometers and south of Bangkok. However, Utapao facilities are very basic and the airport is heavily congested, we apologize in advance for the inconvenience, but we ask that you understand that the airport Utapao is originally designed for military purposes.

It was not only Eva Air that decided to move its flights, it has for some time been the main airport in Thailand. From Wikipedia:

With the temporary closure of Suvarnabhumi Airport and Don Mueang Airport in late November 2008 because they had been occupied by anti-government protesters, U-Tapao became the main gateway for a time. Additional international entry from Thailand. Many airlines have arranged special flights to and from U-Tapao to transport international passengers stranded by the closure of Suvarnabhumi Airport.

As you can imagine, this caused quite a few problems (from the same Wikipedia link):

Up to 100,000 passengers have been stranded in Thailand until early December. Although its runway can accommodate large planes, the terminals at U-Tapao are not designed to handle more than a few flights per day. Travelers were subjected to many difficulties, and as security was out of date, some flights to the United States were diverted to Japan and their passengers had to undergo additional security screening before Continue.

solving equations – Fermat center of the Triangle with big exit

Help us find a relationship between the sum of the vertical distances $ (a + b + c) $ (the context is the center of Fermat) given the sides of a triangle $ (p, q, r) $ , perimeter $ (p + q + r) $

$$ (a ^ 2 + b ^ 2 + ab) = p ^ 2, (b ^ 2 + c ^ 2 + bc) = q ^ 2, (c ^ 2 + a ^ 2 + ca) = r ^ 2 $ $

Ferm = {p^2 == a^2 + b^2 + a b, q^2 == b^2 + c^2 + b  c , r^2 == c^2 + a^2 + c  a } ; Solve(Ferm, {a, b, c})

The output is large, there may be ways to reduce it using symmetry. Help me please

Which data center is better? | Web Talk Hosting

Quote Originally posted by servertala
See the article

We are going to make an educational site

Where is your target audience? Is it country specific or global? Typically, you choose a location closest to your target audience.

That said, if you don't mind the location, do your research and examine the reviews of the companies you want to join and decide based on that.

Colocation Data Center Indonesia, RackH

Good morning all,

PT RackH Lintas Asia (RackH) is a managed hosting and internet service provider (ISP) in Indonesia. RackH provides reliable and high performance hosting solutions such as cloud hosting, email hosting, dedicated server, colocation server with unmeasured bandwidth, security and connectivity , all supported by super 24/7 support. We would like to offer a cheap colocation server in Indonesia with the following specifications:

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Single server 1U, 550 watts, 2 dedicated IP, bandwidth not measured, 45 USD / month regular price $ 90 USD / month
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The rack data center offers:

Quarter Rack 2.5 Ampere ,, 5 dedicated IPs. Bandwidth not measured, 550 USD / month

20U half-rack, 5 amps, 10 dedicated IPs. Bandwidth not measured, 850 USD / month

Full rack 45U, 10 amps, 20 dedicated IPs. Bandwidth not measured, 1,450 USD / month

IP transit offers:

50 Mbps, $ 375 USD / month
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All of our colocation offers include the following features:

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geometry – How to find the equation of a line inside a circle given the center point of the line?

I have a circle with center (0,0) and radius 1. I have calculated a random point inside a circle by generating a random angle $ a = random () cdot 2 pi $ and a random distance less than or equal to the radius $ b = random () cdot r $. The center of the line is $ (cos (a) cdot b, sin (a) cdot b) $. The should be inside the circle like this:
enter description of image here

Knowing this information, how can I calculate the line equation in the most efficient way for a computer? Thank you.

The random function generates a random real number between 0 and 1.