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We want to thank all our visitors for the suggestions you provide. As the result, the fourth time you come to the site, we will add a certain set of questions from our search to your question list. These questions will be chosen depending on your previous questions and answers.
However, unlike the previous questions, the new ones will be added in the form of a quiz. Once you pass the quiz, you will be added to the list of “Rockstars” who have spent 100 reputation. You can see it here

This feature is already available for a few months. Here is a link to the thread in which these questions were posted in the Stack Exchange.
Here is the search query which returns the result.

Additionally, some related questions have been written

What is the meaning of “urkundinane” in this phrase?
What could be the meanings of these 5 words in this sentence?

You can go through the questions posted here to get more idea about the questiosn:

Mention the meaning of these 5 words in the sentence:
Khushshah-e-Urdu-e-Syr
Maza-e-Tasvirekh-o-Saghir
Bal-o-Manqab-o-Banat
Jo-o-Soghra-o-Batoul
Man-o-Manqab-o-Qanat
What is the meaning of Urkundinane?
Kaam-o-Manqab-o-Khoobat
Zaban-o-Duyr
Jan-o-Yaz
Kharat-o-Hava-o-Fahaid
Ek-o-Nakshi-o-Havo
Maza-o-Maza-o-Namun-o-Haq
Ishq-e-Befaq-o-Manqab
In which book are the variations of Manqab-o-Namun-o-Haq appeared?
In which book are the variations of Baqlaat-o-Hava-o-Zinat appeared?
In which book are the variations of Atthiyah-o-Vaizani appeared?
In which book are the variations of Mitbad-o-Baqlaat appeared?

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A:

You have several options to do this. If the files are all on the same server, you can edit your htaccess file to instruct Apache to redirect the users when they hit the file to another file with a different name and host in the URL.
You can create a fake-file with the extension.htm and put a file called “index.htm” in it, then you can redirect the user to another file with the correct extension.
Otherwise, you can write a script to parse the URL and redirect them.

A:

It’s trivial to get the file list of a directory via PHP’s glob function.
$files = glob(“some/folder/*.*”);

Then you can spit out the headers using PHP’s header() function.
$fp = fopen($dir, ‘r’);

if ($fp) {
while (!feof($fp)) {
$line = fgets($fp);

if (stripos($line,’some/folder/’)!== false) {
// do stuff
}
}
fclose($fp);
} else {
exit(“Could not open file.”);
}

If you want to be fancy, you can use this list of files to make an array of directorys that you download to the user, and then have a file list of the directorys you created that you download to the user.
Edit: This is a slight abuse of glob, but you can also use it for other things like this:
$files = glob(“/directory/*/subdirectory/*.*”);

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A:

The array keys must be unique as the docs say:

[$propertyName] => Array
(
[0] => top
[1] => right
[2] => bottom
[3] => left
)

So you should make something like that in your php (before foreach):
$indexes = array(“top”, “right”, “bottom”, “left”);
array_walk($data, function($key, $value) use($indexes) {
$key = ucfirst($key);
$value = array_column($value, $indexes[$key]);
});

Q:

IOS: how to get information and pictures from another user?

So I would like to know if there is a way of getting specific information of the user and also his pictures, from another app, and then send it back to the app. I know that this is not possible unless the app is signed with the same certificates and apps only allow it to work with themselves.
I searched a bit and I found that this is a privacy feature. So is there any way to implement this functionality? I would just like to know how this is possible.
Thank you

A:

This is not possible. You can only send data to your app that was sent to you. You can’t read anything from other apps.

Q:

no top or tail of any element of a set with the given property

I have read this question and it is quite similar to mine:
Prove that no $n$ elements of a set can be (not necessarily consecutively) summed up to zero
But the answer does not help me.
My problem is as follows:
Let $X$ be a set of cardinality $n$. Give each element $x$ of $X$ a weight $w(x)$. If $w(x)+w(y)\geq 1$ for all $x$ and $y$ in $X$, prove that no $n$ elements of $X$ can be summed up to zero.

A:

Suppose that $w(x_1)+w(x_2)+\cdots+w(x_n)=0$. Then $w(x_1)+w(x_2

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