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What is the best way to create default page when access to a protected directory is Cancelled through onclick?

I have a protected directory on an hosted IONOS server. It correctly works when the correct credentials are entered, but when a user hits cancel, it redirects that user to the hosting provider’s promo default page.


eg current htaccess

AuthUserFile /path/to/the/password/file/.htpasswd AuthType Basic AuthName "Protected Page"  <Files "index.php"> Require valid-user </Files> 

If the user hits cancel you are redirected to the host’s default page. Tried adding a default, but I doubt this is the way to it.

DefaultIndex [filename]  

Preferred outcome: popup box opens in a small window on the web page and where cancel is executed, it closes the popup and stays on the same page.

For anyone working with Apache I assume this is standard stuff, but not for me.

Best approach to send 0.5 million emails with lowest cost [closed]

I am from engineering background. I have to send 0.5 million emails to users. I already have email addresses of the users.

I have few confusions

  • Sending mail through sendgrid etc, do I need to buy subscription which can hold 0.5 contacts?

  • I want to send via API, is there any API only approach?

  • What if I send via gmail SMTP?

Any kind of information is highly appreciated.

Best Way to loop through huge mongodb collection every minute?

I need to loop through mongodb collection EVERY MINUTE which will be huge in future, I have to loop through each object and then use some if else conditions and then perform an http post request inside IF condition. I am planning to use this library for the purpose that will run a task every minute. In this task, i will get a mongodb collection, loop through all the objects using ForEach loop and then do some actions using if else conditions. Is this approach okay or there is better/efficient way?

Show that the best case time complexity of Quicksort is $\Omega(n \log n)$

I am trying to show that the best case time complexity of Quicksort is $ \Omega(n \log n)$ .

The following recurrence describes the best-case time complexity of Quicksort:

$ $ T(n) = \min_{0 \le q \le n-1} \left(T(q) + T(n-q-1) \right) + \Theta(n).$ $

But I have difficulty in proving that $ T(n) = \Omega(n \log n)$ using the recurrence above.

So how to solve this recurrence?

Find Best N Points From a Graph

I’ve given a task and wonder if there are any better solutions.

Inputs of task are:

  1. Distance of district pairs

  2. Population of pairs

Goal is:

  • Find n districts at which its population and districts x miles range districts’ population is max.

Extra information:

  • Unique district size is tens of hundreds.

As an example, if I pick up district A, population will be A‘s population plus other districts’ population which are less than x miles far away from it. Total population will be n districts at which population is calculated as I mentioned.

What I’ve tried:

  1. Brute Force
  2. Generic Algorithms

What I planning to do:

  1. A* Search

My question is, there may be any other solution (optimal if possible) instead of these one. i.e. sorting districts by their population, merging x miles nearest to them into one until I get n districts.

Any ideas?