sharepoint server – Site on https starts working only after refreshing page on http page

I have a SharePoint server with sp name which I can access by http://sp.


  1. added this server to some domain and could access it by http://sp.domain.local;
  2. created and added certificate to this server, so I could access it by https://sp.domain.local and by https://sp;
  3. allowed access to it from Internet by


When I try to access the server by http://sp.domain.local, https://sp.domain.local, after some time, for example, in a day, it allows me to be logged in, but does not display the Documents list content and search does not work.

When I refresh http://sp page, then Documents List content becomes visible and search starts to work here on http and https protocols and with sp.domain.local and names.


Which settings on SP or IIS side could be the cause of such behavior?

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Relaunching an old forum?

For those who owned and shutdown a forum, what are your thoughts on relaunching said forum? Has anyone done it successfully and glad they did, or did it turn into a nightmare?

How did you manage to overcome the majority of your content being old and outdated while landing new members?

hreflang usage in websites

We have a websites for eg.

Now we use href lang in for eg.

<link rel="alternate" href=… | Read the rest of

MongoDB latency decreases as throughput increases

I am trying to benchmark MongoDB and obtain a throughput vs. latency plot. I am using YCSB as the client and I increase the number of client threads to increase the load on the database. I consistently obtain a plot such as below.

enter image description here

The average latency of a request first decreases as I increase the number of client threads (and thus the throughput), as opposed to increasing monotonically with throughput. I am trying to figure out the reason behind this.

MongoDB runs on 8 CPUs and I have observed this behaviour on different machines. I use the official docker for MongoDB but the behaviour is the same with bare-metal.

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google contacts – why-does-gmail-not-find-email-addresses-that-ive-emailed-before – Web Applications Stack Exchange

google contacts – why-does-gmail-not-find-email-addresses-that-ive-emailed-before – Web Applications Stack Exchange

How to set up windows speech recognition macros on Windows 10?

I’ve read that in the past Windows offered Windows Speech Recognition Macros as a standalone program. However, currently, this only seems to be available through shady third party sites and I can find no definite information about its existence on the official website. The only thing available on my computer is the vanilla Windows Speech Recognition, which does not contain the option to create macros.

nginx – php-fpm “Cannot modify header information” error

I have two docker containers linked by a docker network. One is running nginxinc/nginx-unprivileged and the other is running php:fpm. I have linked them together so that the php:fpm container handles running the php, however when the php tried to update the page I get a header error (shown below).

I saw a suggestion to check the output_buffering parameter inside php.ini, however mine is already set to 4096.

Does anyone have any idea where I may be missing something here?

This is the error I receive in the web browser:

Array ( (fullname) => dsd (suggestion) => da )
Warning: Cannot modify header information - headers already sent by (output started at /usr/share/nginx/html/action.php:17) in /usr/share/nginx/html/action.php on line 33

Here are my dockerfiles:


# Rootless Webserver Dockerfile

FROM nginxinc/nginx-unprivileged:1.19-alpine

USER root

# Create a group and user
RUN addgroup -S apache && adduser -S apache -G apache

RUN addgroup nginx www-data

RUN apk add php7 

USER nginx
COPY webfiles/ /usr/share/nginx/html

USER root
COPY configfiles/nginx.conf     /etc/nginx/nginx.conf
# COPY configfiles/nginx2.conf     /etc/nginx//nginx2.conf
COPY configfiles/php.ini        /etc/php7/php.ini
COPY configfiles/www.conf       /etc/php7/php-fpm.d/www.conf
COPY configfiles/php-fpm.conf   /etc/php7/php-fpm.conf
# COPY configfiles/supervisord.conf /etc/supervisord.conf

# RUN rm -f /usr/share/nginx/html/index.html && 
#   chmod +x /

RUN mkdir -p /usr/sbin/php-fpm


USER nginx


FROM php:fpm

RUN mkdir -p /usr/share/nginx/html
RUN docker-php-ext-install mysqli

COPY index.php /usr/share/nginx/html/index.php
COPY action.php /usr/share/nginx/html/action.php


And here is my nginx.conf:

server {
        listen       8080 default_server;
        listen       (::):8080 default_server;
        index        index.php;
        server_name  web.cyber.test;
        root         /usr/share/nginx/html;

    error_log /var/log/nginx/error.log;

        # Load configuration files for the default server block.
        # include /etc/nginx/default.d/*.conf;

        location / {

        error_page 404 /404.html;
            location = /40x.html {

        error_page 500 502 503 504 /50x.html;
            location = /50x.html {
    location ~ .php$ {
        try_files $uri =404;
        fastcgi_index index.php;
        # fastcgi_param SCRIPT_FILENAME $document_root$fastcgi_script_name;
    fastcgi_param SCRIPT_FILENAME /usr/share/nginx/html/$fastcgi_script_name;
        include fastcgi_params;

probability – Ask linking the Poisson and gamma families

Let $X_1,..,X_n$ be a random sample from a Poisson population with parameter $lambda$ and define $Y=Sigma X_i$. Y is sufficient for $lambda$ and $Y sim Poisson(nlambda)$. Now $Y=y_0$ is observed, one equation is

$$Sigma_{k=0}^{y_0} e^{-nlambda} frac{(nlambda)^k}{k!}=frac{alpha}{2}$$

Recall the identity linking the Poisson and gamma families: If X is a gamma($alpha, beta$) random variable, where $alpha$ is an integer, then for any x, P(X $le$x)=P(Y$ge alpha$), where $Y sim Poisson(x/beta)$.

We can write (remembering that $y_0$ is the observed value of Y):
$$frac{alpha}{2}=Sigma_{k=0}^{y_0} e^{-nlambda} frac{(nlambda)^k}{k!}=
P(Y le y_0|lambda)=

I didn’t get the above equality. My attempt is:
$$frac{alpha}{2}=Sigma_{k=0}^{y_0} e^{-nlambda} frac{(nlambda)^k}{k!}=
P(Y le y_0|lambda)=P(Y ge y_0+1|lambda)=
P(X le x)$$
, where x is gamma($y_0+1,frac{x}{nlambda}$). Because I think $x/beta = nlambda$. I don’t know how to do next. And I don’t know my attempt is correct or not.

I also know the identity that $chi^2_v=gamma(v/2,2)$

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