gbor.nl

Groenestein beheersoftware - Groenestein Beheersoftware

Beheersoftware voor de openbare ruimte
traffic

OVERVIEW

The domain gbor.nl presently has a traffic classification of zero (the smaller the more traffic). We have examined twenty pages within the web site gbor.nl and found four websites referencing gbor.nl. We have acquired one public network platforms enjoyed by this website.
Pages Crawled
20
Links to this site
4
Social Links
1

GBOR.NL TRAFFIC

The domain gbor.nl is seeing variant amounts of traffic for the whole of the year.
Traffic for gbor.nl

Date Range

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Traffic ranking (by month) for gbor.nl

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Traffic ranking by day of the week for gbor.nl

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LINKS TO DOMAIN

WHAT DOES GBOR.NL LOOK LIKE?

Desktop Screenshot of gbor.nl Mobile Screenshot of gbor.nl Tablet Screenshot of gbor.nl

GBOR.NL SERVER

I revealed that the main root page on gbor.nl took one thousand eight hundred and fifty-nine milliseconds to download. Our parsers could not detect a SSL certificate, so our web crawlers consider gbor.nl not secure.
Load time
1.859 secs
SSL
NOT SECURE
Internet Protocol
139.162.226.161

BROWSER IMAGE

HTML TITLE

Groenestein beheersoftware - Groenestein Beheersoftware

DESCRIPTION

Beheersoftware voor de openbare ruimte

PARSED CONTENT

The domain had the following in the homepage, "Darr; Doorgaan naar hoofdinhoud." We analyzed that the web site stated " Groenestein Beheersoftware bouwt programmatuur voor beheer van de openbare ruimte." It also stated " Sinds 1986 is een reeks van modules gebouwd die de beheerder van de openbare ruimte helpen bij het goed beheren van zijn wegen, lichtmasten, bomen, speeltoestellen, groen, riolering enzovoort. GB Beheer is het meest complete pakket voor beheer van de openbare ruimte."

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Gautams personal blog Technology enthusiast

Bit Indexed Tree or Fenwick Tree is a complex data structure that is used to calculate the cumulative frequency of a data set. It was invented by Peter Fenwick. Hence the name Fenwick Tree. 1 Update or Add new frequency to a page. 2 Get the the cumulative sum of frequencies from 1 to a given index,. Now if we need to update the frequency of the 6th p.

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