<?xml version="1.0" encoding="utf-8" standalone="yes"?><rss version="2.0" xmlns:atom="http://www.w3.org/2005/Atom"><channel><title>Microsoft Azure on justinverstijnen.nl</title><link>https://justinverstijnen.nl/categories/microsoft-azure/</link><description>Recent content in Microsoft Azure on justinverstijnen.nl</description><generator>Hugo</generator><language>en</language><lastBuildDate>Sat, 18 Apr 2026 15:54:58 +0200</lastBuildDate><atom:link href="https://justinverstijnen.nl/categories/microsoft-azure/index.xml" rel="self" type="application/rss+xml"/><item><title>Create HTTPS 301 redirects with Azure Front Door</title><link>https://justinverstijnen.nl/create-https-301-redirects-with-azure-front-door/</link><pubDate>Thu, 19 Feb 2026 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/create-https-301-redirects-with-azure-front-door/</guid><description>&lt;h2 id="requirements"&gt;Requirements&lt;a class="td-heading-self-link" href="#requirements" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;For this solution, you need the following stuff:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;An Azure Subscription&lt;/li&gt;
&lt;li&gt;A domain name or multiple domain names, which may also be subdomains (subdomain.domain.com)&lt;/li&gt;
&lt;li&gt;Some HTTPS knowledge&lt;/li&gt;
&lt;li&gt;Some Azure knowledge&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;h2 id="the-solution-explained"&gt;The solution explained&lt;a class="td-heading-self-link" href="#the-solution-explained" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;I will explain how I have made the shortcuts to my tools at &lt;a href="https://justinverstijnen.nl/tools"&gt;https://justinverstijnen.nl/tools&lt;/a&gt;, as this is something what Azure Front Door can do for you.&lt;/p&gt;
&lt;p&gt;In short, Azure Front Door is a load balancer/CDN application with a lot of load balancing options to distribute load onto your backend. In this guide we will use a simple part, only redirecting traffic using 301 rules, but if interested, its a very nice application.&lt;/p&gt;</description></item><item><title>Everything you need to know about Azure Bastion</title><link>https://justinverstijnen.nl/everything-you-need-to-know-about-azure-bastion/</link><pubDate>Sun, 15 Feb 2026 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/everything-you-need-to-know-about-azure-bastion/</guid><description>&lt;h2 id="how-does-azure-bastion-work"&gt;How does Azure Bastion work?&lt;a class="td-heading-self-link" href="#how-does-azure-bastion-work" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Azure Bastion is a serverless instance you deploy in your Azure virtual network. It resides there waiting for users to connect with it. It acts like a Jump-server, a secured server from where an administrative user connects to another server.&lt;/p&gt;
&lt;p&gt;The process of it looks like this:&lt;/p&gt;
&lt;p&gt;&lt;img src="https://sajvwebsiteblobstorage.blob.core.windows.net/blog/everything-you-need-to-know-about-azure-bastion-3240/jv-media-3240-f0747dc2cc22.png" alt=""&gt;&lt;/p&gt;
&lt;p&gt;A user can choose to connect from the Azure Portal to Azure Bastion and from there to the destination server or use a native client, which can be:&lt;/p&gt;</description></item><item><title>I tried running Active Directory DNS on Azure Private DNS</title><link>https://justinverstijnen.nl/i-tried-running-active-directory-dns-on-azure-private-dns/</link><pubDate>Thu, 29 Jan 2026 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/i-tried-running-active-directory-dns-on-azure-private-dns/</guid><description>&lt;h2 id="the-configuration-explained"&gt;The configuration explained&lt;a class="td-heading-self-link" href="#the-configuration-explained" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;The configuration in this blog post is a virtual network with one server and one client. In the virtual network, we will deploy a Azure Private DNS instance and that instance will do everything DNS in our network.&lt;/p&gt;
&lt;p&gt;This looks like this:&lt;/p&gt;
&lt;!-- draw.io diagram --&gt;
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3;strokeWidth=9;rounded=0;strokeColor=light-dark(#ffffff, #ededed);\&amp;quot; edge=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry width=\&amp;quot;50\&amp;quot; height=\&amp;quot;50\&amp;quot; relative=\&amp;quot;1\&amp;quot; as=\&amp;quot;geometry\&amp;quot;&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;750.0000000000001\&amp;quot; y=\&amp;quot;582\&amp;quot; as=\&amp;quot;sourcePoint\&amp;quot; /&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;900.89\&amp;quot; y=\&amp;quot;582\&amp;quot; as=\&amp;quot;targetPoint\&amp;quot; /&amp;gt;\n &amp;lt;/mxGeometry&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;/root&amp;gt;\n &amp;lt;/mxGraphModel&amp;gt;\n &amp;lt;/diagram&amp;gt;\n &amp;lt;diagram id=\&amp;quot;DFrgVAWsC6efmaK_6BG0\&amp;quot; name=\&amp;quot;Pagina-2\&amp;quot;&amp;gt;\n &amp;lt;mxGraphModel dx=\&amp;quot;1303\&amp;quot; dy=\&amp;quot;492\&amp;quot; grid=\&amp;quot;1\&amp;quot; gridSize=\&amp;quot;10\&amp;quot; guides=\&amp;quot;1\&amp;quot; tooltips=\&amp;quot;1\&amp;quot; connect=\&amp;quot;1\&amp;quot; arrows=\&amp;quot;1\&amp;quot; fold=\&amp;quot;1\&amp;quot; page=\&amp;quot;1\&amp;quot; pageScale=\&amp;quot;1\&amp;quot; pageWidth=\&amp;quot;413\&amp;quot; pageHeight=\&amp;quot;291\&amp;quot; math=\&amp;quot;0\&amp;quot; shadow=\&amp;quot;0\&amp;quot;&amp;gt;\n &amp;lt;root&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;0\&amp;quot; /&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;1\&amp;quot; parent=\&amp;quot;0\&amp;quot; /&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;yBbkX6j1AivpbSk3t6oh-1\&amp;quot; value=\&amp;quot;Active Directory\&amp;quot; style=\&amp;quot;image;aspect=fixed;html=1;points=[];align=center;fontSize=12;image=img/lib/azure2/identity/Azure_Active_Directory.svg;strokeColor=light-dark(#ffffff, #ededed);shadow=1;\&amp;quot; vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;730\&amp;quot; y=\&amp;quot;480\&amp;quot; width=\&amp;quot;86.41\&amp;quot; height=\&amp;quot;79\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;yBbkX6j1AivpbSk3t6oh-4\&amp;quot; value=\&amp;quot;vm-jv-dns-1&amp;amp;lt;div&amp;amp;gt;(Domain Controller)&amp;amp;lt;/div&amp;amp;gt;\&amp;quot; style=\&amp;quot;image;aspect=fixed;html=1;points=[];align=center;fontSize=12;image=img/lib/azure2/compute/Virtual_Machine.svg;shadow=1;\&amp;quot; vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;970\&amp;quot; y=\&amp;quot;474.87\&amp;quot; width=\&amp;quot;96.22\&amp;quot; height=\&amp;quot;89.25\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;yBbkX6j1AivpbSk3t6oh-6\&amp;quot; value=\&amp;quot;vm-jv-dns-2&amp;amp;lt;div&amp;amp;gt;(Workstation)&amp;amp;lt;/div&amp;amp;gt;\&amp;quot; style=\&amp;quot;image;aspect=fixed;html=1;points=[];align=center;fontSize=12;image=img/lib/azure2/compute/Virtual_Machine.svg;shadow=1;\&amp;quot; vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;260\&amp;quot; y=\&amp;quot;477.37\&amp;quot; width=\&amp;quot;96.22\&amp;quot; height=\&amp;quot;89.25\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;yBbkX6j1AivpbSk3t6oh-2\&amp;quot; value=\&amp;quot;Private DNS zone\&amp;quot; style=\&amp;quot;image;aspect=fixed;html=1;points=[];align=center;fontSize=12;image=img/lib/azure2/networking/DNS_Zones.svg;shadow=1;\&amp;quot; vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;510\&amp;quot; y=\&amp;quot;477.5\&amp;quot; width=\&amp;quot;84\&amp;quot; height=\&amp;quot;84\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;yBbkX6j1AivpbSk3t6oh-11\&amp;quot; value=\&amp;quot;\&amp;quot; style=\&amp;quot;endArrow=none;dashed=1;html=1;dashPattern=1 3;strokeWidth=3;rounded=0;flowAnimation=1;\&amp;quot; edge=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry width=\&amp;quot;50\&amp;quot; height=\&amp;quot;50\&amp;quot; relative=\&amp;quot;1\&amp;quot; as=\&amp;quot;geometry\&amp;quot;&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;356.22\&amp;quot; y=\&amp;quot;518.88\&amp;quot; as=\&amp;quot;sourcePoint\&amp;quot; /&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;500\&amp;quot; y=\&amp;quot;519\&amp;quot; as=\&amp;quot;targetPoint\&amp;quot; /&amp;gt;\n &amp;lt;/mxGeometry&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;yBbkX6j1AivpbSk3t6oh-12\&amp;quot; value=\&amp;quot;\&amp;quot; style=\&amp;quot;endArrow=none;dashed=1;html=1;dashPattern=1 3;strokeWidth=3;rounded=0;flowAnimation=1;\&amp;quot; edge=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry width=\&amp;quot;50\&amp;quot; height=\&amp;quot;50\&amp;quot; relative=\&amp;quot;1\&amp;quot; as=\&amp;quot;geometry\&amp;quot;&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;594\&amp;quot; y=\&amp;quot;518.87\&amp;quot; as=\&amp;quot;sourcePoint\&amp;quot; /&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;737.78\&amp;quot; y=\&amp;quot;518.99\&amp;quot; as=\&amp;quot;targetPoint\&amp;quot; /&amp;gt;\n &amp;lt;/mxGeometry&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;yBbkX6j1AivpbSk3t6oh-13\&amp;quot; value=\&amp;quot;\&amp;quot; style=\&amp;quot;endArrow=none;dashed=1;html=1;dashPattern=1 3;strokeWidth=3;rounded=0;flowAnimation=1;\&amp;quot; edge=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry width=\&amp;quot;50\&amp;quot; height=\&amp;quot;50\&amp;quot; relative=\&amp;quot;1\&amp;quot; as=\&amp;quot;geometry\&amp;quot;&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;816.41\&amp;quot; y=\&amp;quot;518.87\&amp;quot; as=\&amp;quot;sourcePoint\&amp;quot; /&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;960.1899999999999\&amp;quot; y=\&amp;quot;518.99\&amp;quot; as=\&amp;quot;targetPoint\&amp;quot; /&amp;gt;\n &amp;lt;/mxGeometry&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;/root&amp;gt;\n &amp;lt;/mxGraphModel&amp;gt;\n &amp;lt;/diagram&amp;gt;\n&amp;lt;/mxfile&amp;gt;\n&amp;quot;}"&gt;&lt;/div&gt;
&lt;script type="text/javascript" src="https://viewer.diagrams.net/js/viewer-static.min.js"&gt;&lt;/script&gt;
&lt;hr&gt;
&lt;h2 id="deploying-azure-private-dns"&gt;Deploying Azure Private DNS&lt;a class="td-heading-self-link" href="#deploying-azure-private-dns" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Assuming you have everything already in plave, we will now deploy our Azure Private DNS zone. Open the Azure Portal and search for &amp;ldquo;Private DNS zones&amp;rdquo;.&lt;/p&gt;</description></item><item><title>ARM templates and Azure VM + Script deployment</title><link>https://justinverstijnen.nl/arm-templates-and-azure-vm-script-deployment/</link><pubDate>Thu, 20 Nov 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/arm-templates-and-azure-vm-script-deployment/</guid><description>&lt;p&gt;In this post I will show some examples of deploying with ARM templates and also will show you how to deploy a PowerShell script to run directly after the deployment of an virtual machine. This further helps automating your tasks.&lt;/p&gt;
&lt;hr&gt;
&lt;h2 id="requirements"&gt;Requirements&lt;a class="td-heading-self-link" href="#requirements" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Around 30 minutes of your time&lt;/li&gt;
&lt;li&gt;An Azure subscription to deploy resources (if wanting to follow the guide)&lt;/li&gt;
&lt;li&gt;A Github account, Azure Storage account or other hosting option to publish Powershell scripts to URL&lt;/li&gt;
&lt;li&gt;Basic knowledge of Azure&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;h2 id="what-is-arm"&gt;What is ARM?&lt;a class="td-heading-self-link" href="#what-is-arm" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;ARM stands for Azure Resource Manager and is the underlying API for everything you deploy, change and manage in the Azure Portal, Azure PowerShell and Azure CLI. A basic understanding of ARM is in this picture:&lt;/p&gt;</description></item><item><title>Automatic Azure Boot diagnostics monitoring with Azure Policy</title><link>https://justinverstijnen.nl/automatic-azure-boot-diagnostics-monitoring-with-azure-policy/</link><pubDate>Thu, 11 Sep 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/automatic-azure-boot-diagnostics-monitoring-with-azure-policy/</guid><description>&lt;p&gt;In short, &lt;a href="https://justinverstijnen.nl/ama-module-3-governance-in-microsoft-azure/#azure-policy"&gt;Azure Policy&lt;/a&gt; is a compliance/governance tool in Azure with capabilities for automatically pushing your resources to be compliant with your stated policy. This means if we configure Azure Policy to automatically configure boot diagnostics and save the information to a storage account, this will be automatically done for all existing and new virtual machines.&lt;/p&gt;
&lt;hr&gt;
&lt;h2 id="step-1-the-configuration-explained"&gt;Step 1: The configuration explained&lt;a class="td-heading-self-link" href="#step-1-the-configuration-explained" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;The boot diagnostics in Azure enables you to monitor the state of the virtual machine in the portal. By default, this will be enabled with a Microsoft managed storage account but we don&amp;rsquo;t have control over the storage account.&lt;/p&gt;</description></item><item><title>Wordpress on Azure</title><link>https://justinverstijnen.nl/wordpress-on-azure/</link><pubDate>Thu, 04 Sep 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/wordpress-on-azure/</guid><description>&lt;h2 id="requirements"&gt;Requirements&lt;a class="td-heading-self-link" href="#requirements" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;An Azure subscription&lt;/li&gt;
&lt;li&gt;A public domain name to run the website on (not required, but really nice)&lt;/li&gt;
&lt;li&gt;Some basic knowledge about Azure&lt;/li&gt;
&lt;li&gt;Some basic knowledge about IP addresses, DNS and websites&lt;/li&gt;
&lt;li&gt;Around 45 minutes of your time&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;h2 id="what-is-wordpress"&gt;What is Wordpress?&lt;a class="td-heading-self-link" href="#what-is-wordpress" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;For the people who may not know what Wordpress is; Wordpress is a tool to create and manage websites, without needing to have knowledge of code. It is a so-called content management system (CMS) and has thousands of themes and plugins to play with. This website you see now is also running on Wordpress.&lt;/p&gt;</description></item><item><title>New: Azure Service Groups</title><link>https://justinverstijnen.nl/new-azure-service-groups/</link><pubDate>Mon, 01 Sep 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/new-azure-service-groups/</guid><description>&lt;h2 id="what-are-these-new-service-groups-in-azure"&gt;What are these new Service Groups in Azure?&lt;a class="td-heading-self-link" href="#what-are-these-new-service-groups-in-azure" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Service Groups are a parralel type of group to group resources and separate permissions to them. In this manner we can assign multiple resources of different resource groups and put them into a overshadowing Service Group to apply permissions. This eliminates the need to move resources into specific resource groups with all broken links that comes with it.&lt;/p&gt;
&lt;p&gt;This looks like this:&lt;/p&gt;</description></item><item><title>In-Place upgrade to Windows Server 2025 on Azure</title><link>https://justinverstijnen.nl/in-place-upgrade-windows-server-on-azure/</link><pubDate>Thu, 28 Aug 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/in-place-upgrade-windows-server-on-azure/</guid><description>&lt;p&gt;Once every 3 to 4 years you want to be on the last version of Windows Server because of new features and of course to have the latest security updates. These security updates are the most important these days.&lt;/p&gt;
&lt;p&gt;When having your server hosted on Microsoft Azure, this proces can look a bit complicated but it is relatively easy to upgrade your Windows Server to the last version, and I will explain how to on this page.&lt;/p&gt;</description></item><item><title>Use Azure Logic Apps to automatically start and stop VMs</title><link>https://justinverstijnen.nl/use-azure-logic-apps-to-automatically-start-and-stop-vms/</link><pubDate>Sun, 13 Jul 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/use-azure-logic-apps-to-automatically-start-and-stop-vms/</guid><description>&lt;h2 id="azure-logic-apps"&gt;Azure Logic Apps&lt;a class="td-heading-self-link" href="#azure-logic-apps" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Azure Logic Apps is a solution to automate flows that we can run based on a trigger. After a certain trigger is being met, the Logic App can then perform some certain steps, like;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Get data from database/SharePoint&lt;/li&gt;
&lt;li&gt;Process data&lt;/li&gt;
&lt;li&gt;Send email&lt;/li&gt;
&lt;li&gt;Start or Stop VM&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;To keep it simple, such logic app can looks like this:&lt;/p&gt;
&lt;!-- draw.io diagram --&gt;
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as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;HWtHuZUkWH_dWUqPsxzS-7\&amp;quot; value=\&amp;quot;&amp;amp;lt;b&amp;amp;gt;Schedule&amp;amp;lt;/b&amp;amp;gt;&amp;amp;lt;div&amp;amp;gt;&amp;amp;lt;b&amp;amp;gt;(every day on 9:00 AM)&amp;amp;lt;/b&amp;amp;gt;&amp;amp;lt;/div&amp;amp;gt;\&amp;quot; style=\&amp;quot;text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;\&amp;quot; vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;-1017.8199999999999\&amp;quot; y=\&amp;quot;75\&amp;quot; width=\&amp;quot;150\&amp;quot; height=\&amp;quot;40\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;HWtHuZUkWH_dWUqPsxzS-8\&amp;quot; value=\&amp;quot;&amp;amp;lt;b&amp;amp;gt;Power-On&amp;amp;lt;/b&amp;amp;gt;\&amp;quot; style=\&amp;quot;text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;\&amp;quot; vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;-812.8199999999999\&amp;quot; y=\&amp;quot;78.5\&amp;quot; width=\&amp;quot;80\&amp;quot; height=\&amp;quot;30\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;HWtHuZUkWH_dWUqPsxzS-9\&amp;quot; value=\&amp;quot;&amp;amp;lt;b&amp;amp;gt;Virtual Machine&amp;amp;lt;/b&amp;amp;gt;\&amp;quot; style=\&amp;quot;text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;\&amp;quot; vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;-658.3199999999999\&amp;quot; y=\&amp;quot;78.5\&amp;quot; width=\&amp;quot;110\&amp;quot; height=\&amp;quot;30\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;HWtHuZUkWH_dWUqPsxzS-10\&amp;quot; value=\&amp;quot;\&amp;quot; style=\&amp;quot;endArrow=none;dashed=1;html=1;dashPattern=1 3;strokeWidth=2;rounded=0;flowAnimation=1;entryX=-0.033;entryY=0.503;entryDx=0;entryDy=0;entryPerimeter=0;\&amp;quot; edge=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot; target=\&amp;quot;HWtHuZUkWH_dWUqPsxzS-3\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry width=\&amp;quot;50\&amp;quot; height=\&amp;quot;50\&amp;quot; relative=\&amp;quot;1\&amp;quot; as=\&amp;quot;geometry\&amp;quot;&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;-1080\&amp;quot; y=\&amp;quot;39\&amp;quot; as=\&amp;quot;sourcePoint\&amp;quot; /&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;-990\&amp;quot; y=\&amp;quot;40\&amp;quot; as=\&amp;quot;targetPoint\&amp;quot; /&amp;gt;\n &amp;lt;/mxGeometry&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;HWtHuZUkWH_dWUqPsxzS-11\&amp;quot; value=\&amp;quot;\&amp;quot; style=\&amp;quot;endArrow=none;dashed=1;html=1;dashPattern=1 3;strokeWidth=2;rounded=0;flowAnimation=1;entryX=0.008;entryY=0.499;entryDx=0;entryDy=0;entryPerimeter=0;\&amp;quot; edge=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot; target=\&amp;quot;HWtHuZUkWH_dWUqPsxzS-5\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry width=\&amp;quot;50\&amp;quot; height=\&amp;quot;50\&amp;quot; relative=\&amp;quot;1\&amp;quot; as=\&amp;quot;geometry\&amp;quot;&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;-917.8199999999999\&amp;quot; y=\&amp;quot;39\&amp;quot; as=\&amp;quot;sourcePoint\&amp;quot; /&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;-807.64\&amp;quot; y=\&amp;quot;40\&amp;quot; as=\&amp;quot;targetPoint\&amp;quot; /&amp;gt;\n &amp;lt;/mxGeometry&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;HWtHuZUkWH_dWUqPsxzS-12\&amp;quot; value=\&amp;quot;\&amp;quot; style=\&amp;quot;endArrow=none;dashed=1;html=1;dashPattern=1 3;strokeWidth=2;rounded=0;flowAnimation=1;entryX=-0.033;entryY=0.503;entryDx=0;entryDy=0;entryPerimeter=0;\&amp;quot; edge=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry width=\&amp;quot;50\&amp;quot; height=\&amp;quot;50\&amp;quot; relative=\&amp;quot;1\&amp;quot; as=\&amp;quot;geometry\&amp;quot;&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;-747.8199999999999\&amp;quot; y=\&amp;quot;39\&amp;quot; as=\&amp;quot;sourcePoint\&amp;quot; /&amp;gt;\n &amp;lt;mxPoint x=\&amp;quot;-637.64\&amp;quot; y=\&amp;quot;40\&amp;quot; as=\&amp;quot;targetPoint\&amp;quot; /&amp;gt;\n &amp;lt;/mxGeometry&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;/root&amp;gt;\n &amp;lt;/mxGraphModel&amp;gt;\n &amp;lt;/diagram&amp;gt;\n&amp;lt;/mxfile&amp;gt;\n&amp;quot;}"&gt;&lt;/div&gt;
&lt;script type="text/javascript" src="https://viewer.diagrams.net/js/viewer-static.min.js"&gt;&lt;/script&gt;
&lt;p&gt;In Logic Apps there are templates to help you starting out what the possibilities are:&lt;/p&gt;</description></item><item><title>How to implement Azure Firewall to secure your Azure environment</title><link>https://justinverstijnen.nl/how-to-implement-azure-firewall-to-secure-your-azure-environment/</link><pubDate>Thu, 10 Jul 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/how-to-implement-azure-firewall-to-secure-your-azure-environment/</guid><description>&lt;h2 id="requirements"&gt;Requirements&lt;a class="td-heading-self-link" href="#requirements" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Around 60 minutes of your time&lt;/li&gt;
&lt;li&gt;An Azure subscription&lt;/li&gt;
&lt;li&gt;Basic knowledge of Azure&lt;/li&gt;
&lt;li&gt;Basic knowledge of Networking&lt;/li&gt;
&lt;li&gt;Basic knowledge of &lt;a href="https://justinverstijnen.nl/what-is-azure-firewall"&gt;Azure Firewall&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;h2 id="overview"&gt;Overview&lt;a class="td-heading-self-link" href="#overview" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Before creating all resources, it is great to plan before we build. I mean planning your network before building and having different overlaps or too much/less addresses available. In most cases, Azure recommends building a Hub-and-Spoke network, where we connect all spoke networks to a big hub.&lt;/p&gt;</description></item><item><title>What is Azure Firewall?</title><link>https://justinverstijnen.nl/what-is-azure-firewall/</link><pubDate>Thu, 03 Jul 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/what-is-azure-firewall/</guid><description>&lt;h2 id="requirements"&gt;Requirements&lt;a class="td-heading-self-link" href="#requirements" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Around 15 minutes of your time&lt;/li&gt;
&lt;li&gt;Basic knowledge of Azure&lt;/li&gt;
&lt;li&gt;Basic knowledge of networking and networking protocols&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;h2 id="what-is-azure-firewall"&gt;What is Azure Firewall?&lt;a class="td-heading-self-link" href="#what-is-azure-firewall" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Azure Firewall is an cloud based firewall to secure and your cloud networking environment. It acts as point of access, a sort of castledoor, and can allow or block certain traffic from the internet to your environment and from environment to the internet. The firewall can mostly work on layers 3, 4 and 7 of the OSI model.&lt;/p&gt;</description></item><item><title>Azure Default VM Outbound access deprecated</title><link>https://justinverstijnen.nl/azure-default-outbound-access/</link><pubDate>Thu, 19 Jun 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/azure-default-outbound-access/</guid><description>&lt;h2 id="what-does-this-new-requirement-mean"&gt;What does this new requirement mean?&lt;a class="td-heading-self-link" href="#what-does-this-new-requirement-mean" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;This requirement means that every virtual machine in Azure created after 30 September 2025 needs to have an outbound connectivity method configured. You can see this as a &amp;ldquo;bring your own connection&amp;rdquo;.&lt;/p&gt;
&lt;p&gt;If you do not configure one of these methods, you will end up with a virtual machine that is not reachable from the internet. It can be reached from other servers (Jump servers) on the internal network or by using &lt;a href="https://justinverstijnen.nl/amc-module-6-networking-in-microsoft-azure/#azure-bastion"&gt;Azure Bastion&lt;/a&gt;.&lt;/p&gt;</description></item><item><title>Microsoft Azure certifications for Developers</title><link>https://justinverstijnen.nl/microsoft-azure-certifications-for-developers/</link><pubDate>Wed, 11 Jun 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/microsoft-azure-certifications-for-developers/</guid><description>&lt;h2 id="the-certification-poster"&gt;The certification poster&lt;a class="td-heading-self-link" href="#the-certification-poster" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Microsoft has an monthly updating certification poster available to have an overview for each solution category and the certifications of that category. You can find the poster here:&lt;/p&gt;
&lt;p&gt;&lt;a href="https://aka.ms/traincertposter"&gt;Certification poster&lt;/a&gt;&lt;/p&gt;
&lt;hr&gt;
&lt;h2 id="certification-types"&gt;Certification types&lt;a class="td-heading-self-link" href="#certification-types" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Certifications in the Microsoft world consist of 4 categories/levels:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;Fundamentals:&lt;/strong&gt; Foundational certifications to learn the overview of the category&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Intermediate:&lt;/strong&gt; Intermediate certification to learn how a solution works and to manage it&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Expert:&lt;/strong&gt; Expert certifications to learn to how to architect a solution&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Specialties:&lt;/strong&gt; These are add-ons designed for specific solutions like Azure Virtual Desktop, SAP workloads, Cosmos DB and such. (not included below)&lt;/li&gt;
&lt;/ol&gt;
&lt;!-- draw.io diagram --&gt;
&lt;div class="mxgraph" style="max-width:100%;border:1px solid transparent;" data-mxgraph="{&amp;quot;highlight&amp;quot;:&amp;quot;#0000ff&amp;quot;,&amp;quot;nav&amp;quot;:true,&amp;quot;resize&amp;quot;:true,&amp;quot;dark-mode&amp;quot;:&amp;quot;auto&amp;quot;,&amp;quot;toolbar&amp;quot;:&amp;quot;zoom layers tags lightbox&amp;quot;,&amp;quot;xml&amp;quot;:&amp;quot;&amp;lt;mxfile host=\&amp;quot;app.diagrams.net\&amp;quot; agent=\&amp;quot;Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/137.0.0.0 Safari/537.36 Edg/137.0.0.0\&amp;quot; version=\&amp;quot;27.1.3\&amp;quot;&amp;gt;\n &amp;lt;diagram name=\&amp;quot;Pagina-1\&amp;quot; id=\&amp;quot;8lNcKC60nMDeM6wqM-C7\&amp;quot;&amp;gt;\n &amp;lt;mxGraphModel dx=\&amp;quot;695\&amp;quot; dy=\&amp;quot;650\&amp;quot; grid=\&amp;quot;1\&amp;quot; gridSize=\&amp;quot;10\&amp;quot; guides=\&amp;quot;1\&amp;quot; tooltips=\&amp;quot;1\&amp;quot; connect=\&amp;quot;1\&amp;quot; arrows=\&amp;quot;1\&amp;quot; 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vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;320\&amp;quot; y=\&amp;quot;360\&amp;quot; width=\&amp;quot;30\&amp;quot; height=\&amp;quot;30\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;8S55hVTjPHuyoUUSl_0v-8\&amp;quot; value=\&amp;quot;\&amp;quot; style=\&amp;quot;verticalLabelPosition=bottom;verticalAlign=top;html=1;shape=mxgraph.basic.star;fillColor=#fff2cc;strokeColor=#d6b656;\&amp;quot; vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;475\&amp;quot; y=\&amp;quot;360\&amp;quot; width=\&amp;quot;30\&amp;quot; height=\&amp;quot;30\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;8S55hVTjPHuyoUUSl_0v-9\&amp;quot; value=\&amp;quot;\&amp;quot; style=\&amp;quot;verticalLabelPosition=bottom;verticalAlign=top;html=1;shape=mxgraph.basic.star;fillColor=#fff2cc;strokeColor=#d6b656;\&amp;quot; vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;505\&amp;quot; y=\&amp;quot;360\&amp;quot; width=\&amp;quot;30\&amp;quot; height=\&amp;quot;30\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;8S55hVTjPHuyoUUSl_0v-10\&amp;quot; value=\&amp;quot;\&amp;quot; style=\&amp;quot;verticalLabelPosition=bottom;verticalAlign=top;html=1;shape=mxgraph.basic.star;fillColor=#fff2cc;strokeColor=#d6b656;\&amp;quot; vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;535\&amp;quot; y=\&amp;quot;360\&amp;quot; width=\&amp;quot;30\&amp;quot; height=\&amp;quot;30\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;8S55hVTjPHuyoUUSl_0v-11\&amp;quot; value=\&amp;quot;1.\&amp;quot; style=\&amp;quot;text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;\&amp;quot; vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;105\&amp;quot; y=\&amp;quot;400\&amp;quot; width=\&amp;quot;30\&amp;quot; height=\&amp;quot;30\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;8S55hVTjPHuyoUUSl_0v-12\&amp;quot; value=\&amp;quot;2.\&amp;quot; style=\&amp;quot;text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;\&amp;quot; vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;305\&amp;quot; y=\&amp;quot;400\&amp;quot; width=\&amp;quot;30\&amp;quot; height=\&amp;quot;30\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;mxCell id=\&amp;quot;8S55hVTjPHuyoUUSl_0v-13\&amp;quot; value=\&amp;quot;3.\&amp;quot; style=\&amp;quot;text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;\&amp;quot; vertex=\&amp;quot;1\&amp;quot; parent=\&amp;quot;1\&amp;quot;&amp;gt;\n &amp;lt;mxGeometry x=\&amp;quot;505\&amp;quot; y=\&amp;quot;400\&amp;quot; width=\&amp;quot;30\&amp;quot; height=\&amp;quot;30\&amp;quot; as=\&amp;quot;geometry\&amp;quot; /&amp;gt;\n &amp;lt;/mxCell&amp;gt;\n &amp;lt;/root&amp;gt;\n &amp;lt;/mxGraphModel&amp;gt;\n &amp;lt;/diagram&amp;gt;\n&amp;lt;/mxfile&amp;gt;\n&amp;quot;}"&gt;&lt;/div&gt;
&lt;script type="text/javascript" src="https://viewer.diagrams.net/js/viewer-static.min.js"&gt;&lt;/script&gt;
&lt;p&gt;Microsoft wants you to always have lower certifications before going up the stairs. It wants you if you take an expert certification, you also have the knowledge of the fundamentals and intermediate certification levels. Some expert certifications even have hard pre-requisites.&lt;/p&gt;</description></item><item><title>Creating Static Web Apps on Azure the easy way</title><link>https://justinverstijnen.nl/creating-static-web-apps-on-azure-the-easy-way/</link><pubDate>Thu, 29 May 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/creating-static-web-apps-on-azure-the-easy-way/</guid><description>&lt;h2 id="requirements"&gt;Requirements&lt;a class="td-heading-self-link" href="#requirements" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Around 45 minutes of your time&lt;/li&gt;
&lt;li&gt;An account for Github (recommended)&lt;/li&gt;
&lt;li&gt;An Azure subscription to host your Static Web App&lt;/li&gt;
&lt;li&gt;Some basic knowledge of Azure&lt;/li&gt;
&lt;li&gt;A custom domain to link the web app to your domain&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;h2 id="introduction-to-static-web-apps-and-github"&gt;Introduction to Static Web Apps and Github&lt;a class="td-heading-self-link" href="#introduction-to-static-web-apps-and-github" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Before we dive into Static Web Apps and Github, I want to give a clear explaination of both the components that will help us achieving our goal, hosting a simple web app on Azure.&lt;/p&gt;</description></item><item><title>Create custom Azure Workbooks for detailed monitoring</title><link>https://justinverstijnen.nl/create-custom-azure-workbooks-for-detailed-monitoring/</link><pubDate>Thu, 08 May 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/create-custom-azure-workbooks-for-detailed-monitoring/</guid><description>&lt;h2 id="introduction"&gt;Introduction&lt;a class="td-heading-self-link" href="#introduction" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Azure Workbooks are a powerful way to build customizable dashboards for monitoring applications and infrastructure. They can combine multiple data sources such as:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Metrics&lt;/li&gt;
&lt;li&gt;Log Analytics Workspaces&lt;/li&gt;
&lt;li&gt;Visualizations&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;They are flexible enough for quick performance overviews or deep investigations.&lt;/p&gt;
&lt;p&gt;&lt;img src="https://sajvwebsiteblobstorage.blob.core.windows.net/blog/create-custom-azure-workbooks-for-detailed-monitoring-1468/jv-media-1468-2640911c236e.png" alt="Azure Workbook Overview"&gt;&lt;/p&gt;
&lt;h2 id="using-default-azure-workbooks"&gt;Using Default Azure Workbooks&lt;a class="td-heading-self-link" href="#using-default-azure-workbooks" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Many Azure resources include built-in workbook templates with basic health and performance insights.&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Open your Virtual Machine.&lt;/li&gt;
&lt;li&gt;Select &lt;strong&gt;Workbooks&lt;/strong&gt;.&lt;/li&gt;
&lt;li&gt;Choose &lt;strong&gt;Overview&lt;/strong&gt; or another template.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;img src="https://sajvwebsiteblobstorage.blob.core.windows.net/blog/create-custom-azure-workbooks-for-detailed-monitoring-1468/jv-media-1468-718a21d9fa1c.png" alt="Default Workbook"&gt;&lt;/p&gt;</description></item><item><title>Setup a Minecraft server on Azure</title><link>https://justinverstijnen.nl/setup-a-minecraft-server-on-azure/</link><pubDate>Thu, 01 May 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/setup-a-minecraft-server-on-azure/</guid><description>&lt;h2 id="requirements"&gt;Requirements&lt;a class="td-heading-self-link" href="#requirements" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;An Azure environment&lt;/li&gt;
&lt;li&gt;Basic knowledge of Azure&lt;/li&gt;
&lt;li&gt;Basic knowledge of Linux and SSH&lt;/li&gt;
&lt;li&gt;Basic knowledge of networking and TCP/UDP&lt;/li&gt;
&lt;li&gt;Experience with Minecraft to test the server&lt;/li&gt;
&lt;li&gt;Around 45 minutes of your time&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;h2 id="system-requirements-of-a-minecraft-server"&gt;System requirements of a Minecraft server&lt;a class="td-heading-self-link" href="#system-requirements-of-a-minecraft-server" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;For a typical Minecraft server, without Mods, the guidelines and system requirements are as stated below:&lt;/p&gt;
&lt;table&gt;
 &lt;thead&gt;
 &lt;tr&gt;
 &lt;th&gt;&lt;/th&gt;
 &lt;th&gt;&lt;/th&gt;
 &lt;th&gt;&lt;/th&gt;
 &lt;th&gt;&lt;/th&gt;
 &lt;/tr&gt;
 &lt;/thead&gt;
 &lt;tbody&gt;
 &lt;tr&gt;
 &lt;td&gt;&lt;strong&gt;Processor cores&lt;/strong&gt;&lt;/td&gt;
 &lt;td&gt;&lt;strong&gt;Ram&lt;/strong&gt;&lt;/td&gt;
 &lt;td&gt;&lt;strong&gt;Player Slots&lt;/strong&gt;&lt;/td&gt;
 &lt;td&gt;&lt;strong&gt;World Size&lt;/strong&gt;&lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr&gt;
 &lt;td&gt;2&lt;/td&gt;
 &lt;td&gt;8GB&lt;/td&gt;
 &lt;td&gt;Up to 10&lt;/td&gt;
 &lt;td&gt;Up to 8GB&lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr&gt;
 &lt;td&gt;4&lt;/td&gt;
 &lt;td&gt;16GB&lt;/td&gt;
 &lt;td&gt;Up to 20&lt;/td&gt;
 &lt;td&gt;Up to 15GB&lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr&gt;
 &lt;td&gt;8&lt;/td&gt;
 &lt;td&gt;32GB&lt;/td&gt;
 &lt;td&gt;Up to 50&lt;/td&gt;
 &lt;td&gt;Up to 20GB&lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr&gt;
 &lt;td&gt;16&lt;/td&gt;
 &lt;td&gt;64GB&lt;/td&gt;
 &lt;td&gt;Up to 100&lt;/td&gt;
 &lt;td&gt;Up to 60GB&lt;/td&gt;
 &lt;/tr&gt;
 &lt;/tbody&gt;
&lt;/table&gt;
&lt;hr&gt;
&lt;h2 id="setup-the-azure-environment-for-a-minecraft-server"&gt;Setup the Azure environment for a Minecraft server&lt;a class="td-heading-self-link" href="#setup-the-azure-environment-for-a-minecraft-server" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;h3 id="creating-the-resource-group"&gt;Creating the Resource Group&lt;a class="td-heading-self-link" href="#creating-the-resource-group" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h3&gt;
&lt;p&gt;First, we need to setup our Azure environment for a Minecraft server. I started with creating a Resource group named &amp;ldquo;rg-jv-minecraftserver&amp;rdquo;.&lt;/p&gt;</description></item><item><title>Deploy Resource Group locks automatically with Azure Policy</title><link>https://justinverstijnen.nl/deploy-resource-group-locks-automatically-with-azure-policy/</link><pubDate>Thu, 17 Apr 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/deploy-resource-group-locks-automatically-with-azure-policy/</guid><description>&lt;div class="alert alert-info" role="alert"&gt;
&lt;p&gt;Note: Locks on Resource Groups can stop some automations. If you use read-only locks on a Azure Virtual Desktop resource group for example, autoscaling will not work anymore.&lt;/p&gt;
&lt;p&gt;Take care and test these changes before creating them and assigning this policy to such (production) subscription.&lt;/p&gt;
&lt;/div&gt;
&lt;hr&gt;
&lt;h2 id="the-solution-described"&gt;The solution described&lt;a class="td-heading-self-link" href="#the-solution-described" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;This solution consists of an Azure Policy Definition, that is assigned to the subscription where this must be executed. It also consists of a custom role that only gives the needed permissions, and nothing more.&lt;/p&gt;</description></item><item><title>Monitor and reduce carbon emissions (CO2) in Azure</title><link>https://justinverstijnen.nl/monitor-and-reduce-carbon-emissions-co2-in-azure/</link><pubDate>Thu, 10 Apr 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/monitor-and-reduce-carbon-emissions-co2-in-azure/</guid><description>&lt;h2 id="carbon-optimization-dashboard"&gt;Carbon Optimization dashboard&lt;a class="td-heading-self-link" href="#carbon-optimization-dashboard" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Azure offers several Carbon Optimization options to help organizations to monitor and reduce their CO₂ emissions and operate more sustainable. You can find this in the Azure Portal by searching for &amp;ldquo;Carbon optimizations&amp;rdquo;:&lt;/p&gt;
&lt;p&gt;At this dashboard we can find some interesting information, like the total emissions from when your organization started using Azure services, emissions in the last month and the potential reductions that your organization can make.&lt;/p&gt;</description></item><item><title>Migrate servers with Azure Migrate in 7 steps</title><link>https://justinverstijnen.nl/using-azure-migrate-to-migrate-on-premises-to-azure/</link><pubDate>Thu, 03 Apr 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/using-azure-migrate-to-migrate-on-premises-to-azure/</guid><description>&lt;h2 id="requirements"&gt;Requirements&lt;a class="td-heading-self-link" href="#requirements" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;A server to migrate to Microsoft Azure&lt;/li&gt;
&lt;li&gt;Ability to install 1 or 2 additional servers
&lt;ul&gt;
&lt;li&gt;Must be in the same network&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Around 60 minutes of your time&lt;/li&gt;
&lt;li&gt;Administrator access to all source servers&lt;/li&gt;
&lt;li&gt;RDP access to all source servers is useful&lt;/li&gt;
&lt;li&gt;Secure Boot must be disabled on the source servers&lt;/li&gt;
&lt;li&gt;A target Azure Subscription with Owner access&lt;/li&gt;
&lt;li&gt;1 server dedicated to Migration based on &lt;em&gt;Windows Server 2016*&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;2 servers for Discovery and Migration based on &lt;em&gt;Windows Server 2016*&lt;/em&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class="alert alert-info" role="alert"&gt;
&lt;p&gt;*Windows Server 2016 is the only supported OS, please do not install other versions as this will not work.&lt;/p&gt;</description></item><item><title>Save Azure costs on Virtual Machines with Start/Stop</title><link>https://justinverstijnen.nl/save-azure-costs-on-virtual-machines-with-start-stop/</link><pubDate>Sun, 02 Mar 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/save-azure-costs-on-virtual-machines-with-start-stop/</guid><description>&lt;h2 id="requirements"&gt;Requirements&lt;a class="td-heading-self-link" href="#requirements" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Around 45 minutes of your time&lt;/li&gt;
&lt;li&gt;An Azure subscription&lt;/li&gt;
&lt;li&gt;One or more Azure VMs to automatically start and stop&lt;/li&gt;
&lt;li&gt;Basic knowledge of Azure&lt;/li&gt;
&lt;li&gt;No fear of JSON configurations&lt;/li&gt;
&lt;li&gt;Some drink of your choice&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;h2 id="introduction-to-the-startstop-solution"&gt;Introduction to the Start/Stop solution&lt;a class="td-heading-self-link" href="#introduction-to-the-startstop-solution" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;The Start/Stop solution is a complete solution and collection of predefined resources built by Microsoft itself. It is purely focussed on starting VMs and stopping VMs based on some rules you can configure. The solution consists of some different resources and dependencies:&lt;/p&gt;</description></item><item><title>Deep dive into IPv6 with Microsoft Azure</title><link>https://justinverstijnen.nl/deep-dive-into-ipv6-with-microsoft-azure/</link><pubDate>Mon, 17 Feb 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/deep-dive-into-ipv6-with-microsoft-azure/</guid><description>&lt;h2 id="requirements"&gt;Requirements&lt;a class="td-heading-self-link" href="#requirements" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Basic knowledge of Azure and IPv4 and IPv6
&lt;ul&gt;
&lt;li&gt;Reading this guide prior is recommended: &lt;a href="https://justinverstijnen.nl/basic-ipv6-explaination/"&gt;https://justinverstijnen.nl/basic-ipv6-explaination/&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Around 45 minutes of your time&lt;/li&gt;
&lt;li&gt;An Azure subscription to test and succeed on&lt;/li&gt;
&lt;li&gt;A cup of coffee or drink of your choice :)&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;h2 id="creating-a-virtual-network-vnet-with-ipv6"&gt;Creating a Virtual Network (VNET) with IPv6&lt;a class="td-heading-self-link" href="#creating-a-virtual-network-vnet-with-ipv6" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;By default, Azure pushes you to use an IPv4 address space when creating a virtual network in Azure. Now this is the best understandable and easy version of addressing.&lt;/p&gt;</description></item><item><title>Using Azure Update Manager to manage updates at scale</title><link>https://justinverstijnen.nl/using-azure-update-manager-to-manage-updates-at-scale/</link><pubDate>Sat, 08 Feb 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/using-azure-update-manager-to-manage-updates-at-scale/</guid><description>&lt;p&gt;Azure Update Manager is a tool from Microsoft and is developed to automate, installing and documenting Windows updates or updates to Linux server on Azure. This all in a single pane of glass and without installing any additional software.&lt;/p&gt;
&lt;p&gt;&lt;img src="https://sajvwebsiteblobstorage.blob.core.windows.net/blog/using-azure-update-manager-to-manage-updates-at-scale-837/jv-media-837-da1adbcab709.png" alt=""&gt;&lt;/p&gt;
&lt;hr&gt;
&lt;h2 id="requirements"&gt;Requirements&lt;a class="td-heading-self-link" href="#requirements" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Around 15 minutes of your time&lt;/li&gt;
&lt;li&gt;An Azure subsciption&lt;/li&gt;
&lt;li&gt;An Azure server or Azure Arc server&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;h2 id="supported-systems"&gt;Supported systems&lt;a class="td-heading-self-link" href="#supported-systems" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Azure Update Manager supports the following systems for assessments and installing updates, therefore managing them:&lt;/p&gt;</description></item><item><title>10 ways to use tags in Microsoft Azure</title><link>https://justinverstijnen.nl/10-ways-to-use-tags-in-microsoft-azure/</link><pubDate>Fri, 10 Jan 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/10-ways-to-use-tags-in-microsoft-azure/</guid><description>&lt;h2 id="what-are-tags-in-azure"&gt;What are Tags in Azure?&lt;a class="td-heading-self-link" href="#what-are-tags-in-azure" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Tags are a pair of editable values in Microsoft Azure. These are in this pair-convention:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Name : Value&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;We can define ourselves what the Name and Value actually are, if we stay within these limits:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Name: maximum of 512 characters&lt;/li&gt;
&lt;li&gt;Value: maximum of 256 characters
&lt;ul&gt;
&lt;li&gt;Half these values for storage accounts&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;These characters are not supported: &lt;code&gt;&amp;lt;&lt;/code&gt;, &lt;code&gt;&amp;gt;&lt;/code&gt;, &lt;code&gt;%&lt;/code&gt;, &lt;code&gt;&amp;amp;&lt;/code&gt;, &lt;code&gt;\&lt;/code&gt;, &lt;code&gt;?&lt;/code&gt;, &lt;code&gt;/&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;An example of a resource in my environment using tags:&lt;/p&gt;</description></item><item><title>Azure VPN Gateway Maintenance - How to configure</title><link>https://justinverstijnen.nl/azure-vpn-gateway-maintenance-how-to-configure/</link><pubDate>Wed, 01 Jan 2025 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/azure-vpn-gateway-maintenance-how-to-configure/</guid><description>&lt;h2 id="why-configure-a-maintenance-configuration"&gt;Why configure a maintenance configuration?&lt;a class="td-heading-self-link" href="#why-configure-a-maintenance-configuration" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;We would want to configure a maintenance configuration for our VPN gateway to Azure to prevent unwanted updates during business hours. Microsoft doesn’t publish when they perform updates to their infrastructure, so this could be any moment.&lt;/p&gt;
&lt;p&gt;Microsoft has to patch or replace their hardware regularly, and by configuring this maintenance configuration, we tell them: “Hey, please only do this for us in this window“. You could understand that configuring this is essential for availability reasons, but also don’t postpone updates too long for security and continuity reasons. My advice is to schedule these updates daily or weekly.&lt;/p&gt;</description></item><item><title>Azure Key Vault</title><link>https://justinverstijnen.nl/azure-key-vault/</link><pubDate>Tue, 26 Nov 2024 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/azure-key-vault/</guid><description>&lt;p&gt;Azure Key Vault is a type of vault used to store sensitive technical information, such as:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Certificates&lt;/li&gt;
&lt;li&gt;Secrets&lt;/li&gt;
&lt;li&gt;Keys&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;What sets Azure Key Vault apart from a traditional password manager is that it allows software to integrate with the vault. Instead of hardcoding a secret, the software can retrieve it from the vault. Additionally, it is possible to rotate a secret every month, enabling the application to use a different secret each month.&lt;/p&gt;</description></item><item><title>Azure Stack HCI - Host your Virtual Desktops locally</title><link>https://justinverstijnen.nl/azure-stack-hci-host-your-virtual-desktops-locally-with-all-the-best-of-azure/</link><pubDate>Thu, 03 Oct 2024 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/azure-stack-hci-host-your-virtual-desktops-locally-with-all-the-best-of-azure/</guid><description>&lt;h2 id="introduction-to-azure-stack-hci"&gt;Introduction to Azure Stack HCI&lt;a class="td-heading-self-link" href="#introduction-to-azure-stack-hci" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;Azure Stack HCI is a solution for Microsoft Azure to host Azure resources on your own hardware and location. This sounds traditional but can help to boost your Azure resources for your customer and/or use case.&lt;/p&gt;
&lt;p&gt;For example, with Azure Stack HCI it is possible to host some Azure Virtual Desktop hosts in your own network to boost performance by decreasing latency. Also it is possible to use GPU enabled software on this.&lt;/p&gt;</description></item><item><title>How to learn Azure - My learning resources</title><link>https://justinverstijnen.nl/how-to-learn-azure-learning-resources/</link><pubDate>Tue, 10 Sep 2024 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/how-to-learn-azure-learning-resources/</guid><description>&lt;p&gt;To give a quick overview of all the training resources I used throughout the years and give you different types and sorted the resources from beginning to end:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Text based&lt;/li&gt;
&lt;li&gt;Video&amp;rsquo;s&lt;/li&gt;
&lt;li&gt;Labs and Applied Skills&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;h2 id="1-starting-out-video-and-text-based"&gt;1. Starting out (Video and text-based)&lt;a class="td-heading-self-link" href="#1-starting-out-video-and-text-based" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;When starting out, my advice is to first watch the following video of John Savill explaining Microsoft Azure and giving a real introduction.&lt;/p&gt;
&lt;p&gt;&lt;a href="https://www.youtube.com/watch?v=_x1V2ny8FWM"&gt;https://www.youtube.com/watch?v=_x1V2ny8FWM&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;After this, there is a Microsoft Learn collection available which describes the beginning of Azure:&lt;/p&gt;</description></item><item><title>Introduction to Azure roles and permissions (RBAC/IAM)</title><link>https://justinverstijnen.nl/introduction-to-microsoft-azure-roles-rbac-iam-the-easy-way/</link><pubDate>Tue, 30 Jul 2024 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/introduction-to-microsoft-azure-roles-rbac-iam-the-easy-way/</guid><description>&lt;p&gt;When managing a Microsoft Azure environment, permissions and roles with RBAC is one of the basic ways to improve your security. At one hand, you want to have the permissions to do basic tasks but at the other hand you want to restrict an user to be able to do only what he needs to. This is called, the principle of &amp;ldquo;least-privilege&amp;rdquo;.&lt;/p&gt;
&lt;p&gt;In this guide, I want to you to understand the most of the basic knowledge of managing access controls in Azure without very complex stuff.&lt;/p&gt;</description></item><item><title>Network security in Azure with NSG and ASG</title><link>https://justinverstijnen.nl/network-security-in-azure-with-nsg-and-asg/</link><pubDate>Fri, 26 Jul 2024 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/network-security-in-azure-with-nsg-and-asg/</guid><description>&lt;h2 id="what-does-an-network-security-group-nsg-do"&gt;What does an Network Security Group (NSG) do?&lt;a class="td-heading-self-link" href="#what-does-an-network-security-group-nsg-do" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;A network Security Group is a layer 4 network security layer in Azure to filter incoming and outgoing traffic which you can apply to:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;A single VM, you assign it to the NIC (Network Interface Card)&lt;/li&gt;
&lt;li&gt;A subnet, which contains similar virtual machines or need the same policy&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;In a Network Security Group, you can define which traffic may enter or leave the assigned resource, this all based on layer 4 of the OSI model. In the Azure Portal, this looks like this:&lt;/p&gt;</description></item><item><title>Rename name-tags to resource groups and resources</title><link>https://justinverstijnen.nl/renameable-name-tags-to-resource-groups-and-resources/</link><pubDate>Tue, 18 Jun 2024 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/renameable-name-tags-to-resource-groups-and-resources/</guid><description>&lt;p&gt;When it comes to naming your Azure Resource Groups and resources, most of them are not renameable. This due to limitations on the platform and maybe some underlying technical limitations. However, it is possible to assign a renameable tag to a resource in Azure which can be changed or used to clarify its role. This looks like this:&lt;/p&gt;
&lt;p&gt;&lt;img src="https://sajvwebsiteblobstorage.blob.core.windows.net/blog/renameable-name-tags-to-resource-groups-and-resources-164/jv-media-164-908f6f61e062.png" alt=""&gt;&lt;/p&gt;
&lt;hr&gt;
&lt;h2 id="how-to-add-those-renameable-tags-in-the-azure-portal"&gt;How to add those renameable tags in the Azure Portal?&lt;a class="td-heading-self-link" href="#how-to-add-those-renameable-tags-in-the-azure-portal" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;p&gt;You can add this name tag by using a tag in Microsoft Azure. In the portal, go to your resource and go to tags. Here you can add a new tag:&lt;/p&gt;</description></item><item><title>Introduction to the Microsoft Cloud Security Benchmark (MCSB)</title><link>https://justinverstijnen.nl/introduction-to-the-microsoft-cloud-security-benchmark-mcsb/</link><pubDate>Tue, 16 Apr 2024 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/introduction-to-the-microsoft-cloud-security-benchmark-mcsb/</guid><description>&lt;p&gt;In the modern era like where we are today, security is a very important aspect of every system you manage. Bad security of 1 system can mess with all your systems.&lt;/p&gt;
&lt;p&gt;So have a good overview of how secure your complete IT environment is, Microsoft released the Microsoft Cloud Security Benchmark, which is an collection of high-impact security recommendations you can use to secure your cloud services, even when utilizing a hybrid environment. When using Microsoft Defender for Cloud, this MCSB is included in the recommendations.&lt;/p&gt;</description></item><item><title>Introduction to the Azure Well-Architected Framework</title><link>https://justinverstijnen.nl/introduction-of-azure-well-architected-framework/</link><pubDate>Tue, 02 Apr 2024 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/introduction-of-azure-well-architected-framework/</guid><description>&lt;p&gt;The Azure Well-Architected Framework is a framework to improve the quality of your Microsoft Azure Deployment. This does it by spanning 5 pillars so an architect can determine with IT decision makers how they can get the most Azure with the planned budget.&lt;/p&gt;
&lt;p&gt;The 5 pillars of the Well-Architected Framework are:&lt;/p&gt;
&lt;table&gt;
 &lt;thead&gt;
 &lt;tr&gt;
 &lt;th&gt;&lt;/th&gt;
 &lt;th&gt;&lt;/th&gt;
 &lt;/tr&gt;
 &lt;/thead&gt;
 &lt;tbody&gt;
 &lt;tr&gt;
 &lt;td&gt;&lt;strong&gt;Pillar&lt;/strong&gt;&lt;/td&gt;
 &lt;td&gt;&lt;strong&gt;Target&lt;/strong&gt;&lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr&gt;
 &lt;td&gt;Reliability&lt;/td&gt;
 &lt;td&gt;The ability to recover a system and/or contine to work&lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr&gt;
 &lt;td&gt;Security&lt;/td&gt;
 &lt;td&gt;Secure the environment in all spots&lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr&gt;
 &lt;td&gt;Cost Optimization&lt;/td&gt;
 &lt;td&gt;Maximize the value when minimizing the costs&lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr&gt;
 &lt;td&gt;Operational Excellence&lt;/td&gt;
 &lt;td&gt;The processes that keep a system running&lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr&gt;
 &lt;td&gt;Performance Efficiency&lt;/td&gt;
 &lt;td&gt;The ability to adapt to changes&lt;/td&gt;
 &lt;/tr&gt;
 &lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;&lt;img src="https://sajvwebsiteblobstorage.blob.core.windows.net/blog/create-a-catch-all-mailbox-in-exchange-online-2480/jv-media-2480-dfde3a7edc08.png" alt=""&gt;&lt;/p&gt;</description></item><item><title>Cloud Adoption Framework Introduction (CAF)</title><link>https://justinverstijnen.nl/microsoft-azure-cloud-adoption-framework-caf/</link><pubDate>Thu, 04 Jan 2024 00:00:00 +0000</pubDate><guid>https://justinverstijnen.nl/microsoft-azure-cloud-adoption-framework-caf/</guid><description>&lt;p&gt;More and more organizations are moving to the cloud. In order to do this succesful, we can use the Cloud Adoption Framework which is described by Microsoft.&lt;/p&gt;
&lt;p&gt;The framework is a succesful order of processes and guidelines which companys can use to increase the success of adopting the cloud. The framework is described in the diagram below:&lt;/p&gt;
&lt;p&gt;&lt;img src="https://sajvwebsiteblobstorage.blob.core.windows.net/blog/microsoft-azure-cloud-adoption-framework-caf-230/jv-media-230-96e3366cfe69.png" alt="Cloud Adoption Framework"&gt;&lt;/p&gt;
&lt;p&gt;The CAF has the following steps:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Strategy: Define the project, define what you want to achieve and define the business outcomes.&lt;/li&gt;
&lt;li&gt;Plan: Plan your migration, determine the plans and make sure the environment readiness is at a good level.&lt;/li&gt;
&lt;li&gt;Ready (and migrate): Prepare your new cloud environment for planned changes and migrate your workloads to the cloud.&lt;/li&gt;
&lt;li&gt;Optimize: After migrating to the cloud, optimize your environment by using the beste solutions possible and innovate at this level.&lt;/li&gt;
&lt;li&gt;Secure: Improve the security of your workloads and plan your perodical security checks.&lt;/li&gt;
&lt;li&gt;Manage: Manage operations for cloud and hybrid solutions.&lt;/li&gt;
&lt;li&gt;Govern: Govern your environment and its workloads.&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;h2 id="intention-of-use"&gt;Intention of use&lt;a class="td-heading-self-link" href="#intention-of-use" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Increase the chance of your cloud success&lt;/li&gt;
&lt;li&gt;Gives you a best practice of how to perform the migration by proven methodology&lt;/li&gt;
&lt;li&gt;Ensures you don&amp;rsquo;t miss a crucial step&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 id="intended-usersaudience"&gt;Intended users/audience&lt;a class="td-heading-self-link" href="#intended-usersaudience" aria-label="Heading self-link"&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;IT Decision makers&lt;/li&gt;
&lt;li&gt;Company Management Teams&lt;/li&gt;
&lt;li&gt;Companies who want to profit from cloud solutions&lt;/li&gt;
&lt;li&gt;Companies that are planning to migrate to the cloud&lt;/li&gt;
&lt;li&gt;Technicians and project managers for planning the migration&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;For more information, check out this page: &lt;a href="https://learn.microsoft.com/en-us/azure/cloud-adoption-framework/scenarios/"&gt;https://learn.microsoft.com/en-us/azure/cloud-adoption-framework/scenarios/&lt;/a&gt;&lt;/p&gt;</description></item></channel></rss>