<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-6538953</atom:id><lastBuildDate>Thu, 06 Nov 2025 10:23:08 +0000</lastBuildDate><category>coding</category><category>how to</category><category>vs2010</category><category>testing</category><category>winforms</category><category>.NET</category><category>silverlight</category><category>tip</category><category>links</category><category>readibility</category><category>tools</category><category>c#</category><category>asp.net</category><category>deployment</category><category>sql server</category><category>usability</category><category>TFS</category><category>controls</category><category>oracle</category><category>unit tests</category><category>scrum</category><category>database</category><category>.NET4</category><category>LINQ</category><category>SSRS</category><category>Vs2008</category><category>agile</category><category>browsers</category><category>continuousDelivery</category><category>performance</category><category>conferences</category><category>databinding</category><category>htmlcontrol</category><category>mvc</category><category>personal</category><category>Vs2005</category><category>access</category><category>business intelligence</category><category>debugging</category><category>entity framework</category><category>productivity</category><category>wcf</category><category>infragistics</category><category>Console</category><category>SSIS</category><category>cleancode</category><category>crm</category><category>devexpress</category><category>janus</category><category>tdd</category><category>tinymce</category><category>web</category><category>xml</category><category>Enterprise Library</category><category>Java</category><category>Resharper</category><category>SinglePageApplication</category><category>atdd</category><category>blend</category><category>branching</category><category>dynamic data</category><category>intelliJ</category><category>jquery</category><category>lean</category><category>vs2012</category><title>Peter Gfader &#39;s Blog</title><description></description><link>http://blog.gfader.com/</link><managingEditor>noreply@blogger.com (Peter Gfader)</managingEditor><generator>Blogger</generator><openSearch:totalResults>301</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-8019698625251201628</guid><pubDate>Tue, 25 Aug 2020 05:26:00 +0000</pubDate><atom:updated>2020-12-04T11:41:03.057+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">.NET</category><category domain="http://www.blogger.com/atom/ns#">intelliJ</category><category domain="http://www.blogger.com/atom/ns#">Java</category><category domain="http://www.blogger.com/atom/ns#">Resharper</category><category domain="http://www.blogger.com/atom/ns#">tools</category><title>Resharper VS IntelliJ -&gt; Extract Class</title><description>&lt;p&gt;&lt;i&gt;I do a lot of work with IntelliJ these days and wanted to see if my favourite toolchain (Visual Studio + Resharper) provide a better experience for extracting classes. Here are my learnings.&lt;/i&gt;&lt;/p&gt;&lt;p&gt;I have a simple class with &lt;b&gt;too many responsibilities&lt;/b&gt;. Easily to see via the &quot;And&quot; in the method name (Nitriq had this as a code rule since the beginning&amp;nbsp;&lt;a href=&quot;http://www.nitriq.com/&quot;&gt;http://www.nitriq.com/&lt;/a&gt;).&lt;/p&gt;&lt;p&gt;Lets say I want to split up this class in a &quot;Mapper&quot; and a &quot;XmlGenerator&quot;.&lt;/p&gt;&lt;p&gt;How would you do this?&lt;br /&gt;How would you do this in an automated way?&lt;/p&gt;&lt;span&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/span&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;&quot; height=&quot;704&quot; 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&quot; width=&quot;1033&quot; /&gt;&lt;br /&gt;&lt;b&gt;Figure&lt;/b&gt;: The smelly class &quot;XmlGenerator&quot; with too many responsibilities&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;C# and Resharper come first.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;&quot; height=&quot;866&quot; 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&quot; width=&quot;745&quot; /&gt;&lt;br /&gt;&lt;b&gt;Figure&lt;/b&gt;: Resharper to the rescue -&amp;gt; &quot;Extract class&quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;When you click on &quot;Select all suggested members&quot; Resharper tries to find methods that belong together. We would call this &lt;b&gt;Cohesion&lt;/b&gt;.&amp;nbsp;&lt;br /&gt;Resharper is not sooo smart to understand responsibilities. It checks who calls who and selects methods that have a call dependency. In our case that would be all methods :/&lt;/p&gt;&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;b&gt;--&amp;gt; Maybe AI will solve this?&amp;nbsp;😊&lt;/b&gt;&lt;/h2&gt;&lt;p&gt;&lt;img alt=&quot;&quot; height=&quot;413&quot; 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&quot; width=&quot;706&quot; /&gt;&lt;br /&gt;&lt;b&gt;Figure&lt;/b&gt;: The human brain decided about cohesion here&lt;/p&gt;&lt;p&gt;Lets go ahead and apply this refactoring.&lt;/p&gt;&lt;p&gt;Resharper does a good job to refactor this. The only ugliness remains is that the call site to the &quot;map&quot; methods use now the dependency in the XmlGenerator and not the Mapper itself.&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;&quot; height=&quot;393&quot; 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&quot; width=&quot;999&quot; /&gt;&lt;br /&gt;&lt;b&gt;Figure&lt;/b&gt;: Mapper dependency exposed to the outside world&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Lets fix that! I give you only hints so that you can try for yourself.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Inline the field.&lt;/li&gt;&lt;li&gt;Inline the property&lt;/li&gt;&lt;li&gt;&quot;Extract field&quot; new Mapper + initialize from constructor&lt;/li&gt;&lt;li&gt;Introduce Parameter in constructor&lt;/li&gt;&lt;li&gt;Rename classes&lt;/li&gt;&lt;li&gt;Happy days&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Result:&lt;/div&gt;&lt;div&gt;&lt;img alt=&quot;&quot; height=&quot;408&quot; 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&quot; width=&quot;966&quot; /&gt;&lt;br /&gt;&lt;b&gt;Figure&lt;/b&gt;: Nice code that separates XML generation from mapping of data.&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div&gt;Now lets try this in IntelliJ&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;We have the same starting point: The tests uses 2 public methods from the XmlGenerator&lt;/div&gt;&lt;div&gt;&lt;img alt=&quot;&quot; height=&quot;518&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;967&quot; /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;In IntelliJ the refactoring is called &quot;Extract delegate&quot; and not &quot;Extract class&quot;&lt;br /&gt;&lt;img alt=&quot;&quot; height=&quot;518&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;966&quot; /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;IntelliJ inroduces a &quot;Man in the middle smell&quot; which is easy to fix by &quot;Inline&quot; or call site rewrite.&lt;br /&gt;&lt;img alt=&quot;&quot; height=&quot;517&quot; 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&quot; width=&quot;966&quot; /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Interesting though that the 2 tools behave so different and have a different name for the refactoring.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;IntelliJ seems to be a bit more sophisticated with &quot;Extract Class&quot; refactorings. It seems to provide 3 options as per the documentation&amp;nbsp;&lt;a href=&quot;https://www.jetbrains.com/help/idea/extract-into-class-refactorings.html&quot;&gt;https://www.jetbrains.com/help/idea/extract-into-class-refactorings.html&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;The Resharper documentation can be found here&amp;nbsp;&lt;a href=&quot;https://www.jetbrains.com/help/resharper/Refactorings__Extract_Class.html&quot;&gt;https://www.jetbrains.com/help/resharper/Refactorings__Extract_Class.html&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;The code to try this yourself is on github&amp;nbsp;&lt;a href=&quot;https://github.com/peitor/Refactorings-ExtractClass/&quot;&gt;https://github.com/peitor/Refactorings-ExtractClass/&lt;/a&gt;&amp;nbsp;&lt;/p&gt;</description><link>http://blog.gfader.com/2020/08/resharper-vs-intellij-extract-class.html</link><author>noreply@blogger.com (Peter Gfader)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-2438463924786684564</guid><pubDate>Tue, 09 May 2017 08:37:00 +0000</pubDate><atom:updated>2017-05-11T10:19:43.065+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">web</category><title>5 things I learned about HTTP2 in an afternoon</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div&gt;
&lt;i&gt;This is a blog post for my future self as a reference for what I learned by googling and reading around the topic of networks and HTTP2.&lt;/i&gt;&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;h4 style=&quot;text-align: left;&quot;&gt;
What problems does HTTP2 try to solve?&lt;/h4&gt;
&lt;div&gt;
In general, the web has a couple of issues today that people try to fix:&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;ol style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;b&gt;Performance &lt;/b&gt;-&amp;gt; Slow websites, either on mobile devices, remote areas or bloated web apps themselves&amp;nbsp;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Data usage&lt;/b&gt; -&amp;gt; There are still countries where people pay for bytes that go over the air&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Power consumption&lt;/b&gt; -&amp;gt; The power consumption has direct link to CO2 emission, which data centers try to keep low&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Privacy &lt;/b&gt;-&amp;gt; Is the web secure? Is your privacy secure?&lt;/li&gt;
&lt;/ol&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;a href=&quot;http://blog.gfader.com/2017/05/5-things-i-learned-about-http2-in.html&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;425&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgukiwDZa88eKg82b52ZVtxk-WRsw8rwwz_kQinBhyphenhyphenHjblcsEswn0I0wKMGlC9CzQQmIvbMajEoTmXbKglKtcyBsM3M-Psg06cQ5h2ZVLzu4sk0J3zz7N2ohTjKfzNPjJBnkh5PBQ/s640/head-in-pipe-tech-stuff-happens-398H.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;span id=&quot;goog_834454188&quot;&gt;&lt;/span&gt;&lt;a href=&quot;https://www.blogger.com/&quot;&gt;&lt;/a&gt;&lt;span id=&quot;goog_834454189&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Lets deep dive into the technical world... (photo from&amp;nbsp;&lt;a href=&quot;http://gratisography.com/&quot;&gt;http://gratisography.com/&lt;/a&gt; )&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
When we look at performance from a technical point of view, there are some issues like:&lt;br /&gt;
&lt;ol style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;b&gt;Latency of the Internet&lt;/b&gt;&amp;nbsp;&lt;/li&gt;
&lt;ol&gt;
&lt;li&gt;-&amp;gt; Round Trip Time of bytes is still not great&amp;nbsp;&lt;/li&gt;
&lt;li&gt;RTT via ping (ICMP) from Los Angeles to Zurich is about 150ms&amp;nbsp;&lt;a href=&quot;https://wondernetwork.com/pings/Los+Angeles/Zurich&quot;&gt;https://wondernetwork.com/pings/Los+Angeles/Zurich&lt;/a&gt;&lt;br /&gt;&lt;i&gt;If you consider the speed of light and the distance from Los Angeles to Zurich, this is not bad. A calculated RTT directly from L.A. to Zurich should be around 30ms&lt;/i&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;li&gt;Establishing 1 connection is &lt;b&gt;slow&lt;/b&gt;&lt;/li&gt;
&lt;ol&gt;
&lt;li&gt;TCP has a 3-way handshake that is slower than the ICMP ping.&amp;nbsp;&lt;a href=&quot;https://serverfault.com/a/210850&quot;&gt;https://serverfault.com/a/210850&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;Establishing lots of those connections to consume a website should be avoided obviously.&amp;nbsp;&lt;/li&gt;
&lt;/ol&gt;
&lt;li&gt;&lt;b&gt;The web is bloated&lt;/b&gt;&lt;/li&gt;
&lt;ol&gt;
&lt;li&gt;HTML, JS, CSS, Images, &amp;nbsp; &lt;br /&gt;All those things are huge in modern websites but don&#39;t need to be&lt;br /&gt;--&amp;gt; &lt;i&gt;It&#39;s our job as developers to keep this reasonable!!&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;HTTP Headers are bloated&amp;nbsp;&lt;/li&gt;
&lt;/ol&gt;
&lt;/ol&gt;
&lt;img border=&quot;0&quot; height=&quot;440&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_CvjcJlYPURu-pr-tzPAy25jCXzRkz5vubpQySAfPaGpRjZGgAaiH-SyI-cmUBLSJNoXWya9KIC4Nd1sOdA7hXNOczGq94FiQJC-0eRoOZPFoofIMNiF-DDkxWfyBq7Nkwcd34A/s640/http-headers-2017-05-09_09-28-00.jpg&quot; width=&quot;640&quot; /&gt;&lt;br /&gt;
Figure: Bloated &lt;b&gt;HTTP Headers&lt;/b&gt;, more samples on&amp;nbsp;&lt;a href=&quot;https://blog.fefe.de/?ts=aa031bbb&quot;&gt;https://blog.fefe.de/?ts=aa031bbb&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;h3&gt;
What problems of the above does HTTP2 try to solve?&amp;nbsp;&lt;/h3&gt;
&lt;/div&gt;
&lt;div&gt;
The 3 problems above are addressed by HTTP2, but HTTP2 introduces new problems. More to that later...&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;h3 style=&quot;text-align: left;&quot;&gt;
HTTP 1.1 solved 2 issues&lt;/h3&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;h4 style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;1. Feature:&amp;nbsp;&lt;/span&gt;Connection Keep-Alive&lt;/h4&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuGog4iVoDzpNOK_KWuHIyhNI3b48SOJ8fJ11VhrKDt8-TFQVSH4cU4jJp-FgJ-E0oz8ppC2yaAnxE3J1-j_e3G-HMrB6qdydK0nxmTlKDLhDhbL7JbYCG1Ewp7ceNtYCotLDX2Q/s1600/500px-HTTP_persistent_connection.svg.png&quot; /&gt;&lt;/div&gt;
&lt;b&gt;Figure&lt;/b&gt;: HTTP Connection Keep-Alive from&amp;nbsp;&lt;a href=&quot;https://en.wikipedia.org/wiki/HTTP_persistent_connection&quot;&gt;https://en.wikipedia.org/wiki/HTTP_persistent_connection&lt;/a&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
Solves the problem of lots of little connections that are slow to establish.&lt;br /&gt;
&lt;div&gt;
--&amp;gt; This is used a lot around the world and improved performance a lot.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h4 style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;2. HTTP1.1 Feature:&lt;/span&gt; HTTP Pipelining&lt;/h4&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmum6Anx6WlldaqgFIymSHzGYvlrvxG0UcwBI6ji2rkRsiZeL2rctfRsyXirqkPCXE4Mm2QTRdsTe7UQyIo2lF4izDiFcXLlaldsFO5OAdVyYi_4mihYL4luV-oICW-7Bmk2uxbw/s1600/HTTP_pipelining2.svg.png&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;b&gt;Figure&lt;/b&gt;; HTTP1.1 Pipelining Visualization, from&amp;nbsp;&lt;a href=&quot;https://en.wikipedia.org/wiki/HTTP_pipelining&quot;&gt;https://en.wikipedia.org/wiki/HTTP_pipelining&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Solves the latency problem, so that a client can request many resources in 1 batch of requests.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;The downside of HTTP1.1 Pipelining&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ol style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;The server needs to respond in the same order that the requests came in. This means the server needs to have some sort of state to manage that. This increases complexity on the server side and allows potential DoS attacks.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;A DoS attack could be launched by sending 100 requests to a server and then idling on the client, the server has no chance to detect if this 100 requests are legit or not&lt;/li&gt;
&lt;li&gt;Head of line Blocking: A potential slow first response blocks all subsequent responses&lt;/li&gt;
&lt;/ol&gt;
Because these issues, HTTP Pipelining failed to gain adoption.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Now comes HTTP2 onto the field with SPDY as its predecessor.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div&gt;
&lt;h3&gt;
First, what is HTTP2?&lt;/h3&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;
The main focus of HTTP2 was to improve&amp;nbsp;&lt;b&gt;end-user perceived performance&lt;/b&gt;, the 3 technical performance points above.&lt;br /&gt;
&lt;br /&gt;
HTTP2 is not a ground up rewrite of the HTTP protocol.&lt;br /&gt;
It includes the following features:&lt;/div&gt;
&lt;div&gt;
&lt;ul style=&quot;box-sizing: border-box; margin-bottom: 10px; margin-top: 0px;&quot;&gt;
&lt;li style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);&quot;&gt;is&amp;nbsp;&lt;b&gt;binary&lt;/b&gt;, instead of textual&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);&quot;&gt;is fully multiplexed, instead of ordered and blocking&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);&quot;&gt;can, therefore, use&amp;nbsp;&lt;b&gt;1 connection for parallelism&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;li style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);&quot;&gt;uses&amp;nbsp;&lt;b&gt;header compression&amp;nbsp;&lt;/b&gt;to reduce overhead&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);&quot;&gt;allows&amp;nbsp;&lt;b&gt;servers to “push” responses&lt;/b&gt;&amp;nbsp;proactively into client caches&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;
All the details are nicely explained in the very readable specification on&amp;nbsp;https://http2.github.io/. See the references for more details.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;h3 style=&quot;text-align: left;&quot;&gt;
What new problems are there with HTTP2?&lt;/h3&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Server side complexity&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;Header compression and Connection State Handling are hard&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;This causes complex website configurations&lt;/li&gt;
&lt;li&gt;Buggy Webserver (and remember they have a huge attack surface)&lt;/li&gt;
&lt;li&gt;More CPU consumption and CO2 emissions&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;li&gt;1 connection as single point of failure&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;With HTTP1 you can lose some connections and the site still loads ok-ish, depending from what you loose&lt;/li&gt;
&lt;li&gt;With HTTP2 if you lose that connection, the whole thing is gone&lt;/li&gt;
&lt;/ul&gt;
&lt;li&gt;The politics around the specification hindered innovation.&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;Sadly HTTP2 is a missed opportunity to fix more of the issues mentioned at the beginning&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;div&gt;
What did you learn about HTTP2 recently?&lt;br /&gt;
Do you care about HTTP2? Something you were waiting for?&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;References:&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;a href=&quot;https://http2.github.io/&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://http2.github.io/&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;https://blog.fefe.de/?ts=aa031bbb&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://blog.fefe.de/?ts=aa031bbb&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://queue.acm.org/detail.cfm?id=2716278&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;http://queue.acm.org/detail.cfm?id=2716278&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;a href=&quot;https://varvy.com/performance/tcp-connection-time.html&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://varvy.com/performance/tcp-connection-time.html&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://royal.pingdom.com/2007/06/01/theoretical-vs-real-world-speed-limit-of-ping/&quot;&gt;http://royal.pingdom.com/2007/06/01/theoretical-vs-real-world-speed-limit-of-ping/&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://jkle.in/http2&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;http://jkle.in/http2&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;https://hpbn.co/http2/&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://hpbn.co/http2/&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</description><link>http://blog.gfader.com/2017/05/5-things-i-learned-about-http2-in.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgukiwDZa88eKg82b52ZVtxk-WRsw8rwwz_kQinBhyphenhyphenHjblcsEswn0I0wKMGlC9CzQQmIvbMajEoTmXbKglKtcyBsM3M-Psg06cQ5h2ZVLzu4sk0J3zz7N2ohTjKfzNPjJBnkh5PBQ/s72-c/head-in-pipe-tech-stuff-happens-398H.jpg" height="72" width="72"/><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-8389307022330697474</guid><pubDate>Mon, 01 May 2017 12:27:00 +0000</pubDate><atom:updated>2017-05-03T07:13:52.230+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">agile</category><title>Cage Fight: Electronic VS Physical Boards</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Every time I join a team that is physically co-located I propose to use a big-ass-board to track work and visualizes stuff. Usually, there are a couple of questions around these boards and I point people&amp;nbsp;to different blog posts which I collected on my &lt;a href=&quot;http://gfader.tumblr.com/tagged/taskBoard&quot; target=&quot;_blank&quot;&gt;Brain Noise Blog http://gfader.tumblr.com/tagged/taskBoard&lt;/a&gt;.&lt;br /&gt;
&lt;div&gt;
This time I got 5 great reasons&amp;nbsp;for using an electronic task board, that I want to answer here.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h2 style=&quot;text-align: center;&quot;&gt;
Cage fight!!!&lt;br /&gt;Physical Boards VS Electronic Boards&lt;/h2&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;199&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSZALZtKAwZIIs82eelncU-1-ovyeR9weVXFK_P9ZdtP_4BcPhrrPC-it9fpgkiqP3iKReW_gZpCzSe2TIssxkP5pjl6_T45J-vjXB8C3z6S-0a2OBtYQoTQdCn5cEl2x6hQ7tBQ/s320/taskboard-google-Task+board+in+need+of+rotation.JPG&quot; width=&quot;320&quot; /&gt;&lt;a href=&quot;http://blog.gfader.com/2017/05/cage-fight-electronic-vs-physical-boards.html&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;186&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCsPogLiQRd-v-Qw1cxr9MvMYVZTIBbXW0qylxN_r7Ir3s5UAWSaVkoN3Y7gSS91lPasFfvgsxAPzkHNcverfIcQLkY52spmUdV8MYjfI8BaF2f0YFuyHp7zUcdtzN7ngO7jcoKg/s320/jira-google-kanban.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Figure&lt;/b&gt;: Physical VS Electronic Boards - Thanks, Google Image Search&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;i&gt;Peter, I think these are 5 advantages of an electronic task board. What do you think?&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;i&gt;&lt;/i&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;br /&gt;
&lt;ol style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;i&gt;Single Source of Truth&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;No media disruption between code and board.&lt;br /&gt;Some people like to relate tests or code pieces to ticket numbers&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;The electronic board is always available.&lt;br /&gt;At home office or in another meeting room&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;Change and History Feature&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;Lots of space to describe a story or bug in all details&lt;/i&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
Before we dig into these great points, let me clarify &lt;b&gt;6 observations&lt;/b&gt; I made in the past.&lt;br /&gt;
&lt;br /&gt;
#1&lt;br /&gt;
&lt;b&gt;Software development work is not visible&lt;/b&gt;. That’s the reason I prefer “Information Radiators” instead of electronic boards that act like “Information Fridges”.&lt;br /&gt;
&lt;br /&gt;
Information Radiators (Visual Management) allow everyone to quickly see what’s going on:&lt;br /&gt;
&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;What’s blocking?&lt;/li&gt;
&lt;li&gt;Is everything healthy? &lt;br /&gt;&lt;i&gt;Use a Build Monitor and a System Monitor&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;Are we on track? &lt;br /&gt;&lt;i&gt;Show Scope and updated Budget from our accounting system on a 3rd monitor&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;img alt=&quot;Jira is an Information Fridge&quot; border=&quot;0&quot; height=&quot;227&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGC2gRwEWuEqtHba5-BoFS6JUhgx_bLGQp1QMH30Qbl524JWjbi-vxdrMbxlNW4BRtfOYngkzqSL9preL7R7jRLr6T8r9vCPJz_MMaWnZW33Nh4Ob-k5I9pBU6A6xhuKGH0Ehh8A/s400/information-fridge.jpg&quot; title=&quot;Jira is an Information Fridge&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;b&gt;Figure&lt;/b&gt;: Jira is an Information Fridge (Tip from the &lt;a href=&quot;https://www.manning.com/books/kanban-in-action&quot; target=&quot;_blank&quot;&gt;Kanban in Action &lt;/a&gt;book)&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Information fridges&lt;/b&gt; hide work. You need to open the fridge, in order to see inside it, dig around it and hopefully find what you were looking for.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Information Radiators&lt;/b&gt; are a public display of information in a highly-visible location so that anyone can see and comment on it. This can be hand-written, printed or electronic and could be dashboards, charts, metrics or task boards. Also called Big Visible Charts and used within Informative Workspaces. This is opposite to Information Fridges where information is hidden and cannot be seen within specific access.&lt;br /&gt;
From&amp;nbsp;&lt;a href=&quot;http://pragmaticscrum.info/agile-glossary/&quot;&gt;http://pragmaticscrum.info/agile-glossary/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
#2&lt;br /&gt;
In my experience, physical boards &lt;b&gt;involve more senses&lt;/b&gt; and make the people working with the tool more committed and engaged in their work.&lt;br /&gt;
&lt;br /&gt;
#3&lt;br /&gt;
A physical board invites other people (non-Jira or TFS users) to &lt;b&gt;join the conversation&lt;/b&gt;. They might ask questions and you can collaborate on work items on the board immediately.&lt;br /&gt;
This is a great opportunity to work together with the end-user or management people. These people feel usually detached. Get them on board!&lt;br /&gt;
&lt;br /&gt;
#4&lt;br /&gt;
Last but not least a physical board is easy to manipulate. Everyone can use am Index card, Post-It, and a pen and collaborate on that board. With electronic tools, there are hundreds of issues like keyboard layouts (German vs English), shortcuts, URLs for Boards, Drag and Drop, Mouse Speed, Screen size and a lot more that hinder you from &lt;b&gt;working together&lt;/b&gt;&lt;b class=&quot;&quot;&gt;&lt;/b&gt;.&lt;br /&gt;
&lt;br /&gt;
#5&lt;br /&gt;
Your workflow changes over time because you adapt your practices and your way of working together. As your workflow changes, you need to &lt;b&gt;adapt your board&lt;/b&gt; that reflects this.&lt;br /&gt;
Electronic tools and boards are harder to change and usually you need a TFS or Jira Master to do so.&lt;br /&gt;
Physical Boards are easy to change and the whole team is involved in it.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;img alt=&quot;Are you still visualizing &amp;quot;Todo, InProgress, Done&amp;quot;?&quot; border=&quot;0&quot; height=&quot;509&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwSqtsf7rIo9HezFMhSHEBwjVamSF2hvG5dWDaKKT3CokFLyZ3S2VMWSqUgxkiGOv2vFG9vEbiEsm4akpwB6NUwDrm7EBABug_udkngS2KpUmJOM5Amy75K5WIEgqfVzROt0vsbw/s1080/kanbanboard-evolution-IMG_0346.jpg&quot; title=&quot;Are you still visualizing &amp;quot;Todo, InProgress, Done&amp;quot;?&quot; width=&quot;810&quot; /&gt;&lt;/div&gt;
&lt;b&gt;Figure&lt;/b&gt;: Are you still visualizing &quot;Todo, InProgress, Done&quot;?&lt;br /&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;Board example from&amp;nbsp;&lt;a href=&quot;https://mysoftwarequality.wordpress.com/2013/09/10/how-i-stopped-logging-bugs-and-started-living-happy/&quot;&gt;https://mysoftwarequality.wordpress.com/2013/09/10/how-i-stopped-logging-bugs-and-started-living-happy/&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
#6&lt;br /&gt;
The Physical Board is for the team, and &lt;b&gt;the team should set it up, work on and change it&lt;/b&gt;. By letting the team set it up they make it theirs. They are more committed because it&#39;s theirs and more proud of it.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Thanks for reading this far...&lt;br /&gt;
&lt;br /&gt;
Now back to the 5 valid reasons for an electronic tool and some input to stretch your mind.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;1. Single Source of Truth&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
What if the single source of truth is your codebase?&lt;br /&gt;
What if you document your production code with executable specifications?&lt;br /&gt;
What if you deliver working software so quickly that there is no need to write every bits and piece down? Instead, you collaborate over prototypes, mockups, working software...&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;
&lt;b&gt;&lt;i&gt;2. No media disruption between code and board.&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;b&gt;&amp;nbsp; &amp;nbsp;Some people like to relate tests or code pieces to ticket numbers&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div&gt;
What if your codebase lives for 10 years, but your TFS Installation or Jira gets replaced with a better tool just around the corner?&lt;br /&gt;
How could you document the ticket details in your codebase?&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;b&gt;3.The electronic board is always available, at home office or in another meeting room&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div&gt;
What if the board location is your meeting room?&lt;br /&gt;
What if you take IndexCards or PostIts home? Remember to get them done and bring them back ;-)&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;4. Change and History Feature&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;b&gt;5. Lots of space to describe a story or bug in all details&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
What if instead of managing work your get more work done, so you don&#39;t need the change and history feature? What if you increase your delivery speed?&lt;br /&gt;
How can you&amp;nbsp;increase your delivery speed?&lt;br /&gt;
How could you decrease the feedback loop to the end users?&lt;br /&gt;
How can you measure faster the impact on your business?&lt;br /&gt;
How can you try ideas as you think of them?&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;
I think it all comes down to:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
Shorten the feedback loops to the end user&lt;br /&gt;
&amp;amp;&lt;br /&gt;
Break down the silos between the development team and end user&lt;/blockquote&gt;
&lt;br /&gt;
What do you do to increase collaboration with the end user?&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;References for further reading:&lt;/span&gt;&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Kanban in Action book&lt;br /&gt;&lt;a href=&quot;https://www.manning.com/books/kanban-in-action&quot;&gt;https://www.manning.com/books/kanban-in-action&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Kanban boards step by step &lt;br /&gt;&lt;a href=&quot;https://www.slideshare.net/GiulioRoggero/how-a-kanban-board-works&quot;&gt;https://www.slideshare.net/GiulioRoggero/how-a-kanban-board-works&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
</description><link>http://blog.gfader.com/2017/05/cage-fight-electronic-vs-physical-boards.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSZALZtKAwZIIs82eelncU-1-ovyeR9weVXFK_P9ZdtP_4BcPhrrPC-it9fpgkiqP3iKReW_gZpCzSe2TIssxkP5pjl6_T45J-vjXB8C3z6S-0a2OBtYQoTQdCn5cEl2x6hQ7tBQ/s72-c/taskboard-google-Task+board+in+need+of+rotation.JPG" height="72" width="72"/><thr:total>8</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-8065790621328476125</guid><pubDate>Wed, 21 Oct 2015 10:18:00 +0000</pubDate><atom:updated>2015-10-21T12:18:51.521+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">cleancode</category><category domain="http://www.blogger.com/atom/ns#">coding</category><category domain="http://www.blogger.com/atom/ns#">how to</category><category domain="http://www.blogger.com/atom/ns#">scrum</category><title>What bad developers say and what to do about it</title><description>&lt;p&gt;&lt;em&gt;I am still alive and I am still blogging, just not here so much ;-)      &lt;br /&gt;I blog more on my &lt;a href=&quot;http://blog.zuehlke.com/&quot;&gt;company Zühlke blog&lt;/a&gt;, on my technology tumblr blog &lt;a href=&quot;http://gfader.tumblr.com/&quot;&gt;Gfader brain noise&lt;/a&gt;, and another tumblr about &lt;a href=&quot;http://business-agility.tumblr.com/&quot;&gt;Stop doing Agile - Business Agility - my adventures with organisations that want to improve&lt;/a&gt;.&lt;/em&gt;&lt;/p&gt;  &lt;p&gt;&lt;em&gt;So this is a little traffic generating, SEO link exchanging, cross post:&lt;/em&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;I talk to a lot of people (if the day is long enough) and so I get them to ask interesting questions like:&lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;&lt;em&gt;“What have you learned recently?”        &lt;br /&gt;or         &lt;br /&gt;“What is your top 1 goal for 2020?”&lt;/em&gt;&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;These questions and more leads us to interesting conversations about personal development and personal goals that a person has. Being a &lt;a href=&quot;http://courses.scrum.org/about/peter-gfader&quot;&gt;Scrum.org Trainer&lt;/a&gt;, I like to ask people questions especially related to software development so I ask them:&lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;“&lt;em&gt;How well are your teams doing?&lt;/em&gt;” &lt;/p&gt;    &lt;p&gt;&lt;em&gt;“How do you know?”&lt;/em&gt;&lt;/p&gt;    &lt;p&gt;“&lt;em&gt;What do you think is the content of the ‘Professional Scrum Developer’ class?&lt;/em&gt;“.&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;Especially to the last question I get this face&lt;/p&gt;  &lt;p&gt;&lt;img alt=&quot;No clue&quot; src=&quot;http://blog.zuehlke.com/wp-content/uploads/2015/02/no-clue-tumblr_mhzvg8aFao1rkffv3o1_500.gif&quot; /&gt;    &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: “No clue” from &lt;a href=&quot;http://xenaandjonesgiflibrary.tumblr.com/post/42761898144&quot;&gt;http://xenaandjonesgiflibrary.tumblr.com/post/42761898144&lt;/a&gt; &lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;Read the full blog post on our &lt;a href=&quot;http://blog.zuehlke.com/en/5-things-bad-developers-say-and-what-to-do-about-it/&quot;&gt;Zühlke Blog: 5 things bad developers say and what to do about it&lt;/a&gt;.&lt;/p&gt;  &lt;p&gt;And by the way…&lt;/p&gt;  &lt;p&gt;Here are the follow ups:&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;&lt;a title=&quot;http://blog.zuehlke.com/en/can-you-find-the-3-smells-in-i-added-a-refactoring-story-for-the-next-cleanup-sprint/&quot; href=&quot;http://blog.zuehlke.com/en/can-you-find-the-3-smells-in-i-added-a-refactoring-story-for-the-next-cleanup-sprint/&quot;&gt;Can you find the 3 smells in “I added a Refactoring Story for the next Cleanup Sprint”?&lt;/a&gt;&lt;/li&gt;    &lt;li&gt;&lt;a title=&quot;http://blog.zuehlke.com/en/can-you-find-the-3-smells-in-the-requirement-721-doesnt-meet-the-definition-of-ready/&quot; href=&quot;http://blog.zuehlke.com/en/can-you-find-the-3-smells-in-the-requirement-721-doesnt-meet-the-definition-of-ready/&quot;&gt;Can you find the 3 smells in “The requirement #721 doesn’t meet the Definition of Ready”&lt;/a&gt;&lt;/li&gt;    &lt;li&gt;&lt;a title=&quot;http://blog.zuehlke.com/en/can-you-find-the-5-smells-in-i-reviewed-your-code-last-night-and-deleted-all-of-it-since-its-crap/&quot; href=&quot;http://blog.zuehlke.com/en/can-you-find-the-5-smells-in-i-reviewed-your-code-last-night-and-deleted-all-of-it-since-its-crap/&quot;&gt;Can you find the 5 smells in “I reviewed your code last night and deleted all of it since it’s crap &lt;/a&gt;&lt;/li&gt;    &lt;li&gt;&lt;a title=&quot;http://blog.zuehlke.com/en/whats-wrong-with-i-dont-write-any-tests-since-i-am-not-a-tester/&quot; href=&quot;http://blog.zuehlke.com/en/whats-wrong-with-i-dont-write-any-tests-since-i-am-not-a-tester/&quot;&gt;What’s wrong with: “I don’t write any tests since I am not a tester”?        &lt;br /&gt;&lt;/a&gt;&lt;/li&gt; &lt;/ul&gt;  </description><link>http://blog.gfader.com/2015/10/what-bad-developers-say-and-what-to-do.html</link><author>noreply@blogger.com (Peter Gfader)</author><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-3360869747507563037</guid><pubDate>Thu, 16 Apr 2015 09:03:00 +0000</pubDate><atom:updated>2015-04-16T11:21:28.249+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">agile</category><category domain="http://www.blogger.com/atom/ns#">branching</category><category domain="http://www.blogger.com/atom/ns#">continuousDelivery</category><category domain="http://www.blogger.com/atom/ns#">productivity</category><category domain="http://www.blogger.com/atom/ns#">TFS</category><category domain="http://www.blogger.com/atom/ns#">unit tests</category><title>How do you apply changes to your codebase? When should we merge the JoeBranch?</title><description>&lt;p&gt;At our yearly 1 week Zühlke web camp a couple of us took the opportunity to share experiences with branching and release techniques.&lt;/p&gt;  &lt;p&gt;&lt;a href=&quot;http://blog.gfader.com/2015/04/how-do-you-apply-changes-to-your.html&quot;&gt;&lt;img title=&quot;code changes workshop&quot; style=&quot;border-top: 0px; border-right: 0px; border-bottom: 0px; border-left: 0px; display: inline&quot; border=&quot;0&quot; alt=&quot;code changes workshop&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXky_nU3qIoKXc0Sf0tdH0vhUtGhlRkwcCIQ0WuY7YNkAqTVEJKj3e2l1xm7YEnB1tyRtMcRxy5W-_up6xh_y0buIxGpbqgMnmEnz_c_JaBZ3XthEkW58v4L7kKQrWnH7FEf-6vQ/?imgmax=800&quot; width=&quot;644&quot; height=&quot;484&quot; /&gt;&lt;/a&gt; &lt;/p&gt;  &lt;p&gt;TL DR;&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;Focus on Continuous Integration&lt;/li&gt;    &lt;li&gt;Every change that you have locally is a branch (a code version that is different than main)&lt;/li&gt;    &lt;li&gt;Every kind of branching delays Continuous Integration&lt;/li&gt;    &lt;li&gt;Only a healthy code base with a “green” Build + Automated Tests let you sleep like a baby at night.&lt;/li&gt; &lt;/ul&gt; &lt;a name=&#39;more&#39;&gt;&lt;/a&gt; &lt;p&gt;Things to think about:&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;How can you slice your work so that you can commit every 1 hour? (Incremental change)&lt;/li&gt;    &lt;li&gt;How can you get faster feedback from your Build Server?&lt;/li&gt;    &lt;li&gt;How can you do code reviews and keep quality high?&lt;/li&gt;    &lt;li&gt;Why do you need the 1 person code gate keeper that signs off all code?&lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;This is what we found:&lt;/p&gt;  &lt;h3&gt;2 overall goals&lt;/h3&gt;  &lt;ol&gt;   &lt;li&gt;Get features to the user as fast as possible.&lt;/li&gt;    &lt;li&gt;Ensure our work is good (quality aka the “the thing right”) and good for the user (“the right thing”)&lt;/li&gt; &lt;/ol&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;h3&gt;What is Continuous Integration?&lt;/h3&gt;  &lt;blockquote&gt;   &lt;p&gt;“Continuous integration (CI) is the practice, in software engineering, of merging &lt;strong&gt;all&lt;/strong&gt; developer working copies with a shared mainline &lt;strong&gt;several times a day&lt;/strong&gt;.”      &lt;br /&gt;From &lt;a title=&quot;http://en.wikipedia.org/wiki/Continuous_integration&quot; href=&quot;http://en.wikipedia.org/wiki/Continuous_integration&quot;&gt;http://en.wikipedia.org/wiki/Continuous_integration&lt;/a&gt;&amp;#160;&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;If you have shelve-sets (TFS), stashes (git), long lived (&amp;gt;1day) feature branches &lt;strong&gt;you are not doing Continuous Integration&lt;/strong&gt;. You are delaying the Integration work which is waste and a potential risk. Even if you have a sophisticated build system that builds all branches and each distinct tree in a revision list, you still don’t know if all integrates well.&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;h3&gt;Why Continuous Integration?&lt;/h3&gt;  &lt;p&gt;Are all our changes healthy? Is our main line healthy? Could we release the code on main line just now to Production? Why not?   &lt;br /&gt;We want get fast feedback about our code base. &lt;/p&gt;  &lt;p&gt;In an agile context we are very keen on feedback and implement lots of feedback loops. One of those feedback loops is the Build Server feedback as illustrated on &lt;a title=&quot;http://blog.gfader.com/2012/10/use-scrum-continuous-delivery-to-build.html&quot; href=&quot;http://blog.gfader.com/2012/10/use-scrum-continuous-delivery-to-build.html&quot;&gt;Use Continuous Delivery to build the right thing&lt;/a&gt;.&lt;/p&gt;  &lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgea2nT-iBuR4pZoBS7HrEFJabdsjdm4PUmILjxmTp38DAuFa4eLxyfHigtEvNMvjN1I37VWUY0NWmFSb7s9vcASDK7ijvn_OPnN8AIDQU2XdskUTgbxx6Dr-aNWxcGs9mX3PkruA/s1600-h/image%25255B8%25255D.png&quot;&gt;&lt;img title=&quot;image&quot; style=&quot;border-top: 0px; border-right: 0px; border-bottom: 0px; border-left: 0px; display: inline&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6mgVRiXhQL2OLjbi6SSAoOhp57bdDwyR9XArFMGnL8T5Vjpb7qY6xDqG6f4iJXQPYGuBMJpSJWWC9o8H0x-UvJIkz3-Hp66yeqNqfZMwXq1DCjSdoQQtZ4voZ9nJ5Uz1ynmZ0ig/?imgmax=800&quot; width=&quot;454&quot; height=&quot;319&quot; /&gt;&lt;/a&gt;     &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Feedback loops&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;h3&gt;What techniques for branching exist?&lt;/h3&gt;  &lt;p&gt;Note: Every change that you make on your local machine is in fact already a branch. That change needs to be merged (commit&amp;amp;push, check-in in TFS terms) back to main&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;Release Branch: A code version that is released to an environment has its own branch.     &lt;br /&gt;Do you create this branch on release time? Or later if you need a bug fix for that environment?      &lt;br /&gt;I prefer the latter since you create unneeded complexity in your code base (waste).&lt;/li&gt;    &lt;li&gt;“Spike” Branch: A code version that you potentially throw away or just want to share with another smaller group of developers.&lt;/li&gt;    &lt;li&gt;Feature Branch: A code version where your work on a feature is isolated from others.&lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;Some more are documented here &lt;a title=&quot;https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow&quot; href=&quot;https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow&quot;&gt;https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow&lt;/a&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;h3&gt;What does it depend upon which technique you use?&lt;/h3&gt;  &lt;ul&gt;   &lt;li&gt;Team size&lt;/li&gt;    &lt;li&gt;Available Tooling + Team Skill level&lt;/li&gt;    &lt;li&gt;Release procedure&lt;/li&gt;    &lt;li&gt;Software Architecture (Web, SmartClient, MobileApp)&lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;What are reasons that you don’t have 1 main branch?&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;h3&gt;Other interesting branching and releasing models&lt;/h3&gt;  &lt;p&gt;Branch by Abstraction   &lt;br /&gt;&lt;a title=&quot;http://paulhammant.com/blog/branch_by_abstraction.html&quot; href=&quot;http://paulhammant.com/blog/branch_by_abstraction.html&quot;&gt;http://paulhammant.com/blog/branch_by_abstraction.html&lt;/a&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;GitFlow Workflow   &lt;br /&gt;&lt;a title=&quot;https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow&quot; href=&quot;https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow&quot;&gt;https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;GitHub Flow   &lt;br /&gt;&lt;em&gt;“anything in the master branch is always deployable”     &lt;br /&gt;&lt;/em&gt;&lt;a title=&quot;https://guides.github.com/introduction/flow/index.html&quot; href=&quot;https://guides.github.com/introduction/flow/index.html&quot;&gt;https://guides.github.com/introduction/flow/index.html&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;h3&gt;Other interesting techniques&lt;/h3&gt;  &lt;ul&gt;   &lt;li&gt;„Feature Toggling” &lt;a href=&quot;http://martinfowler.com/bliki/FeatureToggle.html&quot;&gt;http://martinfowler.com/bliki/FeatureToggle.html&lt;/a&gt;&lt;/li&gt;    &lt;li&gt;“Canary Releases”&amp;#160; &lt;a href=&quot;http://martinfowler.com/bliki/CanaryRelease.html&quot;&gt;http://martinfowler.com/bliki/CanaryRelease.html&lt;/a&gt;&lt;/li&gt;    &lt;li&gt;&amp;quot;Dark Launching&amp;quot; &lt;a href=&quot;https://www.facebook.com/note.php?note_id=96390263919&quot;&gt;https://www.facebook.com/note.php?note_id=96390263919&lt;/a&gt;&lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;h3&gt;Feature Toggles&lt;/h3&gt;  &lt;p&gt;In my experience “Feature Toggles” can lead to similar problems as lots of branches:&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;What is on and off on this environment / server?&lt;/li&gt;    &lt;li&gt;Does Feature X work in conjunction with Y?&lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;But some advantages I found:&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;Testing gets easier&lt;/li&gt;    &lt;ul&gt;     &lt;li&gt;Either something is stable (no toggle) or not (toggle)&lt;/li&gt;   &lt;/ul&gt;    &lt;li&gt;No build needed for special patches&lt;/li&gt;    &lt;li&gt;Feature not working OK in Production? Turn it off&lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;How many FeatureToggles do you have in your system?    &lt;br /&gt;Do you remove them consistently once they are “done”?&lt;/p&gt;  </description><link>http://blog.gfader.com/2015/04/how-do-you-apply-changes-to-your.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXky_nU3qIoKXc0Sf0tdH0vhUtGhlRkwcCIQ0WuY7YNkAqTVEJKj3e2l1xm7YEnB1tyRtMcRxy5W-_up6xh_y0buIxGpbqgMnmEnz_c_JaBZ3XthEkW58v4L7kKQrWnH7FEf-6vQ/s72-c?imgmax=800" height="72" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-2264303389721745337</guid><pubDate>Mon, 23 Feb 2015 15:46:00 +0000</pubDate><atom:updated>2015-03-09T15:45:36.937+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">productivity</category><category domain="http://www.blogger.com/atom/ns#">scrum</category><title>Are you a Professional?</title><description>&lt;p&gt;&lt;a href=&quot;http://blog.gfader.com/2015/02/are-you-professional.html&quot;&gt;&lt;img title=&quot;What does it mean to be a Professional Scrum Developer?&quot; style=&quot;border-top: 0px; border-right: 0px; border-bottom: 0px; border-left: 0px; display: inline&quot; border=&quot;0&quot; alt=&quot;What does it mean to be a Professional Scrum Developer?&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnbcle55DMSXyV-4dXY08XxEiSDwUon5NTSLCtt3u75Y-ovDEjZqp0rjkYGRk34RqLk3XPN-sDdUqbCr6wFInXOZPhvJq2AcIKtKcajiAdrTROrMHean0UtvZpAuEIEPc79KZaKA/?imgmax=800&quot; width=&quot;453&quot; height=&quot;254&quot; /&gt;&lt;/a&gt;&amp;#160;&amp;#160; &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: What does it mean to be a Professional Scrum Developer?&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt; &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;My geek friends from Scrum.org were so bored at the last get-together that they have produced a nice video: ”&lt;a href=&quot;https://www.youtube.com/watch?v=H1hr6NHVGGo&quot; target=&quot;_blank&quot;&gt;What does it mean to be a Professional Scrum Developer?&lt;/a&gt;” embedded below for your quick viewing pleasure.&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt; &lt;iframe height=&quot;315&quot; src=&quot;https://www.youtube.com/embed/H1hr6NHVGGo&quot; frameborder=&quot;0&quot; width=&quot;560&quot; allowfullscreen=&quot;allowfullscreen&quot;&gt;&lt;/iframe&gt;  &lt;blockquote&gt;   &lt;p&gt;&lt;em&gt;“I am a Professional and I am part of a team. A team that is cross-functional with all necessary skills to deliver software frequently.        &lt;br /&gt;We are programmers, testers, DBAs, designers, architects, business analysts, requirements engineers and are all part of the same team.         &lt;br /&gt;The development team.”&lt;/em&gt;&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;Are you a Professional ?&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;The other reason why I blog about this video is that I published another post on my company blog, and I wanted to cross reference that blog post from here to there.&lt;/p&gt;  &lt;p&gt;Check out my company Zühlke blog about: &lt;a title=&quot;http://blog.zuehlke.com/en/5-things-bad-developers-say-and-what-to-do-about-it/&quot; href=&quot;http://blog.zuehlke.com/en/5-things-bad-developers-say-and-what-to-do-about-it/&quot;&gt;5 things bad developers say and what to do about it      &lt;br /&gt;http://blog.zuehlke.com/en/5-things-bad-developers-say-and-what-to-do-about-it/&lt;/a&gt;&lt;/p&gt;  </description><link>http://blog.gfader.com/2015/02/are-you-professional.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnbcle55DMSXyV-4dXY08XxEiSDwUon5NTSLCtt3u75Y-ovDEjZqp0rjkYGRk34RqLk3XPN-sDdUqbCr6wFInXOZPhvJq2AcIKtKcajiAdrTROrMHean0UtvZpAuEIEPc79KZaKA/s72-c?imgmax=800" height="72" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-164728121181037516</guid><pubDate>Mon, 13 Jan 2014 20:52:00 +0000</pubDate><atom:updated>2014-01-13T22:03:11.886+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">asp.net</category><category domain="http://www.blogger.com/atom/ns#">mvc</category><category domain="http://www.blogger.com/atom/ns#">SinglePageApplication</category><category domain="http://www.blogger.com/atom/ns#">web</category><title>The future web development: where are we heading?</title><description>&lt;p&gt;&lt;a title=&quot;The future web development: where are we heading?&quot; href=&quot;http://blog.gfader.com/2014/01/the-future-web-development-where-are-we.html&quot; rel=&quot;The future web development: where are we heading?&quot;&gt;&lt;img title=&quot;The web as we know it&quot; style=&quot;border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px&quot; border=&quot;0&quot; alt=&quot;The web as we know it&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-A3TSqcf930XDtrjbm9rtiJCZsHqOrriiddUc3wT5hSiYInQL30MmjCnpf2VSuOab8ytHulm84ucVcdu77aEQKOE-sehv0-LXtB6ezmJeLWkZqd3NYaTLa3sRB4_9DGSLfakzgA/?imgmax=800&quot; width=&quot;800&quot; height=&quot;262&quot; /&gt;&lt;/a&gt;&lt;strong&gt;     &lt;br /&gt;Figure&lt;/strong&gt;: The web as we know it&lt;/p&gt;  &lt;p&gt;The web is easy I thought 15 years ago, 15 years later I still haven’t mastered it. Here are some thoughts on the future of the web.&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;In the picture above you see on how we did things in the past. We deliver HTML over HTTP to a client (the web browser), and the user interacts with the browser and potentially sends more GET requests or POSTs some data to the server. &lt;em&gt;We smart developers delivered additional CSS to make the page look pretty and additionally some JavaScript to smarten up the client.      &lt;br /&gt;&lt;/em&gt;This is all nice and working great but we have 2 major problems in the web world:&lt;/p&gt;  &lt;blockquote lang=&quot;en&quot; class=&quot;twitter-tweet&quot;&gt;   &lt;p&gt;I identified all evil in web development: slow networks, F5 refresh, back button and the user.&lt;/p&gt; — Peter Gfader (@peitor) &lt;a href=&quot;https://twitter.com/peitor/statuses/421999967121580034&quot;&gt;January 11, 2014&lt;/a&gt;&lt;/blockquote&gt;  &lt;h4&gt;&amp;#160; &lt;/h4&gt;  &lt;h4&gt;&lt;script async src=&quot;//platform.twitter.com/widgets.js&quot; charset=&quot;utf-8&quot;&gt;&lt;/script&gt;Problem #1: &amp;quot;Slow&amp;quot; networks &lt;/h4&gt;  &lt;p&gt;Because the internet/networks are slow and every page request to the server is slow, we started to do more and more work in the browser itself via JavaScript:&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;We &lt;strong&gt;validate&lt;/strong&gt; input before we send it to the server &lt;/li&gt;    &lt;li&gt;We load only &lt;strong&gt;partially&lt;/strong&gt; the page (XMLHttpRequest) &lt;/li&gt;    &lt;li&gt;We &lt;strong&gt;show&lt;/strong&gt; the user something that is not posted or loaded from the server yet &lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;All these actions give the user a nice experience and a more responsive user interface.&lt;em&gt; I blogged about &lt;/em&gt;&lt;a href=&quot;http://blog.gfader.com/2011/07/website-check-list-part-2-aspnet-8.html&quot; target=&quot;_blank&quot;&gt;&lt;em&gt;8 Web Performance Tips&lt;/em&gt;&lt;/a&gt;&lt;em&gt; in the past, but here we don’t talk about those.&lt;/em&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;The problem with all those actions is that we are manipulating stuff in the client. That “stuff” was generated on the server and now we manipulate it again on the client. &lt;/p&gt; &lt;img title=&quot;A GET request to the server causes the server to render a template (view) + data (model) to HTML &quot; style=&quot;border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px&quot; border=&quot;0&quot; alt=&quot;A GET request to the server causes the server to render a template (view) + data (model) to HTML &quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqy4echBxmr5qS9V_Ukswgrjg05ln1iAydn3LoFIl41lx2vd50_PNIKa39IWtoI0ujUSFKWZKmZAtquSxe-n0Zgo4-k3tyTQwLtBVu_61oe3dKFCohSKN-SwIrp7W1cXdZ8xeaFw/?imgmax=800&quot; width=&quot;800&quot; height=&quot;262&quot; /&gt; &lt;strong&gt;   &lt;br /&gt;Figure&lt;/strong&gt;: A GET request to the server causes the server to render a template (view) + data (model) to HTML   &lt;h5&gt;An example would be handy right now&lt;/h5&gt;  &lt;p&gt;Example: You render HTML with Razor or your preferred server side language and use the &amp;quot;Id&amp;quot; of the input field to find it later via jQuery or your preferred client side DOM manipulation framework.    &lt;br /&gt;I am not even sure what the example below tries to do, but it shows the main problem: Manipulating (Rendering) HTML on the server and then manipulate HTML on the client again.&lt;/p&gt;  &lt;p&gt;Server side code (view that renders data)&lt;/p&gt;  &lt;pre class=&quot;prettyprint prettyprinted&quot;&gt;&lt;code&gt;using (@Html.BeginForm(new { id= &lt;font style=&quot;background-color: #ffff00&quot;&gt;@addName&lt;/font&gt;}))
{
    @Html.TextBoxFor(model =&amp;gt; model.EndValue, new { id = &lt;font style=&quot;background-color: #ffff00&quot;&gt;@newName&lt;/font&gt;, size = &amp;quot;5&amp;quot;, style = &amp;quot;margin-right: 10px&amp;quot; })
    @Html.HiddenFor(model =&amp;gt; model.ModuleTypeId, new { @Value = @ViewBag.ModuleId }
    @Html.DropDownListFor(model =&amp;gt; model.DPId, @dpList, &amp;quot;Choose an Option...&amp;quot;, new { @class = &amp;quot;select&amp;quot; })
}&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Client side code (jQuery to manipulate the view)&lt;/p&gt;

&lt;pre class=&quot;prettyprint prettyprinted&quot;&gt;&lt;code&gt;   $(&#39;&lt;font style=&quot;background-color: #ffff00&quot;&gt;#@saveName&#39;&lt;/font&gt;).click( function (event) {
        event.preventDefault();
        $.ajax({
            url: &#39;@Url.Action(&amp;quot;SaveADP&amp;quot;, &amp;quot;Dispense&amp;quot;)&#39;,
            type: &#39;POST&#39;,
            data: $(&#39;&lt;font style=&quot;background-color: #ffff00&quot;&gt;#@addName&#39;&lt;/font&gt;).serialize(),
            success: function (data) {
                $(&#39;&lt;font style=&quot;background-color: #ffff00&quot;&gt;#@divId&lt;/font&gt;&#39;).html(data);
            }
        })
    })&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Taken from this &lt;a href=&quot;http://stackoverflow.com/questions/19800343/posting-mvc-razor-form-from-ajax&quot; target=&quot;_blank&quot;&gt;Stackoverflow question about Posting MVC Razor form from ajax&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;This is a kind of violation of the DRY principle and it is actually hard and messy, since we manipulate the DOM on the client and the server. &lt;/p&gt;

&lt;p&gt;&amp;#160; &lt;/p&gt;

&lt;h4&gt;Problem #2: &amp;quot;State&amp;quot; (F5 or back button problem)&lt;/h4&gt;

&lt;p&gt;We have state information like:&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;Is the user logged in &lt;/li&gt;

  &lt;li&gt;Navigation &lt;/li&gt;

  &lt;li&gt;Previous Page &lt;/li&gt;

  &lt;li&gt;Search Terms &lt;/li&gt;

  &lt;li&gt;Filters &lt;/li&gt;

  &lt;li&gt;Shopping Cart &lt;/li&gt;

  &lt;li&gt;… &lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;And need to save that somewhere. Candidates for that are:&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;URL 
    &lt;ul&gt;
      &lt;li&gt;Example. &lt;u&gt;http://yourserver/folder/(session ID here)/default.aspx 
          &lt;br /&gt;&lt;/u&gt;Needless to say that I don’t like this. As a web developer you should really care about &lt;strong&gt;nice URL&lt;/strong&gt;s!!! &lt;/li&gt;
    &lt;/ul&gt;
  &lt;/li&gt;

  &lt;li&gt;HTTP header: Cookie as example 
    &lt;ul&gt;
      &lt;li&gt;Part of every request, this is a little token that gets sent to your server &lt;/li&gt;
    &lt;/ul&gt;
  &lt;/li&gt;

  &lt;li&gt;Page 
    &lt;ul&gt;
      &lt;li&gt;Via (hidden) fields, we render state information into the returning page. &lt;a href=&quot;http://msdn.microsoft.com/en-us/library/ms972976.aspx&quot; target=&quot;_blank&quot;&gt;Viewstate&lt;/a&gt; is a bad example for this. &lt;/li&gt;
    &lt;/ul&gt;
  &lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;On the Server we store that state:&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;Session 
    &lt;ul&gt;
      &lt;li&gt;Memory on the server identified by a cookie 
        &lt;br /&gt;That memory can be on a separate server State Server, but let’s leave that out of the discussion for now &lt;/li&gt;
    &lt;/ul&gt;
  &lt;/li&gt;

  &lt;li&gt;Persistent store (Database) 
    &lt;ul&gt;
      &lt;li&gt;&lt;em&gt;Why not store the ShoppingCart in the database instead of fluent memory that could be lost by a crash of the server or client (wherever that memory was sitting)&lt;/em&gt; &lt;/li&gt;
    &lt;/ul&gt;
  &lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;All these stores for state have their place and many blogs have been written about advantages and disadvantages of those. 
  &lt;br /&gt;Storing the state on the server makes the server state-full. That means if your server goes down everything is lost, unless you persist is somewhere. This also means that with every request that comes in the server must determine the state of the current request and deliver output depending from that state. This makes the server slow and difficult to maintain.&lt;/p&gt;

&lt;h5&gt;What should we do then?&lt;/h5&gt;

&lt;p&gt;What about moving the state of your app to the client?
  &lt;br /&gt;Storing state in the client is the primary purpose of a Single-Page-Application or a SPA. In this case the client web browser loads the page and the page has enough “brain” to know it’s state and to interact with the server. This brain is typically JavaScript and objects living in the JavaScript memory space. 

  &lt;br /&gt;&lt;em&gt;Many jokes happened around the term “SPA” so I leave those up to you to google for them.&lt;/em&gt; &lt;/p&gt;

&lt;p&gt;&lt;img title=&quot;Brains on the Server and the Client&quot; style=&quot;border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px&quot; border=&quot;0&quot; alt=&quot;Brains on the Server and the Client&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD_sELdmbjsmKCwWQ4Y0O1X5AbneLObey5yfr4aFWKWXtnSUhjpNJi0Oa4i_6uFHcv0a7wiTBtRSS73fJkpN5_ZFSVah1fvHQXSXtAtfcaXS7x5wcDKzwYe-IMOADq_etacXFpnQ/?imgmax=800&quot; width=&quot;800&quot; height=&quot;267&quot; /&gt; 

  &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Brains on the Server and the Client&lt;/p&gt;

&lt;blockquote&gt;
  &lt;p&gt;&lt;em&gt;But Peter… What about Silverlight and Flash?&lt;/em&gt;&lt;/p&gt;
&lt;/blockquote&gt;

&lt;p&gt;Silverlight and Flash are a hack! 
  &lt;br /&gt;And they are dying anyway. 

  &lt;br /&gt;But you are right the stored state in the client, and solved some of these problems. But let’s forget them and let’s look in the future.&lt;/p&gt;

&lt;h4&gt;Where are we going from here?&lt;/h4&gt;

&lt;p&gt;I think the answer is clearly state-full client or in other words: Single Page Application. 
  &lt;br /&gt;We want to move the state from the server to the client. Make the client smarter and the server dumber. Allow the server only to send data via a nice and clean REST interface. 

  &lt;br /&gt;Think about the webserver as a man-in-the-middle between the database and the client.&amp;#160; &lt;br /&gt;Imagine the server as a stupid web service endpoint and the client as a consumer and sender of data from those services and potentially aggregate data from different services.&lt;/p&gt;

&lt;p&gt;&lt;img title=&quot;A smart Client (Browser with page) that consumes data + templates from different servers (CORS needed)&quot; style=&quot;border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px&quot; border=&quot;0&quot; alt=&quot;A smart Client (Browser with page) that consumes data + templates from different servers (CORS needed)&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio6ucO_1sVGCLxyJA_a9f6Fu5ZSghE9W2L5QRMvSEftKYAqBZ8zafIlOpq4mI4tKonM5jFutm7gl4hZryMX4zHLq4H4VKKfDhBQWjiYyzTjmEIHG4oQi6eUPAzGia1uTjR9vauZQ/?imgmax=800&quot; width=&quot;800&quot; height=&quot;490&quot; /&gt;&lt;strong&gt;
    &lt;br /&gt;Figure&lt;/strong&gt;: A smart Client (Browser with page) that consumes data + templates from &lt;a href=&quot;http://www.w3.org/TR/cors/&quot; target=&quot;_blank&quot;&gt;different servers (CORS needed)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;To build this &amp;quot;smart&amp;quot; page we need JavaScript. 
  &lt;br /&gt;I would recommend you to learn the basics: HTTP, HTML, CSS, JavaScript and then use a framework like &lt;a href=&quot;http://angularjs.org/&quot; target=&quot;_blank&quot;&gt;AngularJS&lt;/a&gt; or &lt;a href=&quot;http://emberjs.com/&quot; target=&quot;_blank&quot;&gt;emberJS&lt;/a&gt;, because lots of problems have been solved by those frameworks and many good things are in those frameworks that help you to get started quickly. 

  &lt;br /&gt;Additionally learn and use &lt;a href=&quot;http://www.typescriptlang.org/&quot; target=&quot;_blank&quot;&gt;TypeScript&lt;/a&gt; or &lt;a href=&quot;http://coffeescript.org/&quot; target=&quot;_blank&quot;&gt;CoffeeScript&lt;/a&gt; to give you a &lt;a href=&quot;http://gfader.tumblr.com/post/43217450749/use-coffeescript-for-any-non-trivial-amounts-of&quot; target=&quot;_blank&quot;&gt;head start with JavaScript&lt;/a&gt;. &lt;em&gt;If you have more time learn SQL, DDD, Regex, C#, Scrum a little Kanban. Oh, and make sure to improve your communication skills.&lt;/em&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;This Single Page Application stores the state on the client side in either the HTML DOM (old school and similar to the way you were manipulating the DOM via jQuery) or in memory via JS objects (the preferred way). All major client-side databinding frameworks that I know use the latter these days: AngularJS and Knockout. &lt;em&gt;Are there more? Sorry I cant keep up with that xxxJS release water hose.&lt;/em&gt;&lt;/p&gt;

&lt;p&gt;&amp;#160;&amp;#160; &lt;/p&gt;

&lt;h4&gt;Why would you invest your time in creating a Single-Page-Application?&lt;/h4&gt;

&lt;ul&gt;
  &lt;li&gt;Faster and more fluid UI 
    &lt;ul&gt;
      &lt;li&gt;The server logic is thinner, the server has less responsibilities &lt;/li&gt;

      &lt;li&gt;Your applications markup is loaded from the server just one and all additional calls are just data 
        &lt;br /&gt;More fluid user experience with a single page architecture &lt;/li&gt;

      &lt;li&gt;Mobile application is just a different view that you provide to the client (sounds easy) &lt;/li&gt;
    &lt;/ul&gt;
  &lt;/li&gt;

  &lt;li&gt;High Scalability 
    &lt;ul&gt;
      &lt;li&gt;GET request turn out to be highly cacheable (most of the times)&lt;/li&gt;

      &lt;li&gt;You use HTTP as its intended to be used &lt;/li&gt;

      &lt;li&gt;The server is stateless and you could have 1000s of servers that act the same as 1 server &lt;/li&gt;
    &lt;/ul&gt;
  &lt;/li&gt;

  &lt;li&gt;Easier server side development &lt;/li&gt;

  &lt;ul&gt;
    &lt;li&gt;The client gets more responsibility and state and the server side development gets easier DoubleWin&lt;/li&gt;
  &lt;/ul&gt;

  &lt;li&gt;Declarative data binding directly in HTML&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;h4&gt;Why would you not create a Single Page Application?&lt;/h4&gt;

&lt;ul&gt;
  &lt;li&gt;Your team has huge skills in classic server side web development 
    &lt;ul&gt;
      &lt;li&gt;ATM you get less tool support to develop client side. I would argue this is a good thing, since you need to focus more on testing and thinking about how you structure your application &lt;/li&gt;
    &lt;/ul&gt;
  &lt;/li&gt;

  &lt;li&gt;You want to avoid Javascript like the pest &lt;/li&gt;

  &lt;li&gt;Your team doesn’t follow all the latest and greatest script kiddies &lt;/li&gt;

  &lt;li&gt;You don’t care about HTTP, HTML, CSS and just want to get your job done ASAP &lt;/li&gt;

  &lt;li&gt;You don’t mind ugly URLs and don’t care about the browser history as long as your app works &lt;/li&gt;

  &lt;li&gt;Your application startup time is critical (no progress bars allowed)&lt;/li&gt;

  &lt;li&gt;The view rendered by the server is never touched by the client &lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;from 
  &lt;br /&gt;&lt;a href=&quot;http://gfader.tumblr.com/post/70800309829/why-not-a-single-page-application-spa&quot;&gt;Why not a Single Page Application (SPA)? 
    &lt;br /&gt;http://gfader.tumblr.com/post/70800309829/why-not-a-single-page-application-spa&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;h4&gt;Want to read more about Web Development?&lt;/h4&gt;

&lt;ul&gt;
  &lt;li&gt;&lt;a href=&quot;http://gfader.tumblr.com/post/73112773985/what-every-web-developer-should-care-about&quot;&gt;What every web developer should care about? 
      &lt;br /&gt;http://gfader.tumblr.com/post/73112773985/what-every-web-developer-should-care-about&lt;/a&gt; 

    &lt;br /&gt;&lt;/li&gt;

  &lt;li&gt;&lt;a href=&quot;http://gfader.tumblr.com/post/72100086438/a-spa-adheres-to-soc-web&quot;&gt;A SPA adheres to the Separation of Concerns principle 
      &lt;br /&gt;http://gfader.tumblr.com/post/72100086438/a-spa-adheres-to-soc-web&lt;/a&gt; &lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;Where &lt;strong&gt;do you &lt;/strong&gt;think the web is heading to?&lt;/p&gt;  </description><link>http://blog.gfader.com/2014/01/the-future-web-development-where-are-we.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-A3TSqcf930XDtrjbm9rtiJCZsHqOrriiddUc3wT5hSiYInQL30MmjCnpf2VSuOab8ytHulm84ucVcdu77aEQKOE-sehv0-LXtB6ezmJeLWkZqd3NYaTLa3sRB4_9DGSLfakzgA/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-6222496128015390484</guid><pubDate>Mon, 08 Jul 2013 19:48:00 +0000</pubDate><atom:updated>2013-07-09T08:13:03.397+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">atdd</category><category domain="http://www.blogger.com/atom/ns#">c#</category><category domain="http://www.blogger.com/atom/ns#">coding</category><category domain="http://www.blogger.com/atom/ns#">tdd</category><category domain="http://www.blogger.com/atom/ns#">vs2012</category><title>The TicTacToe Kata in C# – A TestDriven approach</title><description>&lt;p&gt;&lt;em&gt;This is for my future self to see how I look like on camera while coding ;-)&lt;/em&gt;     &lt;br /&gt;&lt;em&gt;And I am doing another experiment to see if people are interested in this kind of stuff. &lt;/em&gt;&lt;/p&gt;  &lt;p&gt;I turned on Camtasia and recorded myself during my weekly practice sessions. Published on youtube and now I wait and see what the reactions are.    &lt;br /&gt;Tools used: mstest, VisualStudio 2012, Resharper and Notepad.     &lt;br /&gt;    &lt;br /&gt;&lt;a href=&quot;http://blog.gfader.com/2013/07/the-tictactoe-kata-in-c-testdriven.html&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;The TicTacToe Kata in CSharp&quot; border=&quot;0&quot; alt=&quot;The TicTacToe Kata in CSharp&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgluPC-LLoRzx13d8gBaiYQ2PECx9X7NZ2-YBfZre9lxbSIaCYUdjdVqklbhYUGcK7uVLE8bIo_XugsMZ-3lBFzl3k0tkaVSL_HathmZgBBcArwnBADOmKEdM9bfkbGi18Pxm7fpA/?imgmax=800&quot; width=&quot;250&quot; height=&quot;142&quot; /&gt;&lt;/a&gt;     &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Is the font big enough? Is my picture small enough? Is my voice annoying enough? Let me know!&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;h4&gt;The TicTacToe Kata&lt;/h4&gt;  &lt;p&gt;A simulation of the &lt;a href=&quot;http://en.wikipedia.org/wiki/Tic-tac-toe&quot; target=&quot;_blank&quot;&gt;TicTacToe game&lt;/a&gt;, where 2 players can play Tic-Tac-Toe against each other.     &lt;br /&gt;    &lt;br /&gt;Goal of a Kata session (straight from &lt;a href=&quot;http://en.wikipedia.org/wiki/Kata&quot; target=&quot;_blank&quot;&gt;Kata martial arts&lt;/a&gt;): &lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;preserve and transmit proven techniques and to &lt;/li&gt;    &lt;li&gt;practice&lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;&lt;em&gt;For me its not so much about proven techniques, but more about practicing and exploring new languages, frameworks and tools.&lt;/em&gt;&lt;/p&gt;  &lt;p&gt;&lt;em&gt;&amp;#160;&lt;/em&gt;&lt;/p&gt;  &lt;h4&gt;Video 1/4&amp;#160;&amp;#160;&amp;#160; (7 minutes)&lt;/h4&gt;  &lt;p&gt;Starting the Kata with a test written in Notepad and then slowly building the 1st test by example.    &lt;br /&gt;I use the inconclusive &lt;strong&gt;Assert.Inconclusive() &lt;/strong&gt;tests as my TODO list.&lt;/p&gt;  &lt;p&gt;&lt;iframe height=&quot;315&quot; src=&quot;//www.youtube.com/embed/QhUK7ub8LwM&quot; frameborder=&quot;0&quot; width=&quot;560&quot; allowfullscreen=&quot;allowfullscreen&quot;&gt;&lt;/iframe&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;h4&gt;Video 2/4&amp;#160;&amp;#160;&amp;#160; (21 minutes)&lt;/h4&gt;  &lt;p&gt;In this video I start with 1 passing test and 2 inconclusive tests.    &lt;br /&gt;Tests drive my implementation and slowly I build up the API of the game.     &lt;br /&gt;Making my tests more specific helps me maintain them. And I discover that previous tests have value. Wow!     &lt;br /&gt;I have 3 failing tests and 4 passing tests at the end, just got stuck With with extracting the “GameBoard” class.&lt;/p&gt;  &lt;p&gt;&lt;iframe height=&quot;315&quot; src=&quot;//www.youtube.com/embed/3x3ezdmbKpg&quot; frameborder=&quot;0&quot; width=&quot;560&quot; allowfullscreen=&quot;allowfullscreen&quot;&gt;&lt;/iframe&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160;&amp;#160; &lt;/p&gt;  &lt;h4&gt;Video 3/4&amp;#160;&amp;#160;&amp;#160; (15 minutes)&lt;/h4&gt;  &lt;p&gt;In this video I fix the bug (1 red test) with which I got stuck with the previously. I continue to drive out the implementation of the “GameBoard” and implement more and more game rules.&lt;/p&gt;  &lt;p&gt;&lt;iframe height=&quot;315&quot; src=&quot;//www.youtube.com/embed/lQ937Ckm9pc&quot; frameborder=&quot;0&quot; width=&quot;560&quot; allowfullscreen=&quot;allowfullscreen&quot;&gt;&lt;/iframe&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160; &lt;/p&gt;  &lt;h4&gt;Video 4/4&amp;#160;&amp;#160;&amp;#160; (12 minutes)&lt;/h4&gt;  &lt;p&gt;In this video I have the Game logic working to identify winners in a row.    &lt;br /&gt;Time to finish up all the game rules!&lt;/p&gt;  &lt;p&gt;&lt;iframe height=&quot;315&quot; src=&quot;//www.youtube.com/embed/r5i01S3js84&quot; frameborder=&quot;0&quot; width=&quot;560&quot; allowfullscreen=&quot;allowfullscreen&quot;&gt;&lt;/iframe&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;Now its up to you:&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;What did you like in the video series? &lt;/li&gt;    &lt;li&gt;What didn’t you like? &lt;/li&gt;    &lt;li&gt;What could I improve? &lt;/li&gt; &lt;/ul&gt;  </description><link>http://blog.gfader.com/2013/07/the-tictactoe-kata-in-c-testdriven.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgluPC-LLoRzx13d8gBaiYQ2PECx9X7NZ2-YBfZre9lxbSIaCYUdjdVqklbhYUGcK7uVLE8bIo_XugsMZ-3lBFzl3k0tkaVSL_HathmZgBBcArwnBADOmKEdM9bfkbGi18Pxm7fpA/s72-c?imgmax=800" height="72" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-4901498277676761718</guid><pubDate>Sun, 09 Jun 2013 15:11:00 +0000</pubDate><atom:updated>2013-06-09T17:13:37.650+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">cleancode</category><category domain="http://www.blogger.com/atom/ns#">coding</category><category domain="http://www.blogger.com/atom/ns#">continuousDelivery</category><category domain="http://www.blogger.com/atom/ns#">productivity</category><title>How do you continuously improve yourself? An interview with SSW TV</title><description>&lt;p&gt;&lt;strike&gt;This went viral on YouTube the other day, aka&lt;/strike&gt; my mum clicked it 100 times.&lt;/p&gt;  &lt;p&gt;&lt;a href=&quot;http://blog.gfader.com/2013/06/how-do-you-continuously-improve.html&quot;&gt;&lt;img style=&quot;background-image: none; border-bottom: 0px; border-left: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top: 0px; border-right: 0px; padding-top: 0px&quot; title=&quot;Me and Adam Stephensen rambling around Clean Code, Quality, Releasing Software more often, Continuous Delivery and all things that make developers happy. &quot; border=&quot;0&quot; alt=&quot;Me and Adam Stephensen rambling around Clean Code, Quality, Releasing Software more often, Continuous Delivery and all things that make developers happy. &quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4vF1ubdnwmYuj1vQuRL6ZgSaUy8kHSpxGEsGAbImqoUql9ARVWe3VFhLnQfBJ-5tFYRBWFKFKGFnYmqBSTRKzpefvUtzQk8a-oYMRdN_Oid_gnxzYL8KOXCatDlmr9SwtHkCczw/?imgmax=800&quot; width=&quot;640&quot; height=&quot;266&quot; /&gt;&lt;/a&gt;     &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Me and Adam Stephensen rambling around&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;I had a conversation / interview with my good friend Adam Stephenson about Clean Code, Quality, Releasing Software more often, Continuous Delivery and all things that make developers happy.    &lt;br /&gt;Check it out!&lt;/p&gt;  &lt;p&gt;   &lt;br /&gt;The top one is an image, the below is the video. &lt;/p&gt; &lt;iframe height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/4CAGaopAEew&quot; frameborder=&quot;0&quot; width=&quot;560&quot; allowfullscreen=&quot;allowfullscreen&quot;&gt;&lt;/iframe&gt;  &lt;p&gt;&lt;a href=&quot;http://tv.ssw.com/3256/clean-code-testing-continuous-improvement-with-peter-gfader&quot;&gt;http://tv.ssw.com/3256/clean-code-testing-continuous-improvement-with-peter-gfader&lt;/a&gt;&lt;/p&gt;  </description><link>http://blog.gfader.com/2013/06/how-do-you-continuously-improve.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4vF1ubdnwmYuj1vQuRL6ZgSaUy8kHSpxGEsGAbImqoUql9ARVWe3VFhLnQfBJ-5tFYRBWFKFKGFnYmqBSTRKzpefvUtzQk8a-oYMRdN_Oid_gnxzYL8KOXCatDlmr9SwtHkCczw/s72-c?imgmax=800" height="72" width="72"/><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-8207606057717246308</guid><pubDate>Fri, 10 May 2013 11:28:00 +0000</pubDate><atom:updated>2013-05-13T13:23:00.277+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">agile</category><category domain="http://www.blogger.com/atom/ns#">continuousDelivery</category><title>The Agile Manifesto 3.0</title><description>&lt;p align=&quot;left&quot;&gt;This is the 1st principle of the Agile Manifesto from the year 2001 that you can find on &lt;a href=&quot;http://agilemanifesto.org/&quot;&gt;http://agilemanifesto.org/&lt;/a&gt;&lt;/p&gt;  &lt;p align=&quot;center&quot;&gt;&lt;a href=&quot;http://blog.gfader.com/2013/05/the-1st-principle-of-agile-manifesto-30.html&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Our highest priority is to satisfy the customer through early and continuous delivery of valuable software&quot; border=&quot;0&quot; alt=&quot;Our highest priority is to satisfy the customer through early and continuous delivery of valuable software&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilG0R798ilF7aXzWp7JJYKD60hYBkJutRwuUqc2kPIi1UKaYGDBqQQsDx2AvzJQubRISTqveZMCwDMRHaO5HW2eLXYIwBQDKJ5bJhZrnzVxrVpuzZx9-SrUOvbe-pc7dEXBCbN-A/?imgmax=800&quot; width=&quot;634&quot; height=&quot;357&quot; /&gt;&lt;/a&gt;     &lt;br /&gt;&lt;strong&gt;Figure:&lt;/strong&gt; First principle of the Agile Manifesto from 2001&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;----------------------------------&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;Although I couldn’t agree with this more, I think in the last years this changed a bit.    &lt;br /&gt;Especially with the introduction of the “Lean Startup” movement&lt;/p&gt;  &lt;p align=&quot;center&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Our highest priority is to delight the customer through early and continuous delivery of valuable software&quot; border=&quot;0&quot; alt=&quot;Our highest priority is to delight the customer through early and continuous delivery of valuable software&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiWtoinEFXwA46VsZkF-adFoAykRvRssasVHhukKmXI9GPNwnqYOvk4VE-yovZCVE3aIwsju2ZzYoKR9cTAWyI4kbuxpo5AX4uL7mp7jco09_iU5oUtITORHdtNAAvYJ-vt7bTJQ/?imgmax=800&quot; width=&quot;635&quot; height=&quot;359&quot; /&gt;     &lt;br /&gt;&lt;strong&gt;Figure:&lt;/strong&gt; First principle of the Agile Manifesto &lt;strong&gt;2.0 &lt;/strong&gt;&lt;/p&gt;  &lt;p&gt;Lets call this the “Agile Manifesto 2.0”&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;----------------------------------&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;After talking to &lt;a href=&quot;http://www.jurgenappelo.com/&quot; target=&quot;_blank&quot;&gt;Jurgen Appelo&lt;/a&gt; and reading his blog post about “&lt;a href=&quot;http://www.noop.nl/2011/06/the-purpose-of-a-business-is-not-customer-value.html&quot; target=&quot;_blank&quot;&gt;The purpose of a business is NOT customer values&lt;/a&gt;” I came up with the “1st principle of the Agile Manifesto 3.0”.&lt;/p&gt;  &lt;p align=&quot;center&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Our highest priority is to satisfy everyone through early and continuous delivery of valuable software&quot; border=&quot;0&quot; alt=&quot;Our highest priority is to satisfy everyone through early and continuous delivery of valuable software&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikQ0OwB-VjfRLh4vpGF_6qdGZfLP2WJB-tk-LP8jkbELQFs5IsPwD2rQVRq02YyjfhIFRJqMpO8q6vK2dyeM-Jv-mPjyqo1oXsWDFnl50Yc31TMjFnTS5w9ueRzGTZouJHQn2TwQ/?imgmax=800&quot; width=&quot;630&quot; height=&quot;357&quot; /&gt;     &lt;br /&gt;&lt;strong&gt;Figure:&lt;/strong&gt; First principle of the Agile Manifesto &lt;strong&gt;3&lt;/strong&gt;.&lt;strong&gt;0 &lt;/strong&gt;&lt;/p&gt;  &lt;p&gt;Jurgen calls BS on “delight the customer” and is keen on satisfying everyone involved: stockholders, employees, suppliers, customers, community, the environment,. ..    &lt;br /&gt;It might be hard to satisfy everyone with &lt;strong&gt;valuable software&lt;/strong&gt;, but having that as goal is great.&lt;/p&gt;  &lt;p&gt;&lt;em&gt;Note: If I skip the “delight the customer” step I couldn’t come up with 3.0      &lt;br /&gt;and I really wanted to align this with the “&lt;a href=&quot;http://www.management30.com/product/management30/&quot; target=&quot;_blank&quot;&gt;Management 3.0&lt;/a&gt;” naming of Jurgen.&amp;#160; --&amp;gt; Which I like!&lt;/em&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;BTW: Another way to look at it might be:&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;In Agile 1.0 we build something and learn if the customer likes it or not as quickly as possible &lt;/li&gt;    &lt;li&gt;In Agile 2.0 we try to learn about the customer and measure what delights him in order to know what to build &lt;/li&gt;    &lt;li&gt;In Agile 3.0 we look at the bigger picture of all parties involved &lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;What do you think? Brain fart? Helpful to think about your business?&lt;/p&gt;  </description><link>http://blog.gfader.com/2013/05/the-1st-principle-of-agile-manifesto-30.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilG0R798ilF7aXzWp7JJYKD60hYBkJutRwuUqc2kPIi1UKaYGDBqQQsDx2AvzJQubRISTqveZMCwDMRHaO5HW2eLXYIwBQDKJ5bJhZrnzVxrVpuzZx9-SrUOvbe-pc7dEXBCbN-A/s72-c?imgmax=800" height="72" width="72"/><thr:total>4</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-924601812236093298</guid><pubDate>Wed, 20 Feb 2013 17:33:00 +0000</pubDate><atom:updated>2013-03-24T10:05:07.094+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">coding</category><category domain="http://www.blogger.com/atom/ns#">testing</category><title>How to increase the Code Coverage in 2 easy steps</title><description>&lt;p&gt;As a developer you come to the point in time where a manager asks you to have at least 80% Code Coverage in your code.    &lt;br /&gt;    &lt;br /&gt;&lt;a href=&quot;http://blog.gfader.com/2013/02/how-to-increase-code-coverage-in-2-easy.html&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Manager&quot; border=&quot;0&quot; alt=&quot;Manager&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKqwkdtULuT1gpXoxWr2-CLSDbT7Cy_fRVse6rKjzNTrNBLMB6Hzy9_5x8Uydkj4ezLhhywGUb07YBXIts2Pi6Bc3kwpnmT_3V4Tq4ASheojGJBSJC-BpJwx_ARbC9Z4qFxcSd6A/?imgmax=800&quot; width=&quot;184&quot; height=&quot;244&quot; /&gt;&lt;/a&gt;&amp;#160; &lt;br /&gt;Photo Credit: &lt;a href=&quot;http://www.flickr.com/photos/9251073@N04/2984235137/&quot;&gt;Sam Foster&lt;/a&gt; &lt;/p&gt;  &lt;p&gt;&lt;em&gt;All managers love to see numbers, especially big increasing numbers.      &lt;br /&gt;I love big numbers too! &lt;/em&gt;&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;The nasty ones of you might ask a question back: &lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;“Why do you want those numbers?” or &lt;/li&gt;    &lt;li&gt;“What do you need those numbers for?” or &lt;/li&gt;    &lt;li&gt;“Who are you going to show them?” &lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;But let’s not do a “&lt;a href=&quot;http://en.wikipedia.org/wiki/Root_cause_analysis&quot;&gt;Root Cause Analysis&lt;/a&gt;” here and just solve the symptom. &lt;/p&gt;  &lt;p&gt;Lets look at this project and the Code Coverage for it.&lt;/p&gt;  &lt;p&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVWu-Z0VIy6G7VHuPmG9ME7th-ixJWD_tCbd9t7QWYFIqx0MyJOYutLgxDli7ff3ZOMeJd-YSAp09u4CUdZO57fzJ1EJOSt51fIgsIt4s9jNZSBJqcAs5N32X1-lTfsxdwlRjBQQ/?imgmax=800&quot; width=&quot;865&quot; height=&quot;280&quot; /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: &lt;strong&gt;Before&lt;/strong&gt;: 74.83 % Code Coverage&lt;/p&gt;  &lt;p&gt;&amp;#160; &lt;/p&gt;  &lt;p&gt;Here is how you can increase your code coverage in 2 easy steps.&lt;/p&gt;  &lt;p&gt;Copy the following into your production code&lt;/p&gt;  &lt;pre class=&quot;csharpcode&quot;&gt;&lt;p&gt;&lt;span class=&quot;kwrd&quot;&gt;&lt;span class=&quot;rem&quot;&gt;// Call this method something important. &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;kwrd&quot;&gt;&lt;span class=&quot;rem&quot;&gt;// Use words like: Manager, Proxy, Controller, Command, Dispatcher, Broker, Container …&lt;br /&gt;&lt;/span&gt;public&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;bool&lt;/span&gt; IsMessageProxyControllerManager()&lt;/p&gt;
{
    &lt;span class=&quot;rem&quot;&gt;//Repeat more often to increase Code Coverage&lt;/span&gt;
    CreateNewImplementation(); 
    CreateNewImplementation();
    CreateNewImplementation();
    CreateNewImplementation(); 
    CreateNewImplementation();
    CreateNewImplementation();
    CreateNewImplementation();
    CreateNewImplementation();
    CreateNewImplementation();
    CreateNewImplementation();
    CreateNewImplementation();
    CreateNewImplementation();
    CreateNewImplementation();
    CreateNewImplementation(); 
    CreateNewImplementation();
    CreateNewImplementation();
    CreateNewImplementation(); 
    CreateNewImplementation();
    &lt;span class=&quot;kwrd&quot;&gt;return&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;true&lt;/span&gt;;
}&lt;br /&gt;
&lt;span class=&quot;rem&quot;&gt;// Rename this to something important. &lt;br /&gt;// Mix 2 words from: Invoke, Caller, Fetch, Request, Factory, Synchronizer, Shepherd, Coordinator &lt;br /&gt;// &lt;br /&gt;// If you cant come up with something use &lt;a title=&quot;https://github.com/ab9/classnamer&quot; href=&quot;https://github.com/ab9/classnamer&quot;&gt;https://github.com/ab9/classnamer&lt;/a&gt;&lt;/span&gt; 
&lt;span class=&quot;kwrd&quot;&gt;public&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;void&lt;/span&gt; CreateNewImplementation()
{
    
}&lt;/pre&gt;

&lt;p&gt;&lt;style type=&quot;text/css&quot;&gt;
















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&lt;p&gt;
  &lt;br /&gt;Copy the following in your test code&lt;/p&gt;

&lt;pre class=&quot;csharpcode&quot;&gt;[TestMethod]
&lt;span class=&quot;kwrd&quot;&gt;public&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;void&lt;/span&gt; GivenANewInstance_MessageProxyControllerManager_ExpectAPositiveAnswer()
{
    var c = &lt;span class=&quot;kwrd&quot;&gt;new&lt;/span&gt; ClassWhereYouCopiedThe2Methods();  // Change this
    var result = c.IsMessageProxyControllerManager();
    Assert.IsTrue(result);
}&lt;/pre&gt;

&lt;p&gt;&lt;style type=&quot;text/css&quot;&gt;
















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&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;Run the Code Coverage Tester again, and Voila!&lt;/p&gt;

&lt;p&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRGTilEB3bzcDWt2QpNEYzwr-nA3a7xm6J_FnRHIRM73MjuZUwEcAZ0OGKyTeKUm1rwl_9lEMdiZfIU18H0HT4qaYiglDZDDeNZqRVzcF3-MO14YRjzlkhtcDK67Udgyyv2EMRMg/?imgmax=800&quot; width=&quot;801&quot; height=&quot;281&quot; /&gt; 

  &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: &lt;strong&gt;After&lt;/strong&gt;: Increased Code Coverage from 74% to 79% Code Coverage&lt;/p&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;Think about what Code Coverage really tells you&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;Does it really measure code lines tested? &lt;/li&gt;

  &lt;li&gt;Or does it measure code lines executed? &lt;/li&gt;

  &lt;li&gt;What does that number tell you? &lt;/li&gt;

  &lt;li&gt;Is it of value to you? To a manager? &lt;/li&gt;

  &lt;li&gt;Is 80% Code Coverage a good goal? &lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;Now… what are you going to tell your manager?&lt;/p&gt;  </description><link>http://blog.gfader.com/2013/02/how-to-increase-code-coverage-in-2-easy.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKqwkdtULuT1gpXoxWr2-CLSDbT7Cy_fRVse6rKjzNTrNBLMB6Hzy9_5x8Uydkj4ezLhhywGUb07YBXIts2Pi6Bc3kwpnmT_3V4Tq4ASheojGJBSJC-BpJwx_ARbC9Z4qFxcSd6A/s72-c?imgmax=800" height="72" width="72"/><thr:total>4</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-6338385123742964933</guid><pubDate>Fri, 08 Feb 2013 12:26:00 +0000</pubDate><atom:updated>2013-02-08T13:26:15.776+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">continuousDelivery</category><category domain="http://www.blogger.com/atom/ns#">scrum</category><title>Combine Scrum and Continuous Delivery to drive Innovation</title><description>&lt;p&gt;After &lt;a href=&quot;http://blog.gfader.com/2012/10/use-scrum-continuous-delivery-to-build.html&quot; target=&quot;_blank&quot;&gt;publishing the paper on scrum.org here&lt;/a&gt;, I wrote a german version for the dotnetpro magazine of January 2013.&lt;/p&gt;  &lt;p&gt;Check it out!   &lt;br /&gt;And make sure to buy the magazine!&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;An excerpt from the magazine [GERMAN]&lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;Zügige Rückmeldungen von Nutzern helfen, neue Merkmale schnell umzusetzen. Damit Entwickler und Endanwender      &lt;br /&gt;zusammenfinden, lassen sich Scrum und Continuous Delivery gut kombinieren.&lt;/p&gt;    &lt;p&gt;Zu den wichtigsten Konzepten agiler Softwareentwicklung gehört schnelles Feedback, am besten in Form kleinerer und größerer Feedbackzyklen, je nach Produktionsstadium; Abbildung 1 zeigt die verschiedenen Zyklen und ihr zusammenwirken in einem Überblick. Dieses Feedbackkonzept hat sich in den vergangenen Jahren zur Idee von „Continuous Delivery“ entwickelt, also zur „kontinuierlichen Auslieferung“ des jeweiligen Systems, das im Lauf dieser Zyklen permanent neu übersetzt wird. Dies soll es ermöglichen, das Produkt und seine Veränderungen so einfach und      &lt;br /&gt;so schnell wie möglich dem Endnutzer, also dem Kunden, zur Verfügung zu stellen. Damit dies möglich ist, muss das Produkt während der Entwicklung jederzeit in einem Zustand sein, der erlaubt, es zu veröffentlichen [1].&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;&lt;a href=&quot;http://www.zuehlke.com/fileadmin/pdf/fachartikel/254_dnp_gemeinsam_stark_pgf.pdf&quot;&gt;&lt;img style=&quot;background-image: none; border-bottom: 0px; border-left: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top: 0px; border-right: 0px; padding-top: 0px&quot; title=&quot;Gfader - Scrum and Continuous Delivery&quot; border=&quot;0&quot; alt=&quot;Gfader - Scrum and Continuous Delivery&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7Cn_apOv8XNOoWsA8GaB4y8Q3pKJqBPTiOo9voY4jItFjbuLfhUYmBp9lsevcpmk5NQhk7ZJ-d6m9ko1uOAia2iogRH5TIx1CTJ6DK9nIAdgb5RfjYkElgDV1UqEpCBMztM6vMw/?imgmax=800&quot; width=&quot;188&quot; height=&quot;655&quot; /&gt;&lt;/a&gt;&lt;/p&gt;             &lt;p&gt;&amp;#160;&lt;/p&gt; Full Article  &lt;br /&gt;&lt;a href=&quot;http://www.zuehlke.com/fileadmin/pdf/fachartikel/254_dnp_gemeinsam_stark_pgf.pdf&quot;&gt;Gemeinsam stark    &lt;br /&gt;http://www.zuehlke.com/fileadmin/pdf/fachartikel/254_dnp_gemeinsam_stark_pgf.pdf&lt;/a&gt;  </description><link>http://blog.gfader.com/2013/02/combine-scrum-and-continuous-delivery.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7Cn_apOv8XNOoWsA8GaB4y8Q3pKJqBPTiOo9voY4jItFjbuLfhUYmBp9lsevcpmk5NQhk7ZJ-d6m9ko1uOAia2iogRH5TIx1CTJ6DK9nIAdgb5RfjYkElgDV1UqEpCBMztM6vMw/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-8497669170901777924</guid><pubDate>Thu, 13 Dec 2012 18:53:00 +0000</pubDate><atom:updated>2014-11-05T16:49:00.103+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">continuousDelivery</category><category domain="http://www.blogger.com/atom/ns#">scrum</category><title>Innovation through Scrum + Continuous Delivery [VIDEO]</title><description>&lt;p&gt;&lt;em&gt;Update 2014-11-05: Fixed the video link since the Scrum.org Video Channel moved.&lt;/em&gt;&lt;/p&gt;  &lt;p&gt;&lt;em&gt;I almost forgot to publish this recording here… &lt;img class=&quot;wlEmoticon wlEmoticon-smile&quot; style=&quot;border-top-style: none; border-bottom-style: none; border-right-style: none; border-left-style: none&quot; alt=&quot;Smile&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcxCWrgR-KUx3VzEbFR_pgLufG5YB_yY_wDJUL10ARdU5jqJXq0Q7Ruffcv4KK2erQc9eB4yyszRuarf8j5CVTbftHCxuF4Bg0mH_ITNoc-BzRXoAHKMgz6VlaAapRzn4i320p1Q/?imgmax=800&quot; /&gt;&lt;/em&gt;&lt;/p&gt;  &lt;p&gt;&lt;iframe height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/TMyhhuQPEow&quot; frameborder=&quot;0&quot; width=&quot;560&quot; allowfullscreen=&quot;allowfullscreen&quot;&gt;&lt;/iframe&gt;    &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: My talk on &lt;a href=&quot;https://www.youtube.com/watch?v=TMyhhuQPEow&quot; target=&quot;_blank&quot;&gt;youtube https://www.youtube.com/watch?v=TMyhhuQPEow&lt;/a&gt;&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;How often do you release your product to your end users? &lt;/li&gt;    &lt;li&gt;How often do your end users see and use your product? &lt;/li&gt;    &lt;li&gt;Do you release in sync with your Sprint length, after the Sprint Review? &lt;/li&gt;    &lt;li&gt;Is the Sprint Review meeting the only valid release point? &lt;/li&gt;    &lt;li&gt;When do you plan your releases? &lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;See how the cadence of Scrum and Continuous Integration can help you build the right thing, and when implemented properly, release it on time to ultimately deliver superior value to your customers.&lt;/p&gt;  </description><link>http://blog.gfader.com/2012/12/innovation-through-scrum-continuous.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcxCWrgR-KUx3VzEbFR_pgLufG5YB_yY_wDJUL10ARdU5jqJXq0Q7Ruffcv4KK2erQc9eB4yyszRuarf8j5CVTbftHCxuF4Bg0mH_ITNoc-BzRXoAHKMgz6VlaAapRzn4i320p1Q/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-5548462978034613774</guid><pubDate>Sun, 02 Dec 2012 11:32:00 +0000</pubDate><atom:updated>2012-12-02T12:34:15.808+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">coding</category><category domain="http://www.blogger.com/atom/ns#">productivity</category><category domain="http://www.blogger.com/atom/ns#">scrum</category><title>Efficiency and Effectiveness and some thoughts about it</title><description>&lt;p&gt;What caught my attention recently: Efficiency vs. Effectiveness&lt;/p&gt;  &lt;p&gt;&lt;a href=&quot;http://blog.gfader.com/2012/12/efficiency-and-effectiveness-and-some.html&quot;&gt;&lt;img style=&quot;background-image: none; border-bottom: 0px; border-left: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top: 0px; border-right: 0px; padding-top: 0px&quot; title=&quot;Early enough to learn to code efficiently&quot; border=&quot;0&quot; alt=&quot;Early enough to learn to code efficiently&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7VL1Tfbu_ypDXfsmXbojiFW7I-MFmFjDCGEnMZeIldpVxMQiknkHomyDvq-rN1kADz1ariD2DZwtbUudvmLSjYY-ltrgIGMr_L4DnRMLMay5_6yTU_5N_tc9TFHoxjLuPu8hI0g/?imgmax=800&quot; width=&quot;550&quot; height=&quot;329&quot; /&gt;&lt;/a&gt;    &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Early enough to learn to code efficiently.&amp;#160;&amp;#160;&amp;#160; &lt;a href=&quot;http://www.flickr.com/photos/cc511/1975196563/&quot; target=&quot;_blank&quot;&gt;flickr&lt;/a&gt;&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;I heard a talk from a fellow Scrum trainer that led me dig more into these 2 terms: &amp;quot;efficiency&amp;quot; and &amp;quot;effectiveness&amp;quot;.    &lt;br /&gt;The way I remember them is&lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;&lt;em&gt;“Being effective is about doing the &lt;strong&gt;right things&lt;/strong&gt;, while being efficient is about &lt;strong&gt;doing the things right&lt;/strong&gt;.”&lt;/em&gt;&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;Ask yourself: &lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;Which one is more important? “efficiency&amp;quot; or &amp;quot;effectiveness”&lt;/li&gt;    &lt;li&gt;Which one should you focus on? &lt;/li&gt;    &lt;li&gt;Which one could be improved in your project? &lt;/li&gt;    &lt;li&gt;How do you measure those two?&amp;#160; &lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;&lt;img style=&quot;background-image: none; border-bottom: 0px; border-left: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top: 0px; border-right: 0px; padding-top: 0px&quot; title=&quot; Are you doing something efficiently? Should you focus more on effectiveness? &quot; border=&quot;0&quot; alt=&quot; Are you doing something efficiently? Should you focus more on effectiveness? &quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4FLpfOyR_z5MBjdWTuAND2hZcVc3JD73CYeqjR9xPzDqorhHdNUVVgNTT_NUZbTLWTK5mEhFY_NLQh-Sb0uUweVxIyeNb5PLVY9vLPp7pZs9HWvY0hv3MdkElNThDXzxOwQYagA/?imgmax=800&quot; width=&quot;532&quot; height=&quot;400&quot; /&gt;    &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Are you doing something efficiently? Should you focus more on effectiveness?     &lt;br /&gt;Picture taken from &lt;a href=&quot;http://blog.crisp.se/2010/09/08/henrikkniberg/1283938020000&quot; target=&quot;_blank&quot;&gt;Henrik Kniebergs slide deck: &amp;quot;The Thinking Tool Called Agile” –&amp;gt; Check it out&lt;/a&gt; &lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;Some links to dig into that topic&lt;/p&gt;  &lt;p&gt;The difference between &amp;quot;efficiency&amp;quot; and &amp;quot;effectiveness&amp;quot;.   &lt;br /&gt;&lt;a title=&quot;http://www.dailyblogtips.com/effective-vs-efficient-difference/&quot; href=&quot;http://www.dailyblogtips.com/effective-vs-efficient-difference/&quot;&gt;http://www.dailyblogtips.com/effective-vs-efficient-difference/&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;Outsourcing and efficiency/effectiveness &lt;a title=&quot;http://gfader.tumblr.com/post/32512202396/do-not-outsource-your-software-development&quot; href=&quot;http://gfader.tumblr.com/post/32512202396/do-not-outsource-your-software-development&quot;&gt;     &lt;br /&gt;http://gfader.tumblr.com/post/32512202396/do-not-outsource-your-software-development&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;The 3 Pillars of Personal Effectiveness   &lt;br /&gt;&lt;a title=&quot;http://gfader.tumblr.com/post/29116159986/minibook-the-3-pillars-of-personal-effectiveness&quot; href=&quot;http://gfader.tumblr.com/post/29116159986/minibook-the-3-pillars-of-personal-effectiveness&quot;&gt;http://gfader.tumblr.com/post/29116159986/minibook-the-3-pillars-of-personal-effectiveness&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;   &lt;br /&gt;Is &lt;strong&gt;productivity&lt;/strong&gt; a combination of efficiency and effectiveness?&lt;/p&gt;  </description><link>http://blog.gfader.com/2012/12/efficiency-and-effectiveness-and-some.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7VL1Tfbu_ypDXfsmXbojiFW7I-MFmFjDCGEnMZeIldpVxMQiknkHomyDvq-rN1kADz1ariD2DZwtbUudvmLSjYY-ltrgIGMr_L4DnRMLMay5_6yTU_5N_tc9TFHoxjLuPu8hI0g/s72-c?imgmax=800" height="72" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-3092980437080519235</guid><pubDate>Thu, 25 Oct 2012 12:48:00 +0000</pubDate><atom:updated>2012-10-29T14:21:02.683+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">agile</category><category domain="http://www.blogger.com/atom/ns#">continuousDelivery</category><category domain="http://www.blogger.com/atom/ns#">scrum</category><category domain="http://www.blogger.com/atom/ns#">testing</category><title>Use Scrum + Continuous Delivery to build the right thing</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;a href=&quot;http://blog.gfader.com/2012/10/use-scrum-continuous-delivery-to-build.html&quot;&gt;&lt;img alt=&quot;How do you get feedback?&quot; border=&quot;0&quot; height=&quot;339&quot; src=&quot;http://lh4.ggpht.com/-cUgud2EdZ4w/UIsPnHJASJI/AAAAAAAAIwE/_2PGe9rI6HQ/image%25255B9%25255D.png?imgmax=800&quot; style=&quot;background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; title=&quot;How do you get feedback?&quot; width=&quot;486&quot; /&gt;&lt;/a&gt; &lt;br /&gt;
&lt;strong&gt;Figure&lt;/strong&gt;: How and how often do you get feedback?&amp;nbsp; &lt;a href=&quot;http://www.flickr.com/photos/daninofal/6754602743/sizes/z/in/photostream/&quot; target=&quot;_blank&quot;&gt;flickr&lt;/a&gt; &lt;br /&gt;
The two topics “Scrum” and “Continuous Delivery” kept me very excited in the last years, which resulted in &lt;a href=&quot;http://blog.gfader.com/2012/09/leanagilescrum-zurich-conference-recap.html&quot; target=&quot;_blank&quot;&gt;two presentations&lt;/a&gt; and a &lt;a href=&quot;http://www.scrum.org/About/All-Articles/articleType/ArticleView/articleId/564/Use-Scrum-Continuous-Delivery-to-build-the-right-thing&quot; target=&quot;_blank&quot;&gt;whitepaper for scrum.org&lt;/a&gt;. &lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Answer the following questions:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;How often do your endusers use your product?&lt;/li&gt;
&lt;li&gt;How often do you release your product to your end users? &lt;/li&gt;
&lt;li&gt;Do you release in sync with your Sprint length, after the Sprint Review? &lt;/li&gt;
&lt;li&gt;Is the Sprint Review meeting the only valid release point? &lt;/li&gt;
&lt;/ul&gt;
&lt;em&gt;In the whitepaper (link at the bottom) I talk about how the cadence of Scrum and Continuous Delivery can help you build the right thing, and when implemented properly, release it on time to ultimately deliver superior value to your customers. &lt;/em&gt;Wow… That is a lot!&lt;br /&gt;
&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
Two pictures out of the whitepaper, to make it a little bit more tasty to read&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;Feedback loops in agile software development&quot; border=&quot;0&quot; height=&quot;269&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDpuBQ6RLdQf6jBcb37G7Airr0RFMteuvcg81KcnY2SXE1eGCn-uZJ1z8e-xfOpzk1rkaj-X0b-QNBtoTO17ozraYfxgYeQRPfe8j4oG0Ym4Ps_yuMfed7Iv5xQuOpAeaW2s-iUw/?imgmax=800&quot; style=&quot;background-image: none; border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; title=&quot;Feedback loops in agile software development&quot; width=&quot;287&quot; /&gt; &lt;br /&gt;
&lt;strong&gt;Figure&lt;/strong&gt;: Feedback loops in agile software development&lt;br /&gt;
&amp;nbsp; &lt;br /&gt;
&amp;nbsp; &lt;br /&gt;
&lt;img alt=&quot;Continuous Delivery added to the Scrum cycle - In German since I write a similar article for a German article&quot; border=&quot;0&quot; height=&quot;267&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwh7MOmw6vetxYmqNpDppAJYZjiGKSHRUFuS8c9LYkjPUSlRAUgqlmQUdSEng2IjOyuYMq0ozQRWoSUwLVKrMzcP30cdQp0Q6zBeKwk545P5A4Hyy0hivoqS-0Ds-qEKXYy5zZDg/?imgmax=800&quot; style=&quot;background-image: none; border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; title=&quot;Continuous Delivery added to the Scrum cycle - In German since I write a similar article for a German article&quot; width=&quot;609&quot; /&gt; &lt;br /&gt;
&lt;strong&gt;Figure&lt;/strong&gt;: Continuous Delivery added to the Scrum cycle &lt;br /&gt;
&lt;em&gt;(In German since I write a similar article for a German article)&lt;/em&gt;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
If you haven’t read it yet, give it read and let me know what you think! &lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.scrum.org/About/All-Articles/articleType/ArticleView/articleId/564/Use-Scrum-Continuous-Delivery-to-build-the-right-thing&quot; target=&quot;_blank&quot;&gt;Use Scrum + Continuous Delivery to build the right thing&lt;/a&gt; &lt;br /&gt;
&lt;a href=&quot;http://www.scrum.org/About/All-Articles/articleType/ArticleView/articleId/564/Use-Scrum-Continuous-Delivery-to-build-the-right-thing&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;image&quot; border=&quot;0&quot; height=&quot;122&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilO8oZrG6NXtdQ6yIKIicgyzoPfDZ-3rVUSEDEDpZW_bW_bal7iiKUUt6T4swZHqw0jw5Y1hmqaJheb9ql-n6GySnym52W2Tw0-MbA65FQ1Sxid6Vh42zROdvlQq6O55c2mnV-VQ/?imgmax=800&quot; style=&quot;background-image: none; border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; title=&quot;image&quot; width=&quot;132&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
</description><link>http://blog.gfader.com/2012/10/use-scrum-continuous-delivery-to-build.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://lh4.ggpht.com/-cUgud2EdZ4w/UIsPnHJASJI/AAAAAAAAIwE/_2PGe9rI6HQ/s72-c/image%25255B9%25255D.png?imgmax=800" height="72" width="72"/><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-2437439042440837629</guid><pubDate>Mon, 17 Sep 2012 19:43:00 +0000</pubDate><atom:updated>2012-09-18T09:05:44.340+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">agile</category><category domain="http://www.blogger.com/atom/ns#">conferences</category><category domain="http://www.blogger.com/atom/ns#">lean</category><category domain="http://www.blogger.com/atom/ns#">scrum</category><title>Lean, Agile, Scrum Zurich conference slides</title><description>&lt;p&gt;The &lt;a href=&quot;http://www.leanagilescrum.ch/&quot; target=&quot;_blank&quot;&gt;Lean Agile Scrum conference 2012&lt;/a&gt; is history.     &lt;br /&gt;This conference was a blast. All the discussions after and between the talks were superb, and getting to meet new people is always AWESOME (until a shark and a gorilla high-five each other in front of a en explosion –&amp;gt; Thanks &lt;a href=&quot;https://twitter.com/kiwikungfu&quot; target=&quot;_blank&quot;&gt;Joe&lt;/a&gt;)&lt;/p&gt;  &lt;p&gt;2 quick impressions from the conference&lt;/p&gt;  &lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKMc9aN8vSLZrgi7b3VDWOdDG9JwurcDMubkfOCzTJjLI4F2sqZwomDMnguQvHMsDdJUAsY-la_oQ1rRdhMpmHlXZ7nrOhC9bXVjnDMS0dcph-LSUMDpEntP3Rsr06_kjOKKQ6mg/s1600-h/image%25255B1%25255D.png&quot; target=&quot;_blank&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Arne Roock starting a Kanban session&quot; border=&quot;0&quot; alt=&quot;Arne Roock starting a Kanban session&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS24Arm-ryjJ7HB2qPVWf_X1cHNYJjIzr4XjfIZPDuM2YW7p6h3Nj5gegGOYW9V98ypasf5gP2mIqcN5t3KLs1oqDANg-poGvAyBMrpuU1eTPMdOl5Aq_FLLc0nSQ4qRInh6f_fA/?imgmax=800&quot; width=&quot;240&quot; height=&quot;103&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDXtP7yPERPlZCsMk2I0c9MeBH2X7zcGEiqs1vQc-hDllTKaX_srtGfwHq1Dx54PbqVSuScGvdAwzXqWrhgjobRrjgx2KcKTGyLpUVTuY3sUVpTxCMscTOoqMQoYG0MQK2F1Gjzg/s1600-h/image3%25255B1%25255D.png&quot; target=&quot;_blank&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Lunch and Apero - The best parts?&quot; border=&quot;0&quot; alt=&quot;Lunch and Apero - The best parts?&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg40WTHjDFP0ex7eF765NM3NyL_DDS4aIvVknbMwy64f5R94HBRoCoNKVF0YNehq-NaHMbF6LZS47os405hHknMfi6ar5EglKXyTh17qQBPrtQqJwFKA5tMYdA5IG9lsetQ-N9rBg/?imgmax=800&quot; width=&quot;240&quot; height=&quot;93&quot; /&gt;&lt;/a&gt;     &lt;br /&gt;&lt;strong&gt;Figure: &lt;/strong&gt;The pictures are so blurry because I was so excited to give a session later&lt;/p&gt;  &lt;p&gt;My little contribution to this conference aka slides on SlideShare&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;&lt;iframe style=&quot;border-bottom: #ccc 0px solid; border-left: #ccc 1px solid; margin-bottom: 5px; border-top: #ccc 1px solid; border-right: #ccc 1px solid&quot; height=&quot;356&quot; marginheight=&quot;0&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/14275442&quot; frameborder=&quot;0&quot; width=&quot;427&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; allowfullscreen=&quot;allowfullscreen&quot;&gt; &lt;/iframe&gt;&lt;/p&gt;  &lt;div style=&quot;margin-bottom: 5px&quot;&gt;&lt;strong&gt;&lt;a title=&quot;Innovation durch Scrum und Continuous Delivery&quot; href=&quot;http://www.slideshare.net/PeterGfader/innovation-durch-scrum-und-continuous-delivery&quot; target=&quot;_blank&quot;&gt;Innovation durch Scrum und Continuous Delivery&lt;/a&gt; &lt;/strong&gt;from &lt;strong&gt;&lt;a href=&quot;http://www.slideshare.net/PeterGfader&quot; target=&quot;_blank&quot;&gt;Peter Gfader&lt;/a&gt;&lt;/strong&gt;&amp;#160; IN GERMAN&lt;/div&gt;  &lt;div style=&quot;margin-bottom: 5px&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/div&gt;  &lt;p&gt;PS: As per my other blog entry about &lt;a href=&quot;http://blog.gfader.com/2012/02/conferences-to-attend-this-year-i-love.html&quot; target=&quot;_blank&quot;&gt;Conferences to attend this year&lt;/a&gt; I gave the conference only 2 happy rainbows.     &lt;br /&gt;Not sure why. This conference deserves at least 4 rainbows!&lt;/p&gt;  &lt;p&gt;What was your impression?    &lt;br /&gt;What were the best bits of the conference?&lt;/p&gt;  </description><link>http://blog.gfader.com/2012/09/leanagilescrum-zurich-conference-recap.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS24Arm-ryjJ7HB2qPVWf_X1cHNYJjIzr4XjfIZPDuM2YW7p6h3Nj5gegGOYW9V98ypasf5gP2mIqcN5t3KLs1oqDANg-poGvAyBMrpuU1eTPMdOl5Aq_FLLc0nSQ4qRInh6f_fA/s72-c?imgmax=800" height="72" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-9206924423033942217</guid><pubDate>Thu, 16 Aug 2012 19:07:00 +0000</pubDate><atom:updated>2012-08-16T21:11:01.513+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">.NET</category><category domain="http://www.blogger.com/atom/ns#">database</category><category domain="http://www.blogger.com/atom/ns#">deployment</category><category domain="http://www.blogger.com/atom/ns#">vs2010</category><title>Ease your Visual Studio development with a SQL Server alias</title><description>&lt;p&gt;A quick little tip on how to manage connection strings in your applications with a SQL Alias that you can create with “SQL Server Configuration Manager”    &lt;br /&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;SQL Server connection strings in web.config&quot; border=&quot;0&quot; alt=&quot;SQL Server connection strings in app.config&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPI-KmDowBCcyQowijXnA9_TkQMdOTuVmWWn-HrvprJbRJt7uUjMHT5pH1vGtHMK7Q3T2eBCvwuYn7FE2L9VSWWUXmw7OgPiExUZCdGguZAmINxV5pbDs-Iis2lua-sxmYr3gVTQ/?imgmax=800&quot; width=&quot;500&quot; height=&quot;198&quot; /&gt;&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;If you have a specific connection string in your application.config like&lt;/p&gt;  &lt;pre class=&quot;csharpcode&quot;&gt;&amp;lt;connectionStrings&amp;gt;
  &amp;lt;add 
    name=&lt;span class=&quot;str&quot;&gt;&amp;quot;NorthwindConnectionString&amp;quot;&lt;/span&gt; 
    connectionString=&lt;span class=&quot;str&quot;&gt;&amp;quot;Data Source=&lt;font style=&quot;background-color: #ffff00&quot;&gt;MyLittleLaptop\SQLExpress&lt;/font&gt;; 
     Initial Catalog=Northwind; Persist Security Info=True;
     User ID=userName;Password=password&amp;quot;&lt;/span&gt;
    providerName=&lt;span class=&quot;str&quot;&gt;&amp;quot;System.Data.SqlClient&amp;quot;&lt;/span&gt;
  /&amp;gt;
&amp;lt;/connectionStrings&amp;gt;&lt;/pre&gt;
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&lt;p&gt;&amp;#160;&amp;#160; &lt;/p&gt;

&lt;p&gt;&amp;#160;&amp;#160; &lt;/p&gt;

&lt;p&gt;In order to avoid &lt;/p&gt;

&lt;p&gt;#1 merge conflicts on every check in&lt;/p&gt;

&lt;p&gt;#2 to remember to exclude the app.config (or web.config) on every check in&lt;/p&gt;

&lt;p&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcQW3NEByY6aLoJ6K4Koh03H6kHOlN5efwBejdCvqwazSa8ODskoM1KAJN0dVoIee5tk2mb6AczuXxDQ8eKXU9TJW9Ib0bkwDterbMWhDwlaMezgXfdq2V0PmETf3Zt10l2WapNA/?imgmax=800&quot; width=&quot;680&quot; height=&quot;465&quot; /&gt; 

  &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Exclude the app.config because I needed to change the DB connectionstring to “.\SQLExpress”&lt;/p&gt;

&lt;p&gt;#3 getting beaten by other developers&lt;/p&gt;

&lt;p&gt;&amp;#160;&amp;#160; &lt;/p&gt;

&lt;p&gt;Create a SQL Alias with &lt;a href=&quot;http://msdn.microsoft.com/en-us/library/ms174212.aspx&quot; target=&quot;_blank&quot;&gt;SQL Server Configuration Manager&lt;/a&gt;&lt;/p&gt;

&lt;ol&gt;
  &lt;li&gt;Open SQL Configuration Manager 
    &lt;br /&gt;&lt;/li&gt;

  &lt;li&gt;Go to “SQL Native Client 10.0 Configuration (32bit)” 
    &lt;br /&gt;&lt;em&gt;My client is a 32bit process 
      &lt;br /&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhm_UBMuPYDK9mS-5Pr1P668RCkChPE6LtCWaKQO4MjtwGm9uI2n3PNUNwEP8HuJkejEecy9VhV7oRlsac7UwxFadIp_LC5xUaDf1g0ivQx0Mcjtxkgs6QbSiTG6kgR7L4nGGLdrw/?imgmax=800&quot; width=&quot;324&quot; height=&quot;317&quot; /&gt;&lt;/em&gt; 

    &lt;br /&gt;&lt;/li&gt;

  &lt;li&gt;Create a new alias 
    &lt;br /&gt;In my case called: “.\USTER” since that is DB name that we agreed on 

    &lt;br /&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Figure: “.\USTER” points to “.\MSSQL” via Named Pipes&quot; border=&quot;0&quot; alt=&quot;Figure: “.\USTER” points to “.\MSSQL” via Named Pipes&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoAnXGSC5mL2sjI4FGC47iUrAe8pC0Srz464FQf3iKm-OHYYCv8gvFlKOXynLb-a74rd8JW35klY7wyHkcGoHUbx3wEuFRF981fMRLpCtu2gsb3hOiWOVLW44FIoxKfOyMrfZ_iA/?imgmax=800&quot; width=&quot;415&quot; height=&quot;456&quot; /&gt; 

    &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: “.\USTER” points to “.\MSSQL” via Named Pipes 

    &lt;br /&gt;&lt;/li&gt;

  &lt;li&gt;Ready to rock! &lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;Make sure to enable “Named Pipes” for that SQL instance&lt;/p&gt;

&lt;p&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;clip_image002[6]&quot; border=&quot;0&quot; alt=&quot;clip_image002[6]&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrSm_h8cs8uQNcYSWedg0BDthca1YQi_Pr8otE_ghkNes0_Q8kJOKohPYCeOmh95scUJDeJgpZ8Jk7zCBeTJ6vkkQruTN9W2JWXCgCMEAAL9ns2QmcmBMggZ3AaljtR6DWVEfyWQ/?imgmax=800&quot; width=&quot;620&quot; height=&quot;339&quot; /&gt;&lt;/p&gt;

&lt;p&gt;
  &lt;br /&gt;Happy days in your development team!&lt;/p&gt;

&lt;p&gt;BTW: If you deploy your application to different environments you can &lt;strong&gt;and should&lt;/strong&gt; change server names via &lt;a href=&quot;http://www.slideshare.net/PeterGfader/continuous-delivery-with-tfs-msbuild-msdeploy/44&quot; target=&quot;_blank&quot;&gt;“XML transforms” or “XML Parametrizations”&lt;/a&gt;&lt;/p&gt;  </description><link>http://blog.gfader.com/2012/08/make-your-visual-studio-development.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPI-KmDowBCcyQowijXnA9_TkQMdOTuVmWWn-HrvprJbRJt7uUjMHT5pH1vGtHMK7Q3T2eBCvwuYn7FE2L9VSWWUXmw7OgPiExUZCdGguZAmINxV5pbDs-Iis2lua-sxmYr3gVTQ/s72-c?imgmax=800" height="72" width="72"/><thr:total>5</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-5966905216352621258</guid><pubDate>Mon, 09 Jul 2012 18:13:00 +0000</pubDate><atom:updated>2012-07-11T17:56:51.001+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">readibility</category><category domain="http://www.blogger.com/atom/ns#">testing</category><title>First steps with Machine.Specifications (BDD framework)</title><description>&lt;p&gt;&lt;a href=&quot;http://blog.gfader.com/2012/07/first-steps-with-machinespecifications.html&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Old machine. Where is the specification?&quot; border=&quot;0&quot; alt=&quot;Old machine. Where is the specification?&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd_lARzuD9huwhPYP-K854RoZ7tJWfLzkIVXEAqcFt8oGrsBWLP_yI0QtwmqDkhwaXMz4CCp2TBiGw92rl-FJ1DKcbHSy-5MZ7xqIkKYH-i2iWzf7jZanYqPDzyx-XojbJSmHPfA/?imgmax=800&quot; width=&quot;600&quot; height=&quot;298&quot; /&gt;&lt;/a&gt;     &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: How do you specify this machine? &lt;/p&gt;  &lt;p&gt;As you may have read in my previous blog post: &lt;a href=&quot;http://blog.gfader.com/2012/04/on-road-to-bdd-or-to-see-light.html&quot; target=&quot;_blank&quot;&gt;On the road to BDD… Or… to see the light&lt;/a&gt;, I am dabbling more and more into the &lt;a href=&quot;http://gfader.tumblr.com/post/20580263170/atdd-vs-bdd-via-lunivore&quot; target=&quot;_blank&quot;&gt;ATDD / BDD&lt;/a&gt; world.     &lt;br /&gt;&lt;/p&gt;  &lt;p&gt;These are my impressions from &lt;a href=&quot;https://github.com/machine/machine.specifications&quot; target=&quot;_blank&quot;&gt;Machine.Specifications&lt;/a&gt;.     &lt;br /&gt;&lt;em&gt;BTW: Gread video from JP Boodhoo about &lt;/em&gt;&lt;a href=&quot;http://vimeo.com/11642767&quot; target=&quot;_blank&quot;&gt;&lt;em&gt;Getting up and running with MSpec&lt;/em&gt;&lt;/a&gt;&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;1st impression:&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;It takes a little while to get used to the funky () =&amp;gt; syntax,      &lt;br /&gt;but now I love the readability of my tests... &lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;Sample tests&lt;/p&gt;  &lt;pre class=&quot;csharpcode&quot;&gt;    &lt;span class=&quot;kwrd&quot;&gt;public&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;class&lt;/span&gt; When_Adding_a_String_With_2_Numbers
    {
        Establish c = () =&amp;gt;
                calculator = &lt;span class=&quot;kwrd&quot;&gt;new&lt;/span&gt; Calculator();

        Because b = () =&amp;gt;
                result = calculator.Add(&lt;span class=&quot;str&quot;&gt;&amp;quot;1,2&amp;quot;&lt;/span&gt;);

        It Should_return_the_sum_of_the_string = () =&amp;gt;
                result.ShouldEqual(5);


        &lt;span class=&quot;kwrd&quot;&gt;static&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;int&lt;/span&gt; result;
        &lt;span class=&quot;kwrd&quot;&gt;static&lt;/span&gt; Calculator calculator;
    }



    &lt;span class=&quot;kwrd&quot;&gt;public&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;class&lt;/span&gt; When_Adding_an_Empty_String 
    {
        Establish c = () =&amp;gt;
                calculator = &lt;span class=&quot;kwrd&quot;&gt;new&lt;/span&gt; Calculator();
        
        Because b = () =&amp;gt;
                            result = calculator.Add(&lt;span class=&quot;str&quot;&gt;&amp;quot;&amp;quot;&lt;/span&gt;);

        It Should_return_0 = () =&amp;gt;
                            result.ShouldEqual(0);

        &lt;span class=&quot;kwrd&quot;&gt;static&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;int&lt;/span&gt; result;
        &lt;span class=&quot;kwrd&quot;&gt;static&lt;/span&gt; Calculator calculator;
    }&lt;/pre&gt;
&lt;style type=&quot;text/css&quot;&gt;


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&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;I love this test output:&lt;/p&gt;

&lt;blockquote&gt;
  &lt;p&gt;When Adding AString With 2&amp;#160; Numbers 
    &lt;br /&gt;» Should return the sum of the string&lt;/p&gt;

  &lt;p&gt;When Adding An Empty String 
    &lt;br /&gt;» Should return the sum of the string&lt;/p&gt;

  &lt;p&gt;Contexts: 2, Specifications: 2, Time: 0.21 seconds&lt;/p&gt;
&lt;/blockquote&gt;
&lt;strong&gt;Figure&lt;/strong&gt;: Test output of the mSpec runner - Underscores get replaced with spaces in the test output. 

&lt;br /&gt;&lt;em&gt;BTW: I heard the new runner for xunit in VS2012 does that as well. &lt;/em&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;My 2cents:&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;I need to figure how to structure my tests better to get the nice distinction between Scenarios and Features 
    &lt;br /&gt;&lt;/li&gt;

  &lt;li&gt;I would say that the &lt;a href=&quot;https://github.com/machine/machine.specifications&quot; target=&quot;_blank&quot;&gt;MSpec Framework&lt;/a&gt; is more designated for developers that want to discuss and show the &lt;strong&gt;test output&lt;/strong&gt; to the business people. 

    &lt;br /&gt;Working on the &lt;strong&gt;tests itself (code)&lt;/strong&gt; together with the business is not an good option with MSpec 

    &lt;br /&gt;&lt;/li&gt;

  &lt;li&gt;It feels weird at the beginning when there is a class that is your test. Instead of a method that is your test 
    &lt;br /&gt;&lt;/li&gt;

  &lt;li&gt;Duplication needs to be taken care of by refactoring out into base classes or Factory methods &lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;What is your impression of mSpec?&lt;/p&gt;  </description><link>http://blog.gfader.com/2012/07/first-steps-with-machinespecifications.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd_lARzuD9huwhPYP-K854RoZ7tJWfLzkIVXEAqcFt8oGrsBWLP_yI0QtwmqDkhwaXMz4CCp2TBiGw92rl-FJ1DKcbHSy-5MZ7xqIkKYH-i2iWzf7jZanYqPDzyx-XojbJSmHPfA/s72-c?imgmax=800" height="72" width="72"/><thr:total>5</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-5663765725142577131</guid><pubDate>Sun, 17 Jun 2012 20:52:00 +0000</pubDate><atom:updated>2012-07-07T00:07:58.514+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">asp.net</category><category domain="http://www.blogger.com/atom/ns#">c#</category><category domain="http://www.blogger.com/atom/ns#">deployment</category><category domain="http://www.blogger.com/atom/ns#">how to</category><category domain="http://www.blogger.com/atom/ns#">mvc</category><category domain="http://www.blogger.com/atom/ns#">readibility</category><category domain="http://www.blogger.com/atom/ns#">testing</category><category domain="http://www.blogger.com/atom/ns#">tools</category><category domain="http://www.blogger.com/atom/ns#">vs2010</category><title>Code52 Show and Tell: My pet project CopyCat - Lessons learned</title><description>&lt;p&gt;&lt;a title=&quot;Code52 Show and Tell: my pet project CopyCat - Lessons learned&quot; href=&quot;http://blog.gfader.com/2012/06/show-and-tell-copycat-pet-project.html&quot; rel=&quot;Code52 Show and Tell: my pet project CopyCat - Lessons learned&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;CopyCat – A big fat cat walking and waltzing the internetz&quot; border=&quot;0&quot; alt=&quot;CopyCat – A big fat cat walking and waltzing the internetz&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpQbRBaEZVJuPNEGz4EWFWJMrMK21AgS8C9I2IjSkj7pVu5ZZ4wKVzi_sweis_aPk5jXFvW8yP58ZPt4rLTSR9pMNTDmevyMjFjWTTJiKTn5Je6dfzjZc79ENGmNSR934scUAg2g/?imgmax=800&quot; width=&quot;114&quot; height=&quot;114&quot; /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;&lt;strong&gt;Figure&lt;/strong&gt;: CopyCat – A big fat cat walking and waltzing the internetz     &lt;br /&gt;&amp;#160; &lt;/p&gt;  &lt;p&gt;I am a pretty normal geek. At least I think I am normal and a geek. I see geeks as people (yes really) that want to play with things, discover new things and build things. When geeks play with things they discover new things quite often.   &lt;br /&gt;&lt;em&gt;(Similar story heard and “adapted” from Scott Hanselman)&amp;#160; &lt;br /&gt;&lt;/em&gt;After I ‘ve discovered something I want to scream it out to someone: &lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;“Look at this dude!! Isn’t that awesome???”&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;A normal reaction that you get from a non-geek:&lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;“Wow… Is this showing the weather in form of colors that you could just get by watching out the window?” &lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;&lt;em&gt;This is the pattern for the reaction that you normally get      &lt;br /&gt;“Wow… Is this &amp;lt;something&amp;gt; that does &amp;lt;somethingUselessAtBeginning&amp;gt; that you could just get by doing &amp;lt;somethingElse&amp;gt;?”&lt;/em&gt; &lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;As you may realized I am such a geek and so I play with different things in my spare time, and build little silly things.    &lt;br /&gt;&lt;em&gt;Deep inside me there is still this hope to build something random awesome and get rich and buy me a mountain or an island.&lt;/em&gt;     &lt;br /&gt;2 other reasons for doing so are:&lt;/p&gt;  &lt;p&gt;#2 I want to play with the new shiny toys that I can’t play with during my 9-5 job. &lt;/p&gt;  &lt;p&gt;#3 It is so easy to develop something new these days. We have &lt;a href=&quot;http://www.hanselman.com/blog/WebMatrixAndNodejsTheEasiestWayToGetStartedWithNodeOnWindows.aspx&quot; target=&quot;_blank&quot;&gt;so many Lego blocks available that you can just plug together&lt;/a&gt;. &lt;/p&gt;  &lt;p&gt;&amp;#160; &lt;/p&gt;  &lt;p&gt;For those 3 reasons I created &lt;strong&gt;&lt;a href=&quot;http://copycat.apphb.com/&quot; target=&quot;_blank&quot;&gt;CopyCat&lt;/a&gt;&lt;/strong&gt;.&lt;/p&gt;  &lt;p&gt;&lt;em&gt;I have a couple of “awesome” (or maybe silly?) ideas in my &amp;quot;List with Ideas to rule the world&amp;quot; and this February I got around to finally build “CopyCat”&lt;/em&gt;&lt;/p&gt;  &lt;p&gt;&lt;em&gt;&amp;#160; &lt;/em&gt;&lt;/p&gt;  &lt;p&gt;&lt;em&gt;&amp;#160; &lt;/em&gt;&lt;/p&gt;  &lt;p&gt;&lt;strong&gt;What is CopyCat?      &lt;br /&gt;&lt;/strong&gt;&lt;a href=&quot;http://copycat.apphb.com/&quot; target=&quot;_blank&quot;&gt;CopyCat&lt;/a&gt; &lt;a href=&quot;http://copycat.apphb.com/&quot; target=&quot;_blank&quot;&gt;solves 2 problems&lt;/a&gt;:&lt;/p&gt;  &lt;ol&gt;   &lt;li&gt;You create some great content and want to make sure that no one is stealing it.      &lt;br /&gt;&lt;em&gt;CopyCat looks around the web for your content and tells you if someone copied it.&lt;/em&gt;       &lt;br /&gt;&lt;/li&gt;    &lt;li&gt;You create some content with the help of Google and want to make sure it is still distinctive enough from other content.      &lt;br /&gt;&lt;em&gt;So that no one can say that you copied from others, as it &lt;a href=&quot;http://www.spiegel.de/international/germany/copy-paste-and-delete-the-downfall-of-defense-minister-guttenberg-a-748383.html&quot; target=&quot;_blank&quot;&gt;happened to Defense Minister Guttenberg&lt;/a&gt; &lt;/em&gt;&lt;/li&gt; &lt;/ol&gt;  &lt;p&gt;--------------------------&lt;/p&gt;  &lt;p&gt;&amp;#160;&amp;#160;&amp;#160; &lt;/p&gt;  &lt;p&gt;With CopyCat I really wanted to get the minimum usable product online ASAP. A so called &lt;a href=&quot;http://gfader.tumblr.com/post/19617369287/understanding-the-mvp-connecting-continuous-delivery&quot; target=&quot;_blank&quot;&gt;MVP&lt;/a&gt; &lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;&lt;em&gt;“If your beta product doesn&#39;t embarrass you, you are not Startup”        &lt;br /&gt;Eric Ries (I think said this somewhere)&lt;/em&gt;&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;After playing around with AppHarbor and Bitbucket (git) I figured that putting an &amp;quot;idea&amp;quot; online is easy.&lt;/p&gt;  &lt;p&gt;The Lego Pieces that I used:    &lt;br /&gt;From “File New MVC App” until Going Live, there are only a couple of steps. See &lt;a href=&quot;http://support.appharbor.com/kb/getting-started/deploying-your-first-application-using-git&quot; target=&quot;_blank&quot;&gt;AppHarbor Support: Deploying your first application using Git&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;These are the Lego pieces I used&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;ASP.NET MVC &lt;/li&gt;    &lt;li&gt;jQuery &lt;/li&gt;    &lt;li&gt;Elmah &lt;/li&gt;    &lt;li&gt;Cassette (Uglify and Bundle CSS and JS) &lt;/li&gt;    &lt;li&gt;BitBucket: Source control Git &lt;/li&gt;    &lt;li&gt;Msys git (No Github Windows client yet) &lt;/li&gt;    &lt;li&gt;Appharbor: Hosting (with Automated Continuous Deployment) &lt;/li&gt;    &lt;li&gt;NUnit: Test framework &lt;/li&gt;    &lt;li&gt;MongoDB: NoSQL repository &lt;/li&gt;    &lt;li&gt;C# MongoDB driver &lt;/li&gt;    &lt;li&gt;Nuget: Package Management to get all Lego pieces &lt;/li&gt;    &lt;li&gt;TDD: No production code without failing test (almost).      &lt;br /&gt;&lt;em&gt;I am not test driving my MVC controllers, because I found that too cumbersome&lt;/em&gt; &lt;/li&gt;    &lt;li&gt;trello: Taskboard for keeping track of features and work &lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;You might ask: Why is this code not open source on Github or somewhere?    &lt;br /&gt;Mainly because I couldn’t figure on how to exclude my API keys from other curious readers.&lt;/p&gt;  &lt;p&gt;&amp;#160; &lt;/p&gt;  &lt;p&gt;&amp;#160; &lt;/p&gt;  &lt;h4&gt;Lessons learned&lt;/h4&gt;  &lt;h5&gt;Code maintenance&lt;/h5&gt;  &lt;ul&gt;   &lt;li&gt;Maintaining tests takes time and is definitely worth the effort      &lt;br /&gt;&amp;#160; &lt;/li&gt;    &lt;li&gt;Treat tests the same as production code      &lt;br /&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Solution layout of CopyCat&quot; border=&quot;0&quot; alt=&quot;Solution layout of CopyCat&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgILamYhSHQxdeRfApgBjUW1css_LGfuYKXfb0V5BeSSAQKFiscsfAH3Q5Vgapm0ESrZwVJf812I6wnR842uM-3mVluQwiOrwv1CsCmKeEzlsEmRn365PhnhiSZwCo55xRBFt02kA/?imgmax=800&quot; width=&quot;277&quot; height=&quot;266&quot; /&gt;       &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Solution layout of CopyCat       &lt;br /&gt;      &lt;br /&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Figure: Test layout of EndToEnd Tests, Integration Tests and Unit Tests&quot; border=&quot;0&quot; alt=&quot;Figure: Test layout of EndToEnd Tests, Integration Tests and Unit Tests&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguJ-O7xXKJmDpc7HuKMiTQ_Uyi38xgIfzG1vu82RpmZJKfB7Q53J6K31zzMs8XQA-iQzgVw5RJjtTp7AB5hy1zo_U_dVpfGFfMFARioHVC8WmsU3fshWMQx4TdxOv-TYYKcx0rZA/?imgmax=800&quot; width=&quot;408&quot; height=&quot;564&quot; /&gt;       &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Test layout of EndToEnd Tests, Integration Tests and Unit Tests. Makes your dev life easier       &lt;br /&gt;&lt;/li&gt; &lt;/ul&gt;  &lt;h5&gt;Tests&lt;/h5&gt;  &lt;ul&gt;   &lt;li&gt;Limited Web APIs are a #pain with Integration tests      &lt;br /&gt;&amp;#160; &lt;br /&gt;&lt;em&gt;I am using GoogleSearch API and that is limited to a certain amount of calls per day. Running tests that use that API causes you to reach the API limit pretty quick and you get failing tests for API limit reason.        &lt;br /&gt;Or even worse you have to pay some money, because you used the API too much.         &lt;br /&gt;My solution: Have a façade for your External API, and have only some Integration tests that work with the external API         &lt;br /&gt;&amp;#160; &lt;br /&gt;&amp;#160;&amp;#160; &lt;/em&gt;&lt;/li&gt;    &lt;li&gt;TDD doesn&#39;t help you write an algorithm&amp;#160; &lt;br /&gt;I tried and I failed.       &lt;br /&gt;I am just much better by thinking on paper. Uncle Bob has an interesting approach called: &lt;a href=&quot;http://cleancoder.posterous.com/the-transformation-priority-premise&quot; target=&quot;_blank&quot;&gt;The Transformation Priority Premise&lt;/a&gt;&amp;#160; &lt;br /&gt;This is my biggest learning point over the last months… Watching the Bowling Kata       &lt;br /&gt;      &lt;br /&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Uncle Bob’s suggestion TDDing an algorithm. From https://twitter.com/peitor/status/200836812384641025&quot; border=&quot;0&quot; alt=&quot;Uncle Bob’s suggestion TDDing an algorithm. From https://twitter.com/peitor/status/200836812384641025&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLFdfePo9tBfM2c3yCE4XQUXGcjfYgq4kjZo5ZDDLxVnYwG4oIuqdIGZZBvDq1Vcf1VpLK60Q86zxi5FqScgDOkc00lSD1TJPjGcQ-Yckh9vFqOHDLKMgQULQoy93vx2y4AtMjRQ/?imgmax=800&quot; width=&quot;540&quot; height=&quot;257&quot; /&gt;       &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Uncle Bob’s suggestion TDDing an algorithm. From &lt;a href=&quot;https://twitter.com/peitor/status/200836812384641025&quot;&gt;https://twitter.com/peitor/status/200836812384641025&lt;/a&gt;       &lt;br /&gt;&amp;#160; &lt;br /&gt;&amp;#160; &lt;br /&gt;&amp;#160; &lt;/li&gt;    &lt;li&gt;TDD against different Search APIs is #pain      &lt;br /&gt;&lt;font style=&quot;background-color: #ffff00&quot;&gt;&lt;font style=&quot;background-color: #ffffff&quot;&gt;For example          &lt;br /&gt;&lt;/font&gt;&lt;/font&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160; BingSearch! &#39;My blog with my daily problems&#39;&amp;#160;&amp;#160;&amp;#160; returned: 2       &lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160; BlekkoSearch! &#39;My blog with my daily problems&#39;&amp;#160;&amp;#160;&amp;#160; returned: 1       &lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160; DaumSearch! &#39;My blog with my daily problems&#39;&amp;#160;&amp;#160;&amp;#160; &lt;font style=&quot;background-color: #ffff00&quot;&gt;returned: 146538        &lt;br /&gt;&lt;/font&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160; GigaBlastSearch! &#39;My blog with my daily problems&#39;&amp;#160;&amp;#160;&amp;#160; returned: 1       &lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160; GoogleSearch! &#39;My blog with my daily problems&#39;&amp;#160;&amp;#160;&amp;#160; returned: 1       &lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160; YahooSearch! &#39;My blog with my daily problems&#39;&amp;#160;&amp;#160;&amp;#160; returned: 8       &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Search for &#39;My blog with my daily problems&#39;. Result: Daum doesn&#39;t allow to search for whole sentences&amp;#160; &lt;br /&gt;      &lt;br /&gt;      &lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160; BingSearch! &#39;That’s the reason why you should do small checkins&#39;&amp;#160;&amp;#160;&amp;#160; returned: 0       &lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160; BlekkoSearch! &#39;That’s the reason why you should do small checkins&#39;&amp;#160;&amp;#160;&amp;#160; returned: 0       &lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160; DaumSearch! &#39;That’s the reason why you should do small checkins&#39;&amp;#160;&amp;#160;&amp;#160; returned: 84       &lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160; GigaBlastSearch! &#39;That’s the reason why you should do small checkins&#39;&amp;#160;&amp;#160;&amp;#160; returned: 0       &lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160; GoogleSearch! &#39;That’s the reason why you should do small checkins&#39;&amp;#160;&amp;#160;&amp;#160; returned: 0       &lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160; YahooSearch! &#39;That’s the reason why you should do small checkins&#39;&amp;#160;&amp;#160;&amp;#160; &lt;font style=&quot;background-color: #ffff00&quot;&gt;returned: 1        &lt;br /&gt;&lt;/font&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Another search: Result: Yahoo index is most up to date       &lt;br /&gt;      &lt;br /&gt;&lt;em&gt;Search APIs. Fake them all&lt;/em&gt; &lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;  &lt;p&gt;-----------------------------------&lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;     &lt;br /&gt;&lt;a href=&quot;http://en.wikiquote.org/wiki/Linus_Torvalds#2000&quot; target=&quot;_blank&quot;&gt;&lt;em&gt;Talk is cheap, show me the code&lt;/em&gt;&lt;/a&gt;       &lt;br /&gt;&lt;em&gt;Linus Torvals&lt;/em&gt;&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;Here some tests for your pleasure. Those specify the method that splits text into smaller chunks.    &lt;br /&gt;public class TextSplitterSpecs&lt;/p&gt;  &lt;pre class=&quot;csharpcode&quot;&gt;    [Test]
    &lt;span class=&quot;kwrd&quot;&gt;public&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;void&lt;/span&gt; ReturnSameString_IfWordsParamIsGreater()
    {
        &lt;span class=&quot;kwrd&quot;&gt;const&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt; twoWords = &lt;span class=&quot;str&quot;&gt;&amp;quot;Peter Gfader&amp;quot;&lt;/span&gt;;
        var result = testSplitter.Split(twoWords, maxWords: 3);

        result.OnPosition(0).Should(Be.EqualTo(twoWords));
    }

    [Test]
    &lt;span class=&quot;kwrd&quot;&gt;public&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;void&lt;/span&gt; SplitString_IfWordsAreMoreThanParam()
    {
        &lt;span class=&quot;kwrd&quot;&gt;const&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt; twoWords = &lt;span class=&quot;str&quot;&gt;&amp;quot;Peter Gfader&amp;quot;&lt;/span&gt;;
        var result = testSplitter.Split(twoWords, maxWords: 1);

        result.OnPosition(0).Should(Be.EqualTo(&lt;span class=&quot;str&quot;&gt;&amp;quot;Peter&amp;quot;&lt;/span&gt;));
        result.OnPosition(1).Should(Be.EqualTo(&lt;span class=&quot;str&quot;&gt;&amp;quot;Gfader&amp;quot;&lt;/span&gt;));
    }

    [Test]
    &lt;span class=&quot;kwrd&quot;&gt;public&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;void&lt;/span&gt; IgnoreWhiteSpace_BetweenSplitWords()
    {
        &lt;span class=&quot;kwrd&quot;&gt;const&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt; twoWords = &lt;span class=&quot;str&quot;&gt;&amp;quot;Peter                                    Gfader&amp;quot;&lt;/span&gt;;
        var result = testSplitter.Split(twoWords, maxWords: 1);

        result.OnPosition(0).Should(Be.EqualTo(&lt;span class=&quot;str&quot;&gt;&amp;quot;Peter&amp;quot;&lt;/span&gt;));
        result.OnPosition(1).Should(Be.EqualTo(&lt;span class=&quot;str&quot;&gt;&amp;quot;Gfader&amp;quot;&lt;/span&gt;));
    }&lt;/pre&gt;
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&lt;p&gt;&amp;#160; &lt;/p&gt;

&lt;p&gt;&amp;#160; &lt;/p&gt;

&lt;p&gt;&amp;#160; &lt;/p&gt;

&lt;h5&gt;The codez&lt;/h5&gt;

&lt;p&gt;TDD really helped me drive out the core business logic, which is the TextSplitter class. 
  &lt;br /&gt;That class splits text into smaller chunks of text, that I submit to the search engines.&lt;/p&gt;

&lt;pre class=&quot;csharpcode&quot;&gt;&lt;span class=&quot;kwrd&quot;&gt;public&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;class&lt;/span&gt; TextSplitter
{

    &lt;span class=&quot;kwrd&quot;&gt;public&lt;/span&gt; ICollection&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt; Split(&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt; stringToSplit, &lt;span class=&quot;kwrd&quot;&gt;int&lt;/span&gt; maxWords)
    {
        &lt;span class=&quot;kwrd&quot;&gt;if&lt;/span&gt; (&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;.IsNullOrEmpty(stringToSplit))
        {
            &lt;span class=&quot;kwrd&quot;&gt;return&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;new&lt;/span&gt; Collection&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt;();
        }

        stringToSplit = ReplaceSpecialCharacters(stringToSplit);
        
        IEnumerable&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt; sentences = Split(stringToSplit, 1, &lt;span class=&quot;str&quot;&gt;&#39;.&#39;&lt;/span&gt;);
        
        ICollection&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt; sentenceParts = Split(sentences, 1, &lt;span class=&quot;str&quot;&gt;&#39;,&#39;&lt;/span&gt;);

        &lt;span class=&quot;kwrd&quot;&gt;return&lt;/span&gt; Split(sentenceParts, maxWords, &lt;span class=&quot;str&quot;&gt;&#39; &#39;&lt;/span&gt;);
        
    }

    &lt;span class=&quot;kwrd&quot;&gt;private&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;static&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt; ReplaceSpecialCharacters(&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt; stringToSplit)
    {
        stringToSplit = stringToSplit.Replace(&lt;span class=&quot;str&quot;&gt;&amp;quot;\r\n&amp;quot;&lt;/span&gt;, &lt;span class=&quot;str&quot;&gt;&amp;quot;.&amp;quot;&lt;/span&gt;);
        stringToSplit = stringToSplit.Replace(&lt;span class=&quot;str&quot;&gt;&amp;quot;\n&amp;quot;&lt;/span&gt;, &lt;span class=&quot;str&quot;&gt;&amp;quot;.&amp;quot;&lt;/span&gt;);
        stringToSplit = stringToSplit.Replace(&lt;span class=&quot;str&quot;&gt;&amp;quot;\r&amp;quot;&lt;/span&gt;, &lt;span class=&quot;str&quot;&gt;&amp;quot;.&amp;quot;&lt;/span&gt;);
        stringToSplit = stringToSplit.Replace(&lt;span class=&quot;str&quot;&gt;&#39;?&#39;&lt;/span&gt;, &lt;span class=&quot;str&quot;&gt;&#39;.&#39;&lt;/span&gt;);
        stringToSplit = stringToSplit.Replace(&lt;span class=&quot;str&quot;&gt;&#39;&amp;quot;&#39;&lt;/span&gt;, &lt;span class=&quot;str&quot;&gt;&#39; &#39;&lt;/span&gt;);
        &lt;span class=&quot;kwrd&quot;&gt;return&lt;/span&gt; stringToSplit;
    }

    &lt;span class=&quot;kwrd&quot;&gt;private&lt;/span&gt; ICollection&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt; Split(IEnumerable&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt; sentenceParts, &lt;span class=&quot;kwrd&quot;&gt;int&lt;/span&gt; maxWords, &lt;span class=&quot;kwrd&quot;&gt;char&lt;/span&gt; separator)
    {
        ICollection&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt; finalResult = &lt;span class=&quot;kwrd&quot;&gt;new&lt;/span&gt; Collection&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt;();
    
        &lt;span class=&quot;kwrd&quot;&gt;foreach&lt;/span&gt; (var sentence &lt;span class=&quot;kwrd&quot;&gt;in&lt;/span&gt; sentenceParts)
        {
            var temp = Split(sentence, maxWords, separator);

            &lt;span class=&quot;kwrd&quot;&gt;foreach&lt;/span&gt; (var word &lt;span class=&quot;kwrd&quot;&gt;in&lt;/span&gt; temp)
            {
                finalResult.Add(word);
            }
        }
        &lt;span class=&quot;kwrd&quot;&gt;return&lt;/span&gt; finalResult;
    }


    &lt;span class=&quot;kwrd&quot;&gt;private&lt;/span&gt; IEnumerable&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt; Split(&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt; stringToSplit, &lt;span class=&quot;kwrd&quot;&gt;int&lt;/span&gt; maxWords, &lt;span class=&quot;kwrd&quot;&gt;char&lt;/span&gt; separator)
    {
        &lt;span class=&quot;kwrd&quot;&gt;if&lt;/span&gt; (&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;.IsNullOrEmpty(stringToSplit))
        {
            &lt;span class=&quot;kwrd&quot;&gt;return&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;new&lt;/span&gt; Collection&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt;();
        }

        stringToSplit = RemoveDuplicateSpaces(stringToSplit);

        &lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;[] arrayOfStrings = stringToSplit.Split(separator);
        &lt;span class=&quot;kwrd&quot;&gt;if&lt;/span&gt; (arrayOfStrings.Length &amp;gt; maxWords)
        {
            var result = SplitByMaxWords(arrayOfStrings, maxWords);
            &lt;span class=&quot;kwrd&quot;&gt;return&lt;/span&gt; result;
        }


        &lt;span class=&quot;kwrd&quot;&gt;return&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;new&lt;/span&gt; Collection&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt; { stringToSplit };
    }

    &lt;span class=&quot;kwrd&quot;&gt;private&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;static&lt;/span&gt; IEnumerable&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt; SplitByMaxWords(IEnumerable&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt; arrayOfStrings, &lt;span class=&quot;kwrd&quot;&gt;int&lt;/span&gt; maxWords)
    {
        var result = &lt;span class=&quot;kwrd&quot;&gt;new&lt;/span&gt; Collection&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;&amp;gt;();
        &lt;span class=&quot;kwrd&quot;&gt;int&lt;/span&gt; i = 1;
        &lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt; word = &lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;.Empty;
        &lt;span class=&quot;kwrd&quot;&gt;foreach&lt;/span&gt; (var singleWord &lt;span class=&quot;kwrd&quot;&gt;in&lt;/span&gt; arrayOfStrings)
        {
            word = word + &lt;span class=&quot;str&quot;&gt;&amp;quot; &amp;quot;&lt;/span&gt; + singleWord;
            &lt;span class=&quot;kwrd&quot;&gt;if&lt;/span&gt; (i &amp;gt;= maxWords)
            {
                result.Add(word.Trim());
                word = &lt;span class=&quot;kwrd&quot;&gt;string&lt;/span&gt;.Empty;
                i = 0;
            }
            i++;
        }

        &lt;span class=&quot;rem&quot;&gt;// add last potential word&lt;/span&gt;
        &lt;span class=&quot;rem&quot;&gt;// i&amp;gt;1&lt;/span&gt;
        &lt;span class=&quot;kwrd&quot;&gt;if&lt;/span&gt; (!word.IsEmpty())
        {
            result.Add(word.Trim());
        }
        &lt;span class=&quot;kwrd&quot;&gt;return&lt;/span&gt; result;
    }

}&lt;/pre&gt;

&lt;p&gt;Let me know if you smell any smells&lt;/p&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

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&lt;h5&gt;VS2012RC&lt;/h5&gt;

&lt;ul&gt;
  &lt;li&gt;The UI of VS2012 RC is not as bad as I expected from all those blog posts 
    &lt;br /&gt;&lt;/li&gt;

  &lt;li&gt;The VS2012 Solution Explorer needs more contrast I think 
    &lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-NP0m864SsplhzwjfP68Wxtm9WEVdc-w-QcNGBDqmPwfnpFC_4t0IWk1FdKpknnWqtHbD5FG0JjfR_pMBXY_tytn7_Z8qkzlyrK_4LaBYoacH75vhZJlLFLgCxq3786QXDmwd9g/s1600-h/clip_image0029.jpg&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Figure: VS2012 RC Solution Explorer needs more contrast!&quot; border=&quot;0&quot; alt=&quot;Figure: VS2012 RC Solution Explorer needs more contrast! &quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3ihbxxp97JTXyt8b5llhQEQguuq3mVvn7Gid_phg1kBOU1HWLlzjq07VdF20UPnZLCnURXdmDpNDWqQTaTeRKehTOj0xcSEaY1Et-lXlK9rRXHLMmf6awDra0f_8xLGSqX-3o8g/?imgmax=800&quot; width=&quot;704&quot; height=&quot;440&quot; /&gt;&lt;/a&gt; 

    &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: VS2012 RC Solution Explorer needs more contrast! &lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;ul&gt;&lt;!--EndFragment--&gt;&lt;/ul&gt;

&lt;h5&gt;Overall Lesson learned&lt;/h5&gt;

&lt;ul&gt;
  &lt;li&gt;Coding is fun &lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;My next steps?&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;More features for CopyCat &lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;Yours?&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;Give &lt;a href=&quot;http://copycat.apphb.com/&quot; target=&quot;_blank&quot;&gt;CopyCat&lt;/a&gt; a go &lt;/li&gt;
&lt;/ul&gt;  </description><link>http://blog.gfader.com/2012/06/show-and-tell-copycat-pet-project.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpQbRBaEZVJuPNEGz4EWFWJMrMK21AgS8C9I2IjSkj7pVu5ZZ4wKVzi_sweis_aPk5jXFvW8yP58ZPt4rLTSR9pMNTDmevyMjFjWTTJiKTn5Je6dfzjZc79ENGmNSR934scUAg2g/s72-c?imgmax=800" height="72" width="72"/><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-8894360793317302795</guid><pubDate>Wed, 06 Jun 2012 09:22:00 +0000</pubDate><atom:updated>2012-06-06T11:24:53.148+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">business intelligence</category><category domain="http://www.blogger.com/atom/ns#">sql server</category><category domain="http://www.blogger.com/atom/ns#">SSRS</category><title>Reporting: 13 questions to answer before getting started</title><description>&lt;p&gt;I get the following questions quite often and thought I gather my thoughts together in this blog post&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;&lt;em&gt;“Which reporting components should we use in WPF?        &lt;br /&gt;Is it Infragistics, Telerik, syncfusion”         &lt;br /&gt;&amp;#160;&lt;/em&gt;&lt;/li&gt;    &lt;li&gt;&lt;em&gt;“Is DevExpress XtraReports Suite still state of the art for reporting?”        &lt;br /&gt;&amp;#160;&lt;/em&gt;&lt;/li&gt;    &lt;li&gt;&lt;em&gt;“Do you prefer SQL Server Reporting Services (SSRS) over Crystal Reports?” &lt;/em&gt;&lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;&lt;img style=&quot;background-image: none; border-bottom: 0px; border-left: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top: 0px; border-right: 0px; padding-top: 0px&quot; title=&quot;Figure: Not sure if I should respond or remain silent&quot; border=&quot;0&quot; alt=&quot;Figure: Not sure if I should respond or remain silent&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSVs7kCt84Bh_OfxerWCfoWPaWeUd2GH4B4kpQqCtljtBr8knDtB-aP1w2oU4AYWOkGfkR-9JsgbDwQMYjlK040Co9dazugSAayiTvM5WUowq7c9c7MGvWh2DcFBxcnODwghhbmQ/?imgmax=800&quot; width=&quot;240&quot; height=&quot;167&quot; /&gt;    &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Not sure if I should respond or remain silent&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;Before you can answer those question you need to step back and ask a couple of questions from a business point of view:&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;What question is the report(s) going to answer?      &lt;br /&gt;&amp;#160;&lt;/li&gt;    &lt;li&gt;What decision does the report help to take?      &lt;br /&gt;&amp;#160;&lt;/li&gt;    &lt;li&gt;What actions do we take after seeing the report?      &lt;br /&gt;&amp;#160;&lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;Then we might get a bit more technical:&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;How up-to-date do the reports need to be?     &lt;br /&gt;&amp;#160;&lt;/li&gt;    &lt;li&gt;Do you need to see a trend over these reports over time? &lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;And then you should dig deeper&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;When and how should the reports be displayed?      &lt;br /&gt;&lt;em&gt;Windows App, Web, In Application, Excel?&amp;#160; (BA’s love Excel)&lt;/em&gt;       &lt;br /&gt;&amp;#160;&lt;/li&gt;    &lt;li&gt;Who is the target group of the report?      &lt;br /&gt;&lt;em&gt;Internal (authenticated) people only/extern?&lt;/em&gt;       &lt;br /&gt;&amp;#160;&lt;/li&gt;    &lt;li&gt;What is the report data source?      &lt;br /&gt;&lt;em&gt;SQL Server, Oracle, alle OleDB DB, data warehouses?&lt;/em&gt;       &lt;br /&gt;&amp;#160;&lt;/li&gt;    &lt;li&gt;Who is creating the reports?      &lt;br /&gt;&lt;em&gt;Developers? BAs? CXO? Technical User?&lt;/em&gt;       &lt;br /&gt;&amp;#160;&lt;/li&gt;    &lt;li&gt;Who is going to maintain the reports?      &lt;br /&gt;Developers? BAs? CXO?       &lt;br /&gt;&amp;#160;&lt;/li&gt;    &lt;li&gt;How often should we deliver the reports?&amp;#160; &lt;br /&gt;&lt;em&gt;On demand, Scheduled, Trigger?&lt;/em&gt;       &lt;br /&gt;&amp;#160;&lt;/li&gt;    &lt;li&gt;Are the reports fairly static of parameterized? Sub-reports?      &lt;br /&gt;&lt;em&gt;Reports embedded in other applications. Parameters could be Dates, Departments, People, …&lt;/em&gt;       &lt;br /&gt;&amp;#160;&lt;/li&gt;    &lt;li&gt;Is there already infrastructure of know how available?      &lt;br /&gt;&lt;em&gt;Crystal oder MS Report server?        &lt;br /&gt;&amp;#160; &lt;/em&gt;&lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;&amp;#160; &lt;/p&gt;  &lt;p&gt;Depending from these answers I would suggest:&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;Infrastructure like SQL Server Reporting Services &lt;/li&gt;    &lt;li&gt;SQL Reporting Services reports generated on the client side &lt;/li&gt;    &lt;li&gt;Report Builder as a tool to develop and maintain reports &lt;/li&gt;    &lt;li&gt;Sharepoint Server 2010 (was Microsoft PerformancePoint Server) &lt;/li&gt;    &lt;li&gt;Excel Services deployed in Sharepoint &lt;/li&gt;    &lt;li&gt;Control suite like: devExpress, telerik, syncFusion, Infragistics &lt;/li&gt;    &lt;li&gt;Excel with a SQL or OLE DB datasource &lt;/li&gt;    &lt;li&gt;Custom pages in ASP.NET &lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;If some of these terms are new to you check out my slides on &lt;a href=&quot;http://www.slideshare.net/PeterGfader/reports-with-sql-server-reporting-services&quot; target=&quot;_blank&quot;&gt;Reports with SQL Server Reporting Services on SlideShare&lt;/a&gt;     &lt;br /&gt;&lt;a href=&quot;http://www.slideshare.net/PeterGfader/reports-with-sql-server-reporting-services&quot;&gt;http://www.slideshare.net/PeterGfader/reports-with-sql-server-reporting-services&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;&lt;a href=&quot;http://www.slideshare.net/PeterGfader/ssas-other-cube-browsers&quot; target=&quot;_blank&quot;&gt;And SQL Server Analysis Services and Cube browser overview&lt;/a&gt;     &lt;br /&gt;&lt;a href=&quot;http://www.slideshare.net/PeterGfader/ssas-other-cube-browsers&quot;&gt;http://www.slideshare.net/PeterGfader/ssas-other-cube-browsers&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;BTW: Adam has a &lt;a href=&quot;http://www.ssw.com.au/ssw/Standards/Rules/RulesToBetterSQLReportingServices.aspx&quot; target=&quot;_blank&quot;&gt;great collection of Reporting Tips and Tricks&lt;/a&gt; &lt;/p&gt;  &lt;p&gt;How do you approach such the questions at the top??&lt;/p&gt;  </description><link>http://blog.gfader.com/2012/06/reporting-13-questions-to-answer-before.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSVs7kCt84Bh_OfxerWCfoWPaWeUd2GH4B4kpQqCtljtBr8knDtB-aP1w2oU4AYWOkGfkR-9JsgbDwQMYjlK040Co9dazugSAayiTvM5WUowq7c9c7MGvWh2DcFBxcnODwghhbmQ/s72-c?imgmax=800" height="72" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-214200018986760944</guid><pubDate>Wed, 30 May 2012 10:54:00 +0000</pubDate><atom:updated>2012-05-30T12:54:31.652+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">silverlight</category><category domain="http://www.blogger.com/atom/ns#">testing</category><title>Silverlight - Testing the untestable</title><description>&lt;p&gt;&lt;i&gt;Another &lt;a href=&quot;http://blog.gfader.com/2010/10/developer-blog-banter-how-do-you-test.html&quot; target=&quot;_blank&quot;&gt;limitation of testing Silverlight&lt;/a&gt; that me and one of my workmates ran into with mstest and VS2010 is documented below.       &lt;br /&gt;OOP especially &lt;a href=&quot;http://en.wikipedia.org/wiki/Polymorphism_(computer_science)&quot; target=&quot;_blank&quot;&gt;Polymorphism&lt;/a&gt; help us here though.&lt;/i&gt;&lt;/p&gt;  &lt;p&gt;We try to test a method that takes an ObservableCollection as input parameter.    &lt;br /&gt;&lt;em&gt;I would like to leave the discussion about whether a method with a parameter of type &amp;quot;ObservableCollection&amp;quot; is a good idea or not to another day… &lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-smile&quot; alt=&quot;Smile&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ2hBUo2nzqpslqlijoPuJdtSsN8lqy8Nh2pkMgYbFRUoUEUM2kYLWAhrmhb_6lX2owcBt3PSsb_1KdtmK_l0se4U7BqQEsRjkOUoDXzZo5qbItdd5HkwWtLP_CAlTqtCywAQ-dQ/?imgmax=800&quot; /&gt;&lt;/em&gt;&lt;/p&gt;  &lt;p&gt;This is the method we want to write some tests around&lt;/p&gt; &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;pre class=&quot;csharpcode&quot;&gt;        &lt;span class=&quot;kwrd&quot;&gt;public&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;static&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;bool&lt;/span&gt; Swap(
                            &lt;font style=&quot;background-color: #ffff00&quot;&gt;ObservableCollection&amp;lt;&lt;span class=&quot;kwrd&quot;&gt;int&lt;/span&gt;&amp;gt; sourceCollection, 
&lt;/font&gt;                            &lt;span class=&quot;kwrd&quot;&gt;int&lt;/span&gt; index0, 
                            &lt;span class=&quot;kwrd&quot;&gt;int&lt;/span&gt; index1)
        {
            &lt;span class=&quot;rem&quot;&gt;//HACK Removed for blog &lt;/span&gt;
            &lt;span class=&quot;rem&quot;&gt;//TODO Swap ;-)&lt;/span&gt;
            &lt;span class=&quot;kwrd&quot;&gt;return&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;false&lt;/span&gt;;
        }&lt;/pre&gt;

&lt;br /&gt;&lt;style type=&quot;text/css&quot;&gt;



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&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;And this is the 1st test that we are going to write&lt;/p&gt;

&lt;pre class=&quot;csharpcode&quot;&gt;        [TestMethod]
        &lt;span class=&quot;kwrd&quot;&gt;public&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;void&lt;/span&gt; WhenPassingNull_ShouldReturnNull()
        {
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        }&lt;/pre&gt;
&lt;style type=&quot;text/css&quot;&gt;



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&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;Visual Studio tells us&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrfZKgSzeHspHnBPTPqBsfMz3loWPbmyT8lX2lTklu77-ltKztWh-7ac3Cc5YgghZIt62IDor7usDumY5YDggJ_mGT32CGA07lKsWwOlCwa23fyXzlCIf6Ua8UNedqTTX9_d9aPw/s1600-h/clip_image0025.jpg&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;clip_image002&quot; border=&quot;0&quot; alt=&quot;clip_image002&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC_tAKr6tzXEt0dqpcpOXOof31QN2oajmNucQ0vGxwr3CV9hj3O_buE6sUEmfl2rhYgZaQav261UDUiLVNCvWznT4SDkWlAeOIRyQR_vWD_bltj49RCRQlOloc48sVTqsA_e5ZCA/?imgmax=800&quot; width=&quot;640&quot; height=&quot;352&quot; /&gt;&lt;/a&gt; 

  &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Trying to test a type that is in a Silverlight class library&lt;/p&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;SwapperTests.cs(20,13): error CS0012: 
  &lt;br /&gt;The type &#39;System.Collections.ObjectModel.ObservableCollection`1&amp;lt;T0&amp;gt;&#39; is defined in an assembly that is not referenced. 

  &lt;br /&gt;You must add a reference to assembly &#39;System.Windows, Version=2.0.5.0, Culture=neutral, PublicKeyToken=7cec85d7bea7798e&#39;.&lt;/p&gt;

&lt;p&gt;Adding that reference is not easy as we will see..&lt;/p&gt;

&lt;p&gt;You can try to &lt;strong&gt;copy and paste &lt;/strong&gt;that reference 

  &lt;br /&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxIxLk8yf7CNpMB-ZwgA6bIscN0QeHgb9UgxpXcdQTWaGxUh0ZyzBmOh7rxMYr3BSBoOECIBwgpBmHBbf7gR8tfFLTHVVs_UrxBt2P8rzYSTOY8WjcdN7ZuYjAMBbbUK301hVrfw/?imgmax=800&quot; width=&quot;462&quot; height=&quot;201&quot; /&gt; 

  &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: &lt;a href=&quot;http://visualstudiogallery.msdn.microsoft.com/e5f41ad9-4edc-4912-bca3-91147db95b99&quot; target=&quot;_blank&quot;&gt;PowerCommands for Visual Studio 2010&lt;/a&gt; allow you to easily copy and paste references between projects&lt;/p&gt;

&lt;p&gt;but you might get this error 
  &lt;br /&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQQMosT_CH2G5DYSn0MJj1wh2Iv-krhvyZsHzkMRKcv_Zg7glK-8Ut9P57fw1tDGsYM_qApJdvccnpzso8Vh-6g-3xoqNX_a9BbFC8hONjfw40yejQktmpe4AkC0yWFobusQB8Kg/?imgmax=800&quot; width=&quot;411&quot; height=&quot;155&quot; /&gt; 

  &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Error HRESULT E_FAIL has been returned from a call to a COM component. 

  &lt;br /&gt;&lt;/p&gt;

&lt;p&gt;…because that type is Silverlight specific and the Microsoft test framework doesn&#39;t support Silverlight.&lt;/p&gt;

&lt;p&gt;&lt;i&gt;BTW: 
    &lt;br /&gt;That&#39;s the reason we have the &amp;quot;&lt;a href=&quot;http://archive.msdn.microsoft.com/silverlightut/&quot; target=&quot;_blank&quot;&gt;Microsoft Silverlight unit test framework&lt;/a&gt;&amp;quot; which &lt;a href=&quot;http://www.jeff.wilcox.name/2008/03/silverlight2-unit-testing/&quot; target=&quot;_blank&quot;&gt;runs tests only in the browser&lt;/a&gt;. 

    &lt;br /&gt;This is useless for us cause we want to run tests on the build server and not in the browser&lt;/i&gt;&lt;/p&gt;

&lt;h5&gt;How can we solve this problem? And write tests for the above method?&lt;/h5&gt;

&lt;p&gt;If you use &lt;a href=&quot;http://msdn.microsoft.com/en-us/library/ms132397.aspx&quot; target=&quot;_blank&quot;&gt;Collection&amp;lt;T&amp;gt;&lt;/a&gt; instead of &lt;a href=&quot;http://msdn.microsoft.com/en-us/library/ms668604.aspx&quot; target=&quot;_blank&quot;&gt;ObservableCollection&amp;lt;T&amp;gt;&lt;/a&gt; then you can write tests around those methods. The Collection type has all methods you need.&lt;/p&gt;

&lt;p&gt;ObservableCollection has an additional event for Silverlight (&amp;quot;NotifyPropertyChanged&amp;quot;) but because of polymorphism all should be good!&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOnJUFeqH-3fffRjigLt-6oD7NOHa1fQYtjtn0ZKslat1U7NVFr3PgQdnaSSiLu0cUQ8EXxcdct3svzv898fOv0WBvcd0QHbhUmstl4ST7iGXv4tY0BVLn6wodVGWU7_Nm0NNswg/s1600-h/clip_image0047.jpg&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;clip_image004&quot; border=&quot;0&quot; alt=&quot;clip_image004&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH1qzFe0cfTqqtMDH0XcRiOE8ZR26iQLmml0cyq776hVQldunk6z1a7WhkjVEr6wLtzG6m0VlNuhtNF55NzrAAYh13KR717QAlx3_8z_OzOLqjGmhhqPX1Lu0OKikm19e9yrBqVA/?imgmax=800&quot; width=&quot;640&quot; height=&quot;352&quot; /&gt;&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;Polymorphism FTW!&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1prPkIwGOlhI-Y-yzrgotT08GR9rwmGLWyUZLkGoJ3Jt3zQWIbyA79gC0m25B3lywGZAiN3amPg-qAfgtMrTqPxfDDqC3sirORGI_NNg8o4C9w0FHuiPwP6gTlgidUT7-Mjb0EQ/s1600-h/clip_image0065.jpg&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;clip_image006&quot; border=&quot;0&quot; alt=&quot;clip_image006&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP_7moxYQGya2PKBEVjnbSwLmO5NXMvkkB8vccg5QyPJ5-RGa2NVZ-1HqfrUgOC_FBWd25OZq8laZZ-aRNSKSdmGYN9-XvEuNBmmqEBD_KkV45OCWEdf5MYRQBcSYiWpNhxi8Fww/?imgmax=800&quot; width=&quot;640&quot; height=&quot;431&quot; /&gt;&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;Passing in an ObservableCollection is fine, because it implements Collection.&lt;/p&gt;

&lt;p&gt;Additionally all events fire under the hood, because it is still an ObservableCollection&lt;/p&gt;  </description><link>http://blog.gfader.com/2012/05/silverlight-testing-untestable.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ2hBUo2nzqpslqlijoPuJdtSsN8lqy8Nh2pkMgYbFRUoUEUM2kYLWAhrmhb_6lX2owcBt3PSsb_1KdtmK_l0se4U7BqQEsRjkOUoDXzZo5qbItdd5HkwWtLP_CAlTqtCywAQ-dQ/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-8729286194367997605</guid><pubDate>Wed, 11 Apr 2012 15:49:00 +0000</pubDate><atom:updated>2012-04-26T23:47:03.032+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">readibility</category><category domain="http://www.blogger.com/atom/ns#">testing</category><title>On the road to BDD… Or… to see the light</title><description>&lt;p&gt;&lt;em&gt;If you are a regular reader of this little blog in the middle of the internet, you might have realized that I am keen on “all things testing”. This is just a little experience report on my journey to better testing and getting everyone involved in the discussion about what we are building with our codez. &lt;/em&gt;&lt;/p&gt;  &lt;p&gt;&lt;a href=&quot;http://blog.gfader.com/2012/04/on-road-to-bdd-or-to-see-light.html&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhz39DbcQtTvF2L1254b62SOdFP-6Rrk16rGzA7jdSlDtMpNBm3ex_Phld8yPUb0_iP1GdtFDs4tNK1g5bhhFcqO6tJFMy-yurZBNMW__i2j1wGq2tiemqeH6khX6fSI6phjGuwJw/?imgmax=800&quot; width=&quot;640&quot; height=&quot;210&quot; /&gt;&lt;/a&gt;     &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Everyone get together and collaborate&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;h4&gt;Story #1 &lt;/h4&gt;  &lt;p&gt;On one of my projects in the past we happened to write a lot of tests that verify similar functionality that was very important for the business. It was so important that we as developers wanted to verify and check with the stakeholders and get a signature under the tests (signed with blood muahahaha).&lt;/p&gt;  &lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0n19cVaK-S0Kvf5MeHNYo2TnZhsCuC7d7Z0rJQMtYdK6jueoGrKUrfjy4u-nAU-wDvPlAr_r6qLFdZLYKn2VlpAEKoHwaQ75BCQDklzBTU_-ubiA8x__tUWsI2HjiVvSF-KXRgQ/s1600-h/image10.png&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyqURRz5S7F9jL0loifU9krOIDraO8Wq3L_qTiU5dlT7BO05T3f0jRAVUMiGf20jj2zd_0Nnh5PXS_aJhMuSn2JoQJXayVZgvGuS3pHh8NrMfD39EGdkU0FFNEQn76pUH3OA1E4Q/?imgmax=800&quot; width=&quot;229&quot; height=&quot;240&quot; /&gt;&lt;/a&gt;     &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Sign the tests, because they describe the system     &lt;br /&gt;    &lt;br /&gt;To do so we needed to bring them in a format so they were easily readable. What I did then, was to write a &lt;a href=&quot;http://msdn.microsoft.com/en-us/library/bb126445.aspx&quot; target=&quot;_blank&quot;&gt;T4 template&lt;/a&gt; that removed all C# noise and spit out a HTML file.&lt;/p&gt;  &lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjooWr7DWi1cEDPfmf9RZ3rL_WojRa7aefEBV2QT3f400wZKhR3Uz1JYvRdKT1bm168YIJN9hFixqxA0YPhPmDWuG20cBUeBH3jEch07f3saa3BJ81bF6Vfciv-Um4w3cCq1JaEAQ/s1600-h/image6.png&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh19rR2S7OwUH7qtUYP2dvoKsWfyG7z4yOUbfHBK-R6H7pIbFDwzotw6FeZMBiRPBj_7Z74CH-f6Z0skEvRRxGtTUfJ5tZcVXAAXLkbXr71QAW6L0TkorXCIVxfeUikHATY_wxRfA/?imgmax=800&quot; width=&quot;640&quot; height=&quot;174&quot; /&gt;&lt;/a&gt;     &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: C# code gets converted to nicely formatted HTML code via T4&lt;/p&gt;  &lt;p&gt;We (Devs and stakeholders) then sat together in front of a printed webpage and went through all scenarios. You can imagine the discussion and the help that this document provided.    &lt;br /&gt;Obviously every change on paper needed to be done by us devs in code.     &lt;br /&gt;It was very easy to regenerate the documentation… &lt;font style=&quot;background-color: #ffff00&quot;&gt;&lt;/font&gt;as &lt;a href=&quot;http://blog.gfader.com/2010/10/why-are-automated-tests-so-important.html&quot;&gt;you might think it is automated&lt;/a&gt; &lt;font style=&quot;background-color: #ffff00&quot;&gt;&lt;/font&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-winkingsmile&quot; alt=&quot;Winking smile&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyX-diWmYE1Mnpv7NAkMYkITY929lZgpa-0uBRC9CHz2Z6De9vJm-vNU7rArTtm8LCUfxRB4eeqgFgYcGcYhuKXkFmQAgbKjFFhfyCvw-AFzj-O2edU4ZlNHTdh7eEp_0mq0ZBJg/?imgmax=800&quot; /&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;h4&gt;Story #2 &lt;/h4&gt;  &lt;p&gt;A couple of days ago I was doing a &lt;a href=&quot;http://codingdojo.org/cgi-bin/wiki.pl?KataTennis&quot; target=&quot;_blank&quot;&gt;little Kata exercise (Tennis Kata)&lt;/a&gt; and thought to myself:     &lt;br /&gt;How would I write the test in Word or Notepad?&lt;/p&gt;  &lt;p&gt;What I came up with was:&lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;&lt;font face=&quot;Courier New&quot;&gt;---        &lt;br /&gt;Simulate a TennisGame&lt;/font&gt;&lt;/p&gt;    &lt;p&gt;&lt;font face=&quot;Courier New&quot;&gt;Start new Game&lt;/font&gt;&lt;/p&gt;    &lt;p&gt;&lt;font face=&quot;Courier New&quot;&gt;P1 WinsBall        &lt;br /&gt;GameScore = 15:0&lt;/font&gt;&lt;/p&gt;    &lt;p&gt;&lt;font face=&quot;Courier New&quot;&gt;P2.WinsBall        &lt;br /&gt;GameScore = 15:15&lt;/font&gt;&lt;/p&gt;    &lt;p&gt;&lt;font face=&quot;Courier New&quot;&gt;P2.WinsBall        &lt;br /&gt;GameScore = 15:30&lt;/font&gt;&lt;/p&gt;    &lt;p&gt;&lt;font face=&quot;Courier New&quot;&gt;P1.WinsBall        &lt;br /&gt;GameScore = 30:30&lt;/font&gt;&lt;/p&gt;    &lt;p&gt;&lt;font face=&quot;Courier New&quot;&gt;P1.WinsBall        &lt;br /&gt;GameScore = 40:30&lt;/font&gt;&lt;/p&gt;    &lt;p&gt;&lt;font face=&quot;Courier New&quot;&gt;P1.WinsBall        &lt;br /&gt;P1 Wins The Game         &lt;br /&gt;----&lt;/font&gt;&lt;/p&gt;    &lt;p&gt;&lt;font face=&quot;Courier New&quot;&gt;&lt;/font&gt;&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;This is very easy to read and understand for everyone who is a little bit familiar with Tennis.&lt;/p&gt;  &lt;p&gt;When I had this in Notepad I copied it into a C# test project and wrote helpers and extension methods around this in order to make it compile-able.&lt;/p&gt;  &lt;p&gt;What I got then was&lt;/p&gt;  &lt;pre class=&quot;csharpcode&quot;&gt;        [Test]
        &lt;span class=&quot;kwrd&quot;&gt;public&lt;/span&gt; &lt;span class=&quot;kwrd&quot;&gt;void&lt;/span&gt; Simulate_A_TennisGame()
        {
            var tennisGame = StartNewGame();
            
            &lt;span class=&quot;rem&quot;&gt;// Helpers&lt;/span&gt;
            var Game = tennisGame;
            var P1 = tennisGame.Player1;
            var P2 = tennisGame.Player1;


            P1.WinsBall();
            Game.Score.ShouldBe(&lt;span class=&quot;str&quot;&gt;&amp;quot;15:0&amp;quot;&lt;/span&gt;);

            P2.WinsBall();
            Game.Score.ShouldBe(&lt;span class=&quot;str&quot;&gt;&amp;quot;15:15&amp;quot;&lt;/span&gt;);

            P2.WinsBall();
            Game.Score.ShouldBe(&lt;span class=&quot;str&quot;&gt;&amp;quot;15:30&amp;quot;&lt;/span&gt;);

            P1.WinsBall();
            Game.Score.ShouldBe(&lt;span class=&quot;str&quot;&gt;&amp;quot;30:30&amp;quot;&lt;/span&gt;);

            P1.WinsBall();
            Game.Score.ShouldBe(&lt;span class=&quot;str&quot;&gt;&amp;quot;40:30&amp;quot;&lt;/span&gt;);

            P1.WinsBall();
            P1.WinsTheGame();  &lt;span class=&quot;rem&quot;&gt;// --&amp;gt; Game.Score.ShouldBe(&amp;quot;P1&amp;quot;);&lt;/span&gt;


        }&lt;/pre&gt;
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&lt;p&gt;I was quite happy with those extensions and helpers because they made all my tests very readable.&lt;/p&gt;

&lt;h4&gt;Conclusion&lt;/h4&gt;

&lt;p&gt;The result of both stories are nice readable tests that &lt;a href=&quot;http://blog.gfader.com/2010/10/why-are-automated-tests-so-important.html&quot; target=&quot;_blank&quot;&gt;act as documentation with all the benefits of tests.&lt;/a&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;What is next for me is to use one of these &amp;quot;fancy&amp;quot; &lt;a href=&quot;http://gfader.tumblr.com/search/bdd&quot;&gt;BDD&lt;/a&gt; frameworks, where you write your tests in clear text format…&lt;/p&gt;

&lt;p&gt;My lesson learned: Start to write your tests on paper or NotePad! And “&lt;a href=&quot;http://blog.gfader.com/2011/12/tfs-see-your-application-grow-like.html&quot; target=&quot;_blank&quot;&gt;grow&lt;/a&gt;” from there…&lt;/p&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;&lt;em&gt;BTW: Here is a &lt;/em&gt;&lt;a href=&quot;http://gfader.tumblr.com/post/20580263170/atdd-vs-bdd-via-lunivore&quot; target=&quot;_blank&quot;&gt;&lt;em&gt;nice article about the “differences” between BDD vs ATDD&lt;/em&gt;&lt;/a&gt;&lt;/p&gt;  </description><link>http://blog.gfader.com/2012/04/on-road-to-bdd-or-to-see-light.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhz39DbcQtTvF2L1254b62SOdFP-6Rrk16rGzA7jdSlDtMpNBm3ex_Phld8yPUb0_iP1GdtFDs4tNK1g5bhhFcqO6tJFMy-yurZBNMW__i2j1wGq2tiemqeH6khX6fSI6phjGuwJw/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-9109957514913308506</guid><pubDate>Sat, 25 Feb 2012 11:18:00 +0000</pubDate><atom:updated>2012-03-28T13:47:08.638+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">database</category><category domain="http://www.blogger.com/atom/ns#">deployment</category><category domain="http://www.blogger.com/atom/ns#">performance</category><category domain="http://www.blogger.com/atom/ns#">silverlight</category><category domain="http://www.blogger.com/atom/ns#">SSRS</category><category domain="http://www.blogger.com/atom/ns#">testing</category><category domain="http://www.blogger.com/atom/ns#">TFS</category><title>Fast = $$$ How do you make sure to have a fast application?</title><description>&lt;p&gt;&lt;a href=&quot;http://blog.gfader.com/2012/02/fast-how-do-you-make-sure-to-have-fast.html&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Fast = $$$&quot; border=&quot;0&quot; alt=&quot;Speed = $$$&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTIggAzBxmuTbYlGkI3SNMPVKz2GamR8F5FB47gAPRGKVFr4Y1iQ8e0E6Zv5yyrBQ7QrPeY3gpR5603FFCEg-nwDFvliasS6OtZbT10x7xY4QPZwuoJtyoq7o4ZBuQBmqylBKQ3A/?imgmax=800&quot; width=&quot;648&quot; height=&quot;278&quot; /&gt;&lt;/a&gt;     &lt;br /&gt;&lt;a href=&quot;http://blog.codecentric.de/en/2010/12/web-performance-optimization-is-the-new-seo/&quot; target=&quot;_blank&quot;&gt;Many&lt;/a&gt;&amp;#160;&lt;a href=&quot;http://www.svennerberg.com/2008/12/page-load-times-vs-conversion-rates/&quot; target=&quot;_blank&quot;&gt;articles&lt;/a&gt; on the &lt;a href=&quot;http://www.webperformancetoday.com/2011/02/02/speed-revenue-analysis-ecommerce-website/&quot; target=&quot;_blank&quot;&gt;web&lt;/a&gt;, &lt;a href=&quot;http://www.amazon.com/Speed-Up-Your-Site-Optimization/dp/0735713243&quot; target=&quot;_blank&quot;&gt;books&lt;/a&gt; and &lt;a href=&quot;http://www.slideshare.net/stoyan/dont-make-me-wait-or-building-highperformance-web-applications&quot; target=&quot;_blank&quot;&gt;statistics&lt;/a&gt; tell us that “faster = better” and even more important: faster = more revenue.&lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;&lt;em&gt;For &lt;strong&gt;Google&lt;/strong&gt; an increase in page load time from 0.4 second to 0.9 seconds decreased traffic and ad revenues by 20%.         &lt;br /&gt;For &lt;strong&gt;Amazon&lt;/strong&gt; every 100 ms increase in load times decreased sales with 1%.&lt;/em&gt;&lt;/p&gt;    &lt;p&gt;&amp;#160;&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;&lt;em&gt;Also Google uses site speed in their web search ranking. So make sure to &lt;/em&gt;&lt;a href=&quot;http://blog.gfader.com/2011/07/website-check-list-part-2-aspnet-8.html&quot; target=&quot;_blank&quot;&gt;&lt;em&gt;optimize your website for speed as per my other blog post.&lt;/em&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;&lt;strong&gt;Is Web Performance Optimization (WPO) something for you? &lt;/strong&gt;&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;For one of my clients performance is critical. They need instant feedback (“real time!?”) in their application in order to run a smooth system. Otherwise their end users wouldn’t trust the system and not use it…&lt;/p&gt;  &lt;p&gt;The system is a nifty application where people (with Silverlight) connect to a server (a WCF service) and we push out updates a couple of times per second. Yep, that’s in the 100ms range..&lt;/p&gt;  &lt;p&gt;To reach a high level of performance we did a lot of performance tuning, including all my tips from &lt;a href=&quot;http://blog.gfader.com/2011/07/website-check-list-part-2-aspnet-8.html&quot; target=&quot;_blank&quot;&gt;optimize your website for speed as per my other blog post&lt;/a&gt;. More in general we try to reduce the numbers of database access and we keep everything in memory as much as possible. Did I mention caching?&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&lt;strong&gt;Developers like to change things&lt;/strong&gt;&lt;/p&gt;  &lt;p&gt;We are continuously working on that project. We implement new features, we fix bugs we improve certain bits, or at least we think we improve them &lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-smile&quot; alt=&quot;Smile&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjyVq7oHyub7TyL13jBoTnmv5LHvvfr70bMpKj1Ku5Jejyj6nywq67yiXlSZNIhQFeaE12Hv_rLerviiH16wJWkxr4XLl2FbiiW1lN9jhwyX38UkmQEIynr9CFYYtxh9CgBbWqrQ/?imgmax=800&quot; /&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&lt;strong&gt;How can we make sure that code changes don’t introduce &lt;/strong&gt;&lt;strong&gt;a performance problem?&lt;/strong&gt;&lt;/p&gt;  &lt;p&gt;We need a “performance test”, or a “stresstest” or a “load test”.    &lt;br /&gt;Something that tests the performance our application.&lt;/p&gt;  &lt;p&gt;&lt;em&gt;My view of the difference between “Loadtest” and “Stresstest” can be found in &lt;/em&gt;&lt;a href=&quot;http://loadstorm.com/2010/performance-testing-interview-peter-gfader&quot; target=&quot;_blank&quot;&gt;&lt;em&gt;my interview with loadstorm&lt;/em&gt;&lt;/a&gt;&lt;em&gt;. &lt;/em&gt;&lt;/p&gt;  &lt;p&gt;The problem with this “performance tests” is, that they usually take a bit of time to run. So running them on every check-in might not make sense.    &lt;br /&gt;So we decided to run them once a day, preferably during the night where we are not bothered with high server temperature because of CPU overload or a slow network because of network overload.&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&lt;strong&gt;What is the final goal?&lt;/strong&gt;&lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;&lt;em&gt;Get a thumbs up from our stresstest environment before releasing the latest to the wild!&lt;/em&gt;&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;The goal is to get a confirmation that we didn’t introduce a performance problem with our changes that we made during the day.    &lt;br /&gt;Every morning we get a report via email from SQL Server Reporting Services. This report shows us all important performance statistics about our system.&lt;/p&gt;  &lt;p&gt;These are 2 reports from different days:&lt;/p&gt;  &lt;p&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Good&quot; border=&quot;0&quot; alt=&quot;Good&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0M8qEONvaxQqfuz1la-WdoCvJapUtdY0gW7dfiFdA8IASS0FklUMEp2gSalre-cgK-4aoSsSF69VI_2KvnKsJRgdq6v4TTwsbSS7YAardKmGmqkPGPkbxz41_Dlu05Q8ehiMLqQ/?imgmax=800&quot; width=&quot;16&quot; height=&quot;16&quot; /&gt; This is a good normal run (Click to enlarge)&lt;/p&gt;  &lt;table border=&quot;0&quot; cellspacing=&quot;2&quot; cellpadding=&quot;2&quot; width=&quot;626&quot;&gt;&lt;tbody&gt;     &lt;tr&gt;       &lt;td valign=&quot;top&quot; width=&quot;211&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1So97_kBTkuTOGKPrORLcTRW2MjGwpl1tbC20nkY5PjTx8_AAcIVPH135fVLUpgp7jh20QLQg_0gl9xjeAfm1uZ0KxXtzgUMmkeNoExbktcfUspwLn6jhHmxKj5OmXKXZ-bssAA/s1600-h/image%25255B8%25255D.png&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI0mNqcxvbQWceFKK28HhksKMJ2BxGZWfCSjazV7koyWjsCO2xfaEb8O01EriO8c41oM-KxC9BXMVops1Olnd3WHOckCcV4ksUhLFFUWdZ3oZeJZWt8Uiz6DTYyV-lfH8g1E9ciw/?imgmax=800&quot; width=&quot;204&quot; height=&quot;297&quot; /&gt;&lt;/a&gt;           &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Stresstest overview&lt;/td&gt;        &lt;td valign=&quot;top&quot; width=&quot;232&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP7tti-kptaQMMtNBaYfilML4UpNrKxlhpCrVmKsdpLYzkJirFOMc1P0PtDW67De3F6uES_vMv6209ga7rg6bz0lZ4iO0J63MyJcq7jA5I72vgq1Us_XFhor2eOYG3ScUy3m1zpA/s1600-h/image%25255B11%25255D.png&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5PPwb-kfrRAbsVkm4VT87XjsIfW-e-MbYsXpEp6EJGDgykxxmVu-rvoNBfRhHWLPDVeUPoMe90Ecv3G0QnctpHkEhe4JPvV8rY8u8xzdf9LEGbM3RBUqGqD-9FXa0MkeHuNYBNQ/?imgmax=800&quot; width=&quot;225&quot; height=&quot;244&quot; /&gt;&lt;/a&gt;           &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: System wide Statistics&lt;/td&gt;        &lt;td valign=&quot;top&quot; width=&quot;173&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3yh8QLGeS0RCKlQW5e4FwSd1zasmtWKDDvczTTPRY5Bs9Smer9DL6vHyHvyc19_8BqlZmS6V8Mk2cRel0yIEyHQisrrga1M72InMP2WwOT1DF_4gWFeGF6DECz2jkwyg5MHVphA/s1600-h/image%25255B14%25255D.png&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; margin: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBJsey9QjcTRx5RwMnxzZ0l_PREtF3uhi4eroVLwkbuSYg0kExCX1Kg6ir_6upfCXUZ6pJ-uDOAwUhG156K7y8YhKsGW11kVnFD1w2mJ4RQcDnTuqAcj2JP8uKHftx6N-BsgNtOA/?imgmax=800&quot; width=&quot;166&quot; height=&quot;244&quot; /&gt;&lt;/a&gt;           &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Top 10 Process Statistics&lt;/td&gt;     &lt;/tr&gt;   &lt;/tbody&gt;&lt;/table&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;Bad&quot; border=&quot;0&quot; alt=&quot;Bad&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS7lYieybIzFyDaokVvwJ6tKgB7BqDJq0PXCAgHdPySTWJx_BT3YhLFeAIGXZngQZ_huLf4cFommcvgiqTRAbPk_ovNXKIkDn6qITUtOrfvAWrP6EYSi_eZ2J9Fg97pJ3XPaWQAA/?imgmax=800&quot; width=&quot;16&quot; height=&quot;16&quot; /&gt; This is a&amp;#160; bad one&lt;/p&gt;  &lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4nZGezg7BcfL1gKV583NZVLgc-n2BuogsH7z5cQuFAfbBIHMgjG9O8ujl7yQzueNRNY7eTZYr6kCd-OMOsd5eVV8q942dIv9wCAUXdT94fUhbQo3NFTd1Op2Nh6-zX0wlZ9u0FQ/s1600-h/image%25255B3%25255D.png&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH67NdvOwDqvWM-AIkJpS4yc8-ymndxXdcvc1fSurPI5NFYU4WpU0_JbG5-66Vu51gyhxqb4omJwnSyAZCdtUhClVMk0rtWKMB5Y4FdOm5rZCoZmY1cpEagLYT7YsVGPo2dRlrYA/?imgmax=800&quot; width=&quot;364&quot; height=&quot;484&quot; /&gt;&lt;/a&gt;     &lt;br /&gt;&lt;strong&gt;Figure&lt;/strong&gt;: Drop of all connected users at 3:07AM with the consequence of CPU spiking &lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;We have seen how important performance is and what the final goal is.    &lt;br /&gt;Next up:     &lt;br /&gt;How to setup this stresstest environment and this stresstest report.&amp;#160; Topic of my next blog post.     &lt;br /&gt;Stay tuned!&lt;/p&gt;  &lt;p&gt;&lt;em&gt;BTW: Little info before hand      &lt;br /&gt;&lt;/em&gt;This report is done with:&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;VMWare      &lt;ul&gt;       &lt;li&gt;1 virtual machine for the stresstest server &lt;/li&gt;        &lt;li&gt;More virtual machines that act as clients &lt;/li&gt;     &lt;/ul&gt;   &lt;/li&gt;    &lt;li&gt;TFS &amp;amp; msdeploy      &lt;ul&gt;       &lt;li&gt;Deploy latest version to stresstest environment &lt;!--EndFragment--&gt;&lt;/li&gt;     &lt;/ul&gt;   &lt;/li&gt;    &lt;li&gt;Perfmon      &lt;ul&gt;       &lt;li&gt;Scheduled Perfmon from 3AM-5AM on the server &lt;/li&gt;        &lt;li&gt;Logs everything to a database &lt;/li&gt;     &lt;/ul&gt;   &lt;/li&gt;    &lt;li&gt;SQL Server Reporting Services      &lt;ul&gt;       &lt;li&gt;Collects data &lt;/li&gt;        &lt;li&gt;Generate a report on top of those numbers &lt;/li&gt;     &lt;/ul&gt;   &lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;Do you have automated performance tests? &lt;a href=&quot;http://twitter.com/peitor&quot; target=&quot;_blank&quot;&gt;Send me a tweet&lt;/a&gt;!&lt;/p&gt;  </description><link>http://blog.gfader.com/2012/02/fast-how-do-you-make-sure-to-have-fast.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTIggAzBxmuTbYlGkI3SNMPVKz2GamR8F5FB47gAPRGKVFr4Y1iQ8e0E6Zv5yyrBQ7QrPeY3gpR5603FFCEg-nwDFvliasS6OtZbT10x7xY4QPZwuoJtyoq7o4ZBuQBmqylBKQ3A/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-2014107716950270914</guid><pubDate>Thu, 02 Feb 2012 14:36:00 +0000</pubDate><atom:updated>2012-02-02T15:56:43.383+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">agile</category><category domain="http://www.blogger.com/atom/ns#">conferences</category><category domain="http://www.blogger.com/atom/ns#">scrum</category><title>Conferences to attend this year - I love lists</title><description>&lt;p&gt;&lt;a title=&quot;What you write down you don&amp;#39;t have to remember&quot; href=&quot;http://blog.gfader.com/2012/02/conferences-to-attend-this-year-i-love.html&quot;&gt;&lt;img style=&quot;background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px&quot; title=&quot;What you write down you don&amp;#39;t have to remember&quot; border=&quot;0&quot; alt=&quot;What you write down you don&amp;#39;t have to remember&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7NBbQpSgBYpGumJZZA9-Dc4BWrSeDVMAAtPDCN_QBGaQ3uo8d9xhvuSSe9xCexnyFwhMnoXqe3mjWg6llgFVUIDS63F8jFWH7KUwrLr1aUFyzhcRzxS324gj1itbTikaO8RCILg/?imgmax=800&quot; width=&quot;713&quot; height=&quot;151&quot; /&gt;&lt;/a&gt;     &lt;br /&gt;I love lists!     &lt;br /&gt;Or as my girlfriend says to me: &amp;quot;&lt;em&gt;Don&#39;t you have a list for that?&lt;/em&gt;&amp;quot;&lt;/p&gt;  &lt;a name=&#39;more&#39;&gt;&lt;/a&gt;  &lt;p&gt;Indeed, I have a list for almost everything:&lt;/p&gt;  &lt;ul&gt;   &lt;li&gt;Things to read &lt;/li&gt;    &lt;li&gt;Things to buy &lt;/li&gt;    &lt;li&gt;Things to blog &lt;/li&gt;    &lt;li&gt;Presents for Christmas 2012 &lt;/li&gt;    &lt;li&gt;Tools to play with &lt;/li&gt;    &lt;li&gt;Lap times with my bike &lt;/li&gt;    &lt;li&gt;... &lt;/li&gt; &lt;/ul&gt;  &lt;p&gt;This comes back to:    &lt;br /&gt;#1 What you don&#39;t measure, you cant improve -&amp;gt; Continuous Improvement     &lt;br /&gt;and     &lt;br /&gt;#2 What you write down, you don&#39;t have to remember -&amp;gt; Free up your mind&lt;/p&gt;  &lt;p&gt;The other good thing is:    &lt;br /&gt;#3 &amp;quot;&lt;a href=&quot;http://gfader.tumblr.com/post/16918235912/reading-is-work-lists-are-easy-to-read&quot; target=&quot;_blank&quot;&gt;A list is a data structure&lt;/a&gt;&amp;quot; #wootwoot #DoubleGeekW00t&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&lt;em&gt;Back to the list that I wanted to bring up:&lt;/em&gt;&lt;/p&gt;  &lt;h4&gt;Conferences to attend 2012&lt;/h4&gt;  &lt;p&gt;&lt;em&gt;This list is highly customized to my needs: Central Europe based, Developer Focused, Agile+Scrum related, No SharePoint, Easy to get to, Heaps of coffee there and maybe even Free?&lt;/em&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;   &lt;table border=&quot;0&quot; cellspacing=&quot;2&quot; cellpadding=&quot;4&quot; width=&quot;613&quot;&gt;&lt;tbody&gt;       &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;How keen am I?            &lt;br /&gt;In number of rainbows&lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;Name, Date and URL&lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;QCon London              &lt;br /&gt;March 5-9               &lt;br /&gt;&lt;a href=&quot;http://qconlondon.com/&quot;&gt;http://qconlondon.com/&lt;/a&gt;&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;Microsoft Windows TechConference              &lt;br /&gt;12. März 2012 | Trafo Baden               &lt;br /&gt;&lt;a href=&quot;http://www.microsoft.com/switzerland/msdn/de/windowsconference/default.aspx&quot;&gt;http://www.microsoft.com/switzerland/msdn/de/windowsconference/default.aspx&lt;/a&gt;&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;Swiss testing day              &lt;br /&gt;14. März 2012 in Zürich               &lt;br /&gt;&lt;a href=&quot;http://www.swisstestingday.ch/&quot;&gt;http://www.swisstestingday.ch/&lt;/a&gt;&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;Excellence in Software (David Starr and Elizabeth Woodward) &lt;a href=&quot;http://eseconf.com/&quot;&gt;               &lt;br /&gt;http://eseconf.com/&lt;/a&gt;               &lt;br /&gt;24-25 April, Zürich&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;XP2012              &lt;br /&gt;May 21-25 2012 in Malmö Sweden               &lt;br /&gt;&lt;a href=&quot;http://xp2012.org/&quot;&gt;http://xp2012.org/&lt;/a&gt;&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;NDC 2012              &lt;br /&gt;June 6-8               &lt;br /&gt;&lt;a href=&quot;http://www.ndcoslo.com/&quot;&gt;http://www.ndcoslo.com/&lt;/a&gt;&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;TechEd 2012              &lt;br /&gt;June 11-14 in Orlando US               &lt;br /&gt;&lt;a href=&quot;http://northamerica.msteched.com/&quot;&gt;http://northamerica.msteched.com/&lt;/a&gt;&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;JAZOON&#39;12 Zurich, Switzerland              &lt;br /&gt;June 26 to 28               &lt;br /&gt;&lt;a href=&quot;http://jazoon.com/2012/Conference&quot;&gt;http://jazoon.com/2012/Conference&lt;/a&gt;&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;TechEd Europe              &lt;br /&gt;June 26-29, Amsterdam               &lt;br /&gt;&lt;a href=&quot;http://europe.msteched.com/&quot;&gt;http://europe.msteched.com/&lt;/a&gt;&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;Scrum Day 2012              &lt;br /&gt;July 6, Walldorf, Germany              &lt;br /&gt;&lt;a href=&quot;http://www.scrum-day.de/&quot;&gt;http://www.scrum-day.de/&lt;/a&gt;&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;Build 2012              &lt;br /&gt;Couldn&#39;t find an official date yet...&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;ALE2012 Unconference              &lt;br /&gt;29-31 August 2012, Barcelona               &lt;br /&gt;&lt;a href=&quot;http://alenetwork.eu/blog/2012/01/10/ale2012-dates-and-place-announced/&quot;&gt;http://alenetwork.eu/blog/2012/01/10/ale2012-dates-and-place-announced/&lt;/a&gt;&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;Lean Agile Scrum              &lt;br /&gt;&lt;a href=&quot;http://www.leanagilescrum.ch/&quot;&gt;http://www.leanagilescrum.ch/&lt;/a&gt;               &lt;br /&gt;12. September, Zürich&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;iqnite - Software quality and testing              &lt;br /&gt;25. September Konferenz. Zürich               &lt;br /&gt;&lt;a href=&quot;http://www.iqnite-conferences.com/ch/index.aspx&quot;&gt;http://www.iqnite-conferences.com/ch/index.aspx&lt;/a&gt;&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;        &lt;tr&gt;         &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;           &lt;p align=&quot;right&quot;&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;img style=&quot;border-bottom-style: none; border-right-style: none; border-top-style: none; border-left-style: none&quot; class=&quot;wlEmoticon wlEmoticon-rainbow&quot; alt=&quot;Rainbow&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnhpx-Q8HALphCv5Us_Wyjqr2DA52YE8dC3BEz4VpOq6-M1FcJgr8auwksf_Fhvp5Lwq6p2unrJuVLU5UdcQy07aSD5N_In97jGZ8hox8YSmK2c0fWe-lJ9du8BHbzGGPW3MNgA/?imgmax=800&quot; /&gt;&lt;/p&gt;         &lt;/td&gt;          &lt;td valign=&quot;top&quot; width=&quot;418&quot;&gt;           &lt;p&gt;Oredev              &lt;br /&gt;&lt;a href=&quot;http://oredev.org/&quot;&gt;http://oredev.org/&lt;/a&gt;               &lt;br /&gt;I guess in November. Same as last year&lt;/p&gt;         &lt;/td&gt;       &lt;/tr&gt;     &lt;/tbody&gt;&lt;/table&gt; &lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;More conferences can be found here.    &lt;br /&gt;&lt;em&gt;Wow! This year is overwhelming!!!!&lt;/em&gt;&lt;/p&gt;  &lt;p&gt;Scrum.org has a nice list with Agile events    &lt;br /&gt;&lt;a href=&quot;http://www.scrum.org/events&quot;&gt;http://www.scrum.org/events&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;Great list, run by Jean Pierre    &lt;br /&gt;&lt;a href=&quot;http://www.scrum-events.de/&quot;&gt;http://www.scrum-events.de/&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;lanyrd – the social conference directory    &lt;br /&gt;&lt;a href=&quot;http://lanyrd.com/calendar/&quot;&gt;http://lanyrd.com/calendar/&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;Swiss tech meetups can be found here    &lt;br /&gt;&lt;a href=&quot;http://techup.ch/&quot;&gt;http://techup.ch/&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&lt;em&gt;Which conferences are you going to? And I should as well???&lt;/em&gt;&lt;/p&gt;  </description><link>http://blog.gfader.com/2012/02/conferences-to-attend-this-year-i-love.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7NBbQpSgBYpGumJZZA9-Dc4BWrSeDVMAAtPDCN_QBGaQ3uo8d9xhvuSSe9xCexnyFwhMnoXqe3mjWg6llgFVUIDS63F8jFWH7KUwrLr1aUFyzhcRzxS324gj1itbTikaO8RCILg/s72-c?imgmax=800" height="72" width="72"/><thr:total>9</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6538953.post-4406739875965077876</guid><pubDate>Sun, 22 Jan 2012 10:42:00 +0000</pubDate><atom:updated>2012-01-22T11:50:57.511+01:00</atom:updated><title>Tumblr! Not an excuse for not “blogging”</title><description>&lt;p&gt;&lt;strong&gt;&lt;a href=&quot;http://gfader.tumblr.com/&quot; target=&quot;_blank&quot;&gt;&lt;img style=&quot;background-image: none; border-bottom: 0px; border-left: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top: 0px; border-right: 0px; padding-top: 0px&quot; title=&quot;Peter thinks&quot; border=&quot;0&quot; alt=&quot;Peter thinks&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgap-NSFkVmjCDmjPZcET8SRzxtgb5P_O5UOrWNEg_-a8v6vr-ojOwpY8wh4GNlVlMBOXxVlsVRHNoNjRMVGp-Cfhuo6GA925MoHpRw-zCXAkku1jca6KYxT6gJ1gRzKo7IMfwGOA/?imgmax=800&quot; width=&quot;304&quot; height=&quot;290&quot; /&gt;&lt;/a&gt;      &lt;br /&gt;&lt;/strong&gt;&lt;strong&gt;Figure: &lt;/strong&gt;… &lt;em&gt;Comic effect created with &lt;/em&gt;&lt;a href=&quot;http://www.photoshoproadmap.com/Photoshop-blog/2007/09/13/give-your-photos-a-retro-comic-book-effect/&quot; target=&quot;_blank&quot;&gt;&lt;em&gt;this Photoshop tutorial&lt;/em&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;Is my &lt;a href=&quot;http://gfader.tumblr.com/&quot; target=&quot;_blank&quot;&gt;new tumblr stream&lt;/a&gt; just an excuse for not blogging??    &lt;br /&gt;Instead of saying: &lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;&lt;em&gt;“I am way too &lt;strike&gt;lazy&lt;/strike&gt;&amp;#160;&lt;strong&gt;busy&lt;/strong&gt; to write a proper blog. I just post random stuff”&lt;/em&gt;&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;No!   &lt;br /&gt;It is my effort of publishing more. As I said in my &lt;a href=&quot;http://blog.gfader.com/2012/01/2011-retrospective-year-in-review.html&quot; target=&quot;_blank&quot;&gt;2012 retrospective&lt;/a&gt; I want to publish more, because I like the feedback and discussions that come out of it.&lt;/p&gt;  &lt;p&gt;So... there you have it: &lt;a href=&quot;http://gfader.tumblr.com/&quot; target=&quot;_blank&quot;&gt;Peter’s little link list + comments&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&lt;strong&gt;PS     &lt;br /&gt;&lt;/strong&gt;Via &lt;a href=&quot;http://feedburner.google.com/fb/a/mailverify?uri=PeterGfadersLittleLinkList&quot; target=&quot;_blank&quot;&gt;feedburner&lt;/a&gt; I get all these “tumbles” in my inbox (special folder), so I can easily search for these notes later on…&lt;/p&gt;  &lt;p&gt;PPS   &lt;br /&gt;Thanks to &lt;a href=&quot;http://blog.js-development.com/2011/10/my-tumblr-stream-developers-work-log.html&quot; target=&quot;_blank&quot;&gt;Juri for this&lt;/a&gt; &lt;/p&gt;  &lt;p&gt;&amp;#160;&lt;/p&gt;  &lt;p&gt;&lt;em&gt;What do you think?&lt;/em&gt;&lt;/p&gt;  </description><link>http://blog.gfader.com/2012/01/tumblr-not-excuse-for-not-blogging.html</link><author>noreply@blogger.com (Peter Gfader)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgap-NSFkVmjCDmjPZcET8SRzxtgb5P_O5UOrWNEg_-a8v6vr-ojOwpY8wh4GNlVlMBOXxVlsVRHNoNjRMVGp-Cfhuo6GA925MoHpRw-zCXAkku1jca6KYxT6gJ1gRzKo7IMfwGOA/s72-c?imgmax=800" height="72" width="72"/><thr:total>1</thr:total></item></channel></rss>