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		<title>Introduction to managed VB.NET code for AutoCAD</title>
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		<comments>http://howtoautocad.com/introduction-to-managed-vb-net-code-for-autocad/#comments</comments>
		<pubDate>Sun, 28 Apr 2013 06:00:56 +0000</pubDate>
		<dc:creator>Will</dc:creator>
				<category><![CDATA[VB.Net for AutoCAD]]></category>

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		<description><![CDATA[<a href="http://howtoautocad.com/introduction-to-managed-vb-net-code-for-autocad/"><img align="left" hspace="5" width="150" height="150" src="http://howtoautocad.com/wp-content/uploads/2011/11/references-150x150.png" class="alignleft wp-post-image tfe" alt="references" title="" /></a>]]></description>
				<content:encoded><![CDATA[<p></p><p>Hello everyone.</p>
<p>Over the years of running HowToAutoCAD.com I have found that hundreds, if not thousands of you are very keen to get into writing your own tools for AutoCAD. However, you can create tools for AutoCAD using VB.NET in many ways, and I often see people unsure about the difference between COM automation and using a managed .NET solution.</p>
<p>Without this fundamental understanding you&#8217;re going to get confused at some point why something isn&#8217;t working. So that&#8217;s the point of this post &#8211; to explain the differences, and why it&#8217;s generally better to use managed code.</p>
<p><strong>What is COM ?</strong></p>
<p>If you&#8217;re creating a program, you can quite easily declare a variable and use it in your code. However, if you have two programs that run separately, you don&#8217;t have access to one program from the other. If you wanted to access the value of the variable created in one program from the other, you can&#8217;t &#8211; you&#8217;re stuck.</p>
<p>This is why Microsoft invented COM, which stands for Component Object Model. It sets out a standard for how programs can interact with each other. What this essentially means is that we can write code in one program (say Excel for example) to automate another program (say AutoCAD).</p>
<p>For example, we could write this VBA code in Excel:</p>
<p>Set ACAD = GetObject(, &#8220;AutoCAD.Application&#8221;)<br />
ACAD.ActiveDocument.Utility.Prompt &#8220;Hello from Excel!&#8221;</p>
<p>This would send an instruction to AutoCAD, through the COM interface, telling AutoCAD to prompt the user with the text &#8220;Hello from Excel!&#8221;.</p>
<p>This is fundamentally a great idea for solving the problem of communicating between processes, and it has been a very useful way to automate programs over the years. However, COM does have its limitations.</p>
<p><strong>What are the limitations of COM ?</strong></p>
<p>In order to get COM working, Autodesk have to create and maintain a COM interface for AutoCAD, so that other programs can use this COM interface. This also means that Autodesk have to explicitly create a COM interface for each feature, which also means that new functionality will not automatically work with COM. A new COM interface would have to be created.</p>
<p>Having to write an explicit interface for every bit of functionality makes it impractical for Autodesk to support everything. And, unless Autodesk have written a COM interface for what you want to achieve, you&#8217;re stuck.</p>
<p>This is essentially the problem with COM, and communicating between two programs (or processes). You&#8217;re limited to communicating through mechanisms that are supported by each of the programs.</p>
<p><b>What does the NETLOAD command actually do ?</b></p>
<p>You may have used the NETLOAD command before &#8211; this command takes a DLL file, and loads it into AutoCAD. This means that the functionality that the DLL contains has actually been loaded into the AutoCAD process, which eliminates the requirement to communicate between two programs (or processes).</p>
<p>This means that you no longer need to use a technology like COM, because you have direct access to the internals of AutoCAD already. This gives us much more power to do what we want, and it is much easier to manipulate AutoCAD from the inside than from the outside.</p>
<p>This makes using a loaded DLL very much the preferred option.</p>
<p><strong>But what does &#8220;managed&#8221; code mean ?</strong></p>
<p>Throughout the course of writing an application the size of AutoCAD, you would need to create many internal classes and subroutines for handling the behaviour of various aspects of the application. Being a DLL inside the AutoCAD process gives us some access to these internals, which allows us to integrate far more closely with the AutoCAD application, and potentially achieve much more, in a much more efficient way.</p>
<p>But in order to interact with the internals of AutoCAD, as programmers we need to know what these internals are. Furthermore, we need to write our code in such a way that it uses the internals of AutoCAD <em>correctly</em>.</p>
<p><span style="font-size: 13px;">In effect, we have to <em>manage</em> our code, so that we are using the same application programming interfaces (APIs) that are used by the application itself.</span></p>
<p>So for example, if AutoCAD has an internal function called &#8220;DrawLine()&#8221;, then we should also use the function &#8220;DrawLine()&#8221; in our code as well (assuming of course we want to draw a line <img src='http://howtoautocad.com/wp-includes/images/smilies/icon_wink.gif' alt=';-)' class='wp-smiley' /> ).</p>
<p><strong>How do we know what APIs there are ?</strong></p>
<p>The first thing to do is create a reference in your .NET project to the AutoCAD Type Libraries. To do this, you&#8217;ll want to right click on your project in VB.NET, and select the option to add a reference. This will pop up the form below:</p>
<p><a href="http://howtoautocad.com/wp-content/uploads/2011/11/references.png"><img class="aligncenter size-full wp-image-2815" alt="references" src="http://howtoautocad.com/wp-content/uploads/2011/11/references.png" width="800" height="748" /></a></p>
<p>&nbsp;</p>
<p>For access to the managed libraries in AutoCAD, you&#8217;ll want to select &#8220;acdbmgd.dll&#8221;, &#8220;acmgd.dll&#8221; and &#8220;accoremgd.dll&#8221;. This will add the relevant type libraries to your VB.NET project, and you can then use these in your code.</p>
<p><strong>What next ?</strong></p>
<p>Well now you hopefully understand the difference between COM and managed .NET code. The next step is to create your first .NET project using these libraries. You&#8217;ll need to create your VB.NET project as a class library, which should cause it to compile to a DLL. Also be careful to select the appropriate VB.NET framework to use when compiling your .NET project to a DLL. Ideally you will want to target the .NET framework that your version of AutoCAD uses. You can do this by right clicking on your project, and selecting properties, and then in the Compile options. Then build your project from the debug menu, and then use NETLOAD to load your DLL, and if all went to plan you have successfully created a managed VB.NET project for AutoCAD.</p>
<p>That&#8217;s my piece for today &#8211; I hope this article was helpful.</p>
<p>Will</p>
<p>P.S. Don&#8217;t forget to subscribe if you found this article helpful &#8211; more tips and tutorials to come <img src='http://howtoautocad.com/wp-includes/images/smilies/icon_smile.gif' alt=':-)' class='wp-smiley' /> </p>
<p>&nbsp;</p>
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		<title>HowToAutoCAD Competition</title>
		<link>http://feedproxy.google.com/~r/HowToAutoCAD/~3/XfyfZmz_TFg/</link>
		<comments>http://howtoautocad.com/howtoautocad-competition/#comments</comments>
		<pubDate>Mon, 04 Mar 2013 06:00:40 +0000</pubDate>
		<dc:creator>Will</dc:creator>
				<category><![CDATA[HowToAutoCAD News]]></category>

		<guid isPermaLink="false">http://howtoautocad.com/?p=2774</guid>
		<description />
				<content:encoded><![CDATA[<p></p><p>In the interest of trying to get as many top tips on HowToAutoCAD.com as possible, I&#8217;ve decided to hold a competition, and there will be a cash prize for the winner in the amount of £25.</p>
<p>All you have to do is:</p>
<ul>
<li>Think of your best AutoCAD related tips and/or advice.</li>
<li>Write an article explaining your tip. Broadly speaking you&#8217;ll want to explain what your tip is, when and where it is useful, and why. But of course this is all part of the fun, and you are free to write the article as you wish.</li>
<li>Submit your article to me via email with a title (hopefully a nice catchy one, but that&#8217;s up to you of course)</li>
<li>Wait and see if you won, and then watch the cash and kudos roll in&#8230; <img src='http://howtoautocad.com/wp-includes/images/smilies/icon_biggrin.gif' alt=':-D' class='wp-smiley' /> </li>
</ul>
<p>It doesn&#8217;t have to be a 5,000 page thesis, but it doesn&#8217;t want to be one line either. Your article will not be judged on how long it is &#8211; more important than everything else is that it contains a great tip or piece of advice that others will find useful.</p>
<p>To enter, send your article to competition@howtoautocad.com. This will also indicate your acceptance of the <a title="Competition Terms and Conditions" href="http://howtoautocad.com/competition-terms-and-conditions" target="_blank">competition terms and conditions</a>. Your article will be reviewed, and may be selected for a post on HowToAutoCAD.com. If it gets posted, you&#8217;re one of the finalists! Get this far and you&#8217;re in with a chance to win the competition.</p>
<p>The final closing date for entries is 19th April. After this, the judging panel will decide on a winner, who will be announced on Friday 26th April.</p>
<p>I look forward to reading all your tips!</p>
<p>Will</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>The BCOUNT Command</title>
		<link>http://feedproxy.google.com/~r/HowToAutoCAD/~3/sDVA2AXZKtg/</link>
		<comments>http://howtoautocad.com/the-bcount-command/#comments</comments>
		<pubDate>Thu, 28 Feb 2013 06:00:03 +0000</pubDate>
		<dc:creator>Will</dc:creator>
				<category><![CDATA[AutoCAD Commands]]></category>
		<category><![CDATA[Tips and Tricks]]></category>

		<guid isPermaLink="false">http://howtoautocad.com/?p=2790</guid>
		<description />
				<content:encoded><![CDATA[<p></p><p>BCOUNT is a very simple and quick command for extracting information from your drawing, namely, a count of the number of blocks in your drawing, categorised by their type.</p>
<p>It&#8217;s really simple to use &#8211; just enter BCOUNT in the command line and make a selection. The command line will then report to you the total number of blocks selected, followed by a list of the block types, and how many of each type were selected.</p>
<p>This can be a really useful way to get a quick overview of what&#8217;s going on in your drawing. If you&#8217;ve inserted a load of markers for certain things on a location plan for example, and you know the total number of each type that you should have added, this is a great way to double check your work. But do be careful though, because dynamic blocks can sometimes be missed if you have used any of the dynamic options.</p>
<p>That&#8217;s it for today,</p>
<p>Will</p>
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		<title>Identifying System Variable Differences</title>
		<link>http://feedproxy.google.com/~r/HowToAutoCAD/~3/-F5dU1jMiDI/</link>
		<comments>http://howtoautocad.com/identifying-system-variable-differences/#comments</comments>
		<pubDate>Mon, 25 Feb 2013 06:00:19 +0000</pubDate>
		<dc:creator>Will</dc:creator>
				<category><![CDATA[AutoCAD Commands]]></category>
		<category><![CDATA[System Variables]]></category>
		<category><![CDATA[Tips and Tricks]]></category>

		<guid isPermaLink="false">http://howtoautocad.com/?p=2773</guid>
		<description><![CDATA[<a href="http://howtoautocad.com/identifying-system-variable-differences/"><img align="left" hspace="5" width="150" height="150" src="http://howtoautocad.com/wp-content/uploads/2013/02/sysvdlg-150x150.png" class="alignleft wp-post-image tfe" alt="sysvdlg" title="" /></a>]]></description>
				<content:encoded><![CDATA[<p></p><p>I&#8217;ve often been in a situation where a certain command or entity seems to behave differently in one drawing compared to another. Things such as how drawing units are handled are controlled on a drawing by drawing basis, by saving system variables in the drawing. With this in mind, it can be very useful to try to reverse engineer the differences between two drawings, so that you can identify what the offending system variables might be. Identifying these variables and tracking down the root cause to our problems is fundamental to attaining a good grasp of AutoCAD, so that we will know how to tackle similar problems in future.</p>
<p>I&#8217;ve invented a neat way of tracking down the differences between two (or more) drawings, and it&#8217;s using an express tool called SYSVDLG. You can also access this command from the Express Tools ribbon tab, in the Tools section. Once you&#8217;ve started the command you&#8217;ll be presented with this:</p>
<p><a href="http://howtoautocad.com/wp-content/uploads/2013/02/sysvdlg.png"><img class="aligncenter size-full wp-image-2777" alt="sysvdlg" src="http://howtoautocad.com/wp-content/uploads/2013/02/sysvdlg.png" width="758" height="401" /></a></p>
<p>This screen allows you to edit the values saved in system variables. This is great functionality, but for the purposes of our comparison between drawings we are after the &#8220;Save All&#8221; option. This option exports all system variables to a SVF file.</p>
<p>The SVF file is simply a text file that contains the variable name followed by its value. Although it&#8217;s not a native format to Excel, we can still open it using Excel and it will be opened with the data populated in the first column of the spreadsheet. You can simply repeat this export process for any other drawings you want to compare against, and just copy and paste the columns into the same spreadsheet like so:</p>
<p><a href="http://howtoautocad.com/wp-content/uploads/2013/02/sysvdlg_excel.png"><img class="aligncenter size-full wp-image-2779" alt="sysvdlg_excel" src="http://howtoautocad.com/wp-content/uploads/2013/02/sysvdlg_excel.png" width="687" height="559" /></a></p>
<p>Now that you have the two (or more) columns side by side, you can enter a simple formula to compare the columns. As shown above, we are just using a simple IF statement in excel to check the values of the cells, and if they&#8217;re not equal to each other then display the text &#8220;!! DIFFERENT !!&#8221;, otherwise display nothing. This is a very quick way of identifying differences that may not be immediately obvious when skimming down.</p>
<p>I hope you find this tip as useful as I have in the past &#8211; I&#8217;ve lost count of the number of times that I&#8217;ve been caught out by an obscure system variable that I didn&#8217;t even know existed, which was for some reason changed in a drawing that I&#8217;d inherited from someone else !</p>
<p>If you found this tip useful please do consider subscribing below, and if you have a tip you&#8217;d like to share, let me know!</p>
<p>Will</p>
<p>&nbsp;</p>
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		<title>The PICKSTYLE System Variable</title>
		<link>http://feedproxy.google.com/~r/HowToAutoCAD/~3/DeS2pHrECOU/</link>
		<comments>http://howtoautocad.com/the-pickstyle-system-variable/#comments</comments>
		<pubDate>Wed, 20 Feb 2013 06:00:01 +0000</pubDate>
		<dc:creator>Will</dc:creator>
				<category><![CDATA[LISP]]></category>
		<category><![CDATA[Tips and Tricks]]></category>

		<guid isPermaLink="false">http://howtoautocad.com/?p=2769</guid>
		<description />
				<content:encoded><![CDATA[<p></p><p>Very quick tip to supplement the last post I wrote on Groups, which comes to us thanks to one of my subscribers named Santiago.</p>
<p>I mentioned that the behaviour when selecting a group is controllable using the groups dialog box by modifying the checkbox marked &#8220;selectable&#8221;. Well this corresponds to the system variable PICKSTYLE, so if you&#8217;re more of a keyboard user than a dialog box user, you can use that instead.</p>
<p>Knowing this system variable is also handy if you want to change the way groups work in LISP for example. Using something like:</p>
<p>(setvar &#8220;PICKSTYLE&#8221; 0) or (setvar &#8220;PICKSTYLE&#8221; 1)</p>
<p>will toggle group selection mode, so that you can use groups in your LISP routine how you want.</p>
<p>That&#8217;s all for today. Thanks again to Santiago, and I&#8217;ll post again soon.</p>
<p>Will</p>
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		<title>AutoCAD Groups</title>
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		<pubDate>Mon, 18 Feb 2013 06:00:51 +0000</pubDate>
		<dc:creator>Will</dc:creator>
				<category><![CDATA[AutoCAD Commands]]></category>
		<category><![CDATA[Tips and Tricks]]></category>

		<guid isPermaLink="false">http://howtoautocad.com/?p=2733</guid>
		<description />
				<content:encoded><![CDATA[<p></p><p>Blocks are very useful, and you might be tempted to ignore the existence of groups and just always use blocks instead. However, groups actually work differently to blocks, and in many cases it is actually more useful to use a group instead of a block.</p>
<p>One of the main advantages of using a group instead of a block is that you are free to include the same entity in more than one group. So, if a certain set of entities belong to more than one commonly selected group of entities, you can just create the two (or more) groups that contain the same set of entities (and whatever other entities are relevant to that group), and you&#8217;re now able to select the entire set by clicking on only one of the entities, as you would with a block.</p>
<p>To use groups, simply invoke the GROUP command, or you can select &#8220;Group&#8221; from the groups panel on the home tab. This will display the object grouping dialog box, which will allow you to manage and name your groups. Bear in mind that the selectable property controls what happens when you select one of the entities in a group. With the option checked the entire group is selected, but with the option deselected only the individual entity is selected.</p>
<p>So in summary, use groups &#8211; don&#8217;t just always use blocks if you&#8217;re not actually repeatedly using them, because this will introduce unnecessary bloat into your drawings, and often groups are functionally more what we&#8217;re after anyway.</p>
<p>That&#8217;s all for today,</p>
<p>Will</p>
<p>P.S. Please subscribe below, and feel free to forward on your tips!</p>
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		<title>The SETBYLAYER Command</title>
		<link>http://feedproxy.google.com/~r/HowToAutoCAD/~3/s-RA6L4prB8/</link>
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		<pubDate>Wed, 13 Feb 2013 06:00:20 +0000</pubDate>
		<dc:creator>Will</dc:creator>
				<category><![CDATA[AutoCAD Commands]]></category>
		<category><![CDATA[Tips and Tricks]]></category>

		<guid isPermaLink="false">http://howtoautocad.com/?p=2735</guid>
		<description><![CDATA[<a href="http://howtoautocad.com/the-setbylayer-command/"><img align="left" hspace="5" width="150" 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" 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				<content:encoded><![CDATA[<p></p><p>As of AutoCAD 2008, we have a new command for dealing with the layering properties of objects en-masse. The SETBYLAYER Command.</p>
<p>As you&#8217;d expect, this is used for setting properties to ByLayer (as they mostly should be). You might say that you can do that already by just selecting everything and changing the layer in the properties window to ByLayer. But the beauty of SETBYLAYER is that it gets into all the corners of your drawing &#8211; this one will go through every block, layout and pretty much everything else, and will change it all to ByLayer. Very useful, especially on those drawings which seem to contain loads of nested blocks with obscure properties.</p>
<p>There is also a menu for controlling the behaviour of the command, which also corresponds to the SETBYLAYERMODE system variable.</p>
<p><img alt="" 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" /></p>
<p>The variable is saved at application level, so changes you make to SETBYLAYERMODE will persist between drawings. To access the menu type &#8220;S&#8221; in the command line after invoking the SETBYLAYER command.</p>
<p>I hope you find this as useful as I do &#8211; it&#8217;s one of my favourite commands for cleaning up drawings.</p>
<p>Will</p>
<p>P.S. Finally, as usual I&#8217;d like to encourage all non-subscribers out there to pop your email address into the box below. I&#8217;ve loads of tips and tools to share with you all, and I want to spread the word as far as possible!</p>
<img src="http://feeds.feedburner.com/~r/HowToAutoCAD/~4/s-RA6L4prB8" height="1" width="1"/>]]></content:encoded>
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		<slash:comments>0</slash:comments>
		<feedburner:origLink>http://howtoautocad.com/the-setbylayer-command/</feedburner:origLink></item>
		<item>
		<title>Export To AutoCAD</title>
		<link>http://feedproxy.google.com/~r/HowToAutoCAD/~3/tL_tHfMiueA/</link>
		<comments>http://howtoautocad.com/export-to-autocad/#comments</comments>
		<pubDate>Mon, 11 Feb 2013 06:00:21 +0000</pubDate>
		<dc:creator>Will</dc:creator>
				<category><![CDATA[AutoCAD Commands]]></category>
		<category><![CDATA[Tips and Tricks]]></category>

		<guid isPermaLink="false">http://howtoautocad.com/?p=2746</guid>
		<description />
				<content:encoded><![CDATA[<p></p><p>Hi everyone,</p>
<p>Quick tip for all of you using AutoCAD verticals such as Civil 3D. You&#8217;ll no doubt have noticed that if you open drawings created in an AutoCAD vertical will have it&#8217;s native objects displayed as OLE objects in vanilla AutoCAD. It can sometimes be difficult when you only have access to vanilla AutoCAD to make use of drawings with OLE objects, but there is a convenient command specifically set up to export your drawing from the vertical using only entities available in vanilla AutoCAD.</p>
<p>The command is -EXPORTTOAUTOCAD. Make special note of the dash preceding the command, which is required. If you find it more memorable you can also use the AECTOACAD command, which is just an alias for invoking the same thing.</p>
<p>Of course, any drawing that has been exported via this means will not contain the functionality you&#8217;d get from the AutoCAD vertical, but it makes the entities much more useful in AutoCAD.</p>
<p>That&#8217;s all for today, more tips to come.</p>
<p>Will</p>
<img src="http://feeds.feedburner.com/~r/HowToAutoCAD/~4/tL_tHfMiueA" height="1" width="1"/>]]></content:encoded>
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		<item>
		<title>Copy Layers to Excel</title>
		<link>http://feedproxy.google.com/~r/HowToAutoCAD/~3/aSrC4JiCBsE/</link>
		<comments>http://howtoautocad.com/copy-layers-to-excel/#comments</comments>
		<pubDate>Wed, 06 Feb 2013 06:00:16 +0000</pubDate>
		<dc:creator>Will</dc:creator>
				<category><![CDATA[Tips and Tricks]]></category>

		<guid isPermaLink="false">http://howtoautocad.com/?p=2739</guid>
		<description />
				<content:encoded><![CDATA[<p></p><p>Hi everyone,</p>
<p>Recently someone showed me a really simple, and rather obscure tip that I thought was pretty neat. I must admit, I&#8217;m yet to find a practical use for it, but I&#8217;m sure as with many other obscure commands it&#8217;ll be extremely useful in that once-in-a-blue-moon occasion that demands it&#8230;</p>
<p>Autodesk have evidently made it possible to copy and paste layers from the layer dialogue box to a text format, either in a text editor, or most conveniently, directly into Microsoft Excel. Simply select the layers you want to copy, press CTRL+C and just paste it into your spreadsheet. There, you could perhaps report on &#8230; something ?! Like I said, I haven&#8217;t found a practical use for this yet &#8211; but let me know what you all come up with, now that you know this functionality exists!</p>
<p>That&#8217;s all for today,</p>
<p>Will</p>
<p>P.S. If you liked this tip please do subscribe below, and do forward on any tips you want me to share <img src='http://howtoautocad.com/wp-includes/images/smilies/icon_smile.gif' alt=':-)' class='wp-smiley' /> </p>
<img src="http://feeds.feedburner.com/~r/HowToAutoCAD/~4/aSrC4JiCBsE" height="1" width="1"/>]]></content:encoded>
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		<item>
		<title>The SOLID Command</title>
		<link>http://feedproxy.google.com/~r/HowToAutoCAD/~3/owdSfVNG6do/</link>
		<comments>http://howtoautocad.com/thesolid/#comments</comments>
		<pubDate>Mon, 04 Feb 2013 06:00:35 +0000</pubDate>
		<dc:creator>Will</dc:creator>
				<category><![CDATA[AutoCAD Commands]]></category>

		<guid isPermaLink="false">http://howtoautocad.com/?p=2682</guid>
		<description />
				<content:encoded><![CDATA[<p></p><p>Hatching is one of the easiest, least irritating, and straightforward commands in AutoCAD.</p>
<p>Not.</p>
<p>But there are quite a few other commands that can help with the little things &#8211; for example, it can be quite frustrating when all you want to do is create a small, simple solid hatch, but you still have to jump through all the hoops of clearly defining a boundary or messing with picking points, which as I&#8217;m sure you all know can sometimes be very frustrating! In this case I generally use the SOLID command.</p>
<p>Using the solid command you have to pick either three or four points, and a solid hatch will be created immediately. This is great for quickly hatching simple shapes, and is extremely reliable and fast.</p>
<p>The order of your clicks can be important though, but once you get the hang of picking points in a sort of Z shape as opposed to going around in a circle, it will become second nature.</p>
<p>That&#8217;s it for today,</p>
<p>Will</p>
<p>P.S. please subscribe and send me your suggestions for what you&#8217;d like me to cover!</p>
<img src="http://feeds.feedburner.com/~r/HowToAutoCAD/~4/owdSfVNG6do" height="1" width="1"/>]]></content:encoded>
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