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<title>Tajima DG by Pulse Community - News and Articles - Auto-Kerning and Visual Kerning - Messages</title>
<link>https://dgcommunity.pulsemicro.com/topic38-autokerning-and-visual-kerning.aspx</link>
<description>Tajima DG by Pulse Community - News and Articles - Auto-Kerning and Visual Kerning - Messages</description>
<language>en-us</language>
<docs>http://blogs.law.harvard.edu/tech/rss</docs>
<generator>Jitbit AspNetForum</generator>
<pubDate>Fri, 04 May 2018 08:57:29 GMT</pubDate>
<lastBuildDate>Fri, 04 May 2018 08:57:29 GMT</lastBuildDate>
<item>
<link>https://dgcommunity.pulsemicro.com/topic38-autokerning-and-visual-kerning.aspx</link>
<title>Message from isilay</title>
<description><![CDATA[You must see the kerning points in order to edit them.<br/>"Show Beads" icon must be active and the text segment must be selected in order to see the kerning points.<br/>Here is the screen shot:<br/><img 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" 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<pubDate>Fri, 04 May 2018 08:57:29 GMT</pubDate>
</item>
<item>
<link>https://dgcommunity.pulsemicro.com/topic38-autokerning-and-visual-kerning.aspx</link>
<title>Message from NancyT</title>
<description><![CDATA[Question: How to manually kern when kerning point can not be seen? TIA.<br/><i>edited by NancyT on 4/24/2018</i>]]></description>
<pubDate>Tue, 24 Apr 2018 17:41:38 GMT</pubDate>
</item>
<item>
<link>https://dgcommunity.pulsemicro.com/topic38-autokerning-and-visual-kerning.aspx</link>
<title>Message from Tajima Software</title>
<description><![CDATA[<b><u>Auto Kerning and Visual Kerning<br/></u></b><br/>Kerning is always a hot topic of conversation amongst expert digitizers.<br/><br/>For the beginner, kerning refers to the spacing between pairs of letters. Due to the different dimensions of each character, the spacing between certain pairs of letters needs to be different in order to get the proper look. The go-to example for this is to look at the spacing between the names Tim and Tom.<br/><br/><br/><br/>  <img src="http://embroidery.pulsemicro.com/CommunityImgs/TimandTom1.png" border="0"><br/><br/>  You can see in the example above that “Tim” looks correct whereas “Tom” looks like the spacing is too far apart between the “T” and the “O”. The edges of the characters are spaced the same in both cases, but auto-kerning recognizes the letter pairing and corrects this mistake by bringing the “T” and the “O” closer together.<br/><br/><br/>  <img src="http://embroidery.pulsemicro.com/CommunityImgs/TimandTom2.png" border="0"><br/><br/>When you’re purchasing embroidery software or new fonts, it’s important to ask if the fonts are optimized with auto-kerning.<br/><br/>New software may also come with an option called Visual Kerning. This tool allows users to make edits to kerning pairs for each and every font in their software. This is now a drag and drop tool which makes the formerly tedious process very simple. Even novice digitizers can take advantage of this tool to customize how each font appears in their software. Kerning may seem like a small part of digitizing but it makes all of the difference in the finished product.<br/><i>edited by PulseMicro on 5/13/2015</i>]]></description>
<pubDate>Tue, 12 May 2015 20:03:59 GMT</pubDate>
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</channel>
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