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	<title>one-o-one &#187; share</title>
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		<pubDate>Wed, 09 Jul 2014 11:21:33 +0000</pubDate>
		<dc:creator><![CDATA[Natalia Orendain]]></dc:creator>
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		<title>The next black- A film about the future of clothing</title>
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		<pubDate>Tue, 24 Jun 2014 16:51:39 +0000</pubDate>
		<dc:creator><![CDATA[Natalia Orendain]]></dc:creator>
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		<title>shopping</title>
		<link>https://nerding.at/course/101/?p=1359</link>
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		<pubDate>Tue, 17 Jun 2014 09:29:20 +0000</pubDate>
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		<title>Bike Light projects</title>
		<link>https://nerding.at/course/101/?p=1334</link>
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		<pubDate>Mon, 16 Jun 2014 15:03:26 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
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		<description><![CDATA[<a href="https://nerding.at/course/101/?p=1334"><img align="left" hspace="5" width="150" src="http://www.izm.fraunhofer.de/content/dam/izm/de/images/News-Events/News/2013/Hightech-Fahrradjacke/Bike_Bildergalerie.png" class="alignleft wp-post-image tfe" alt="" title="" /></a>Sporty Supaheroe by Fraunhofer Institute, Wolfgang Langeder http://www.izm.fraunhofer.de/en/news_events/tech_news/hightech-fahrradjacke-sporty-supaheroe-erhaelt-red-dot-design-aw.html turn signal biking jacket by Leah Buechley http://web.media.mit.edu/~leah/LilyPad/build/turn_signal_jacket.html Vega Wearable Light by Angella Mackey http://www.vegalite.com/ How to Make a Bike Light Glove by Jacqui 87 http://www.instructables.com/id/How-to-Make-Bike-Light-Gloves/ zackees http://zackees.com/]]></description>
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		<title>Main Project</title>
		<link>https://nerding.at/course/101/?p=1214</link>
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		<pubDate>Fri, 13 Jun 2014 17:07:55 +0000</pubDate>
		<dc:creator><![CDATA[Lucas Rex]]></dc:creator>
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" class="alignleft wp-post-image tfe" alt="" title="" /></a>Bender is an interactive bike light, that helps keeping you safe at night. The product is worn on the upper sleeve. It combines the functions of a back light and a turning signal. Bender is a snap bracelet. It&#8217;s light and easy to apply. The light is emitted byred and yellow Electroluminiscent (EL-) surfaces. They [&#8230;]]]></description>
		<wfw:commentRss>https://nerding.at/course/101/?feed=rss2&#038;p=1214</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Thermochromic ink projects</title>
		<link>https://nerding.at/course/101/?p=1094</link>
		<comments>https://nerding.at/course/101/?p=1094#comments</comments>
		<pubDate>Mon, 26 May 2014 11:36:44 +0000</pubDate>
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		<guid isPermaLink="false">http://nerding.at/course/101/?p=1094</guid>
		<description><![CDATA[<a href="https://nerding.at/course/101/?p=1094"><img align="left" hspace="5" width="150" src="http://labb.smarttextiles.se/wp-content/uploads/2011/04/forms1-310x150.jpg" class="alignleft wp-post-image tfe" alt="" title="" /></a>Dynamic Double Weave by Maggie Orth http://www.maggieorth.com/ Recurring Patterns by Smart Textile Design Lab, Swedish School of Textiles http://smarttextiles.se/recurring-patterns/ Liquid Crystal works by Sara Robertson http://thepopupworkshop.wordpress.com/ Thermochromic Tutu by Lynsey Calder Symbiosis by Kärt Ojavee k-o-i.ee/ http://www.symbiosiso.com]]></description>
		<wfw:commentRss>https://nerding.at/course/101/?feed=rss2&#038;p=1094</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>embedded lights in textile</title>
		<link>https://nerding.at/course/101/?p=1055</link>
		<comments>https://nerding.at/course/101/?p=1055#comments</comments>
		<pubDate>Sun, 25 May 2014 15:50:44 +0000</pubDate>
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		<guid isPermaLink="false">http://nerding.at/course/101/?p=1055</guid>
		<description><![CDATA[<a href="https://nerding.at/course/101/?p=1055"><img align="left" hspace="5" width="150" src="http://smarttextiles.se/wp-content/uploads/2011/01/functional-styling-1.jpg" class="alignleft wp-post-image tfe" alt="" title="" /></a>Functional Styling by Linda Worbin A carpet woven with EL wires. It is equipped with sensors enabling the users to interact with the carpet with various light behaviors. IKAT by Astrid Krogh http://www.astridkrogh.com/html/exh-10.html A light tapestry of paper yarn with organic patterns created in optical fibres. Trendease by Sarah Taylor http://www.weareoca.com/fine_art/introducing-sarah-taylor-new-textiles-curriculum-leader/ Jacket Antics by Barbara [&#8230;]]]></description>
		<wfw:commentRss>https://nerding.at/course/101/?feed=rss2&#038;p=1055</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Make your own MakeyMakey</title>
		<link>https://nerding.at/course/101/?p=1052</link>
		<comments>https://nerding.at/course/101/?p=1052#comments</comments>
		<pubDate>Thu, 22 May 2014 12:23:25 +0000</pubDate>
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		<guid isPermaLink="false">http://nerding.at/course/101/?p=1052</guid>
		<description><![CDATA[<a href="https://nerding.at/course/101/?p=1052"><img align="left" hspace="5" width="150" src="https://s3.amazonaws.com/ksr/assets/001/059/420/ce6982eaa9a0da1735c26bac0a15e9bb_large.jpg?1381484096" class="alignleft wp-post-image tfe" alt="" title="" /></a>&#8220;Makey Makey is a nice and fun Open Hardware project, developed by Mit researchers Jay Silver and Eric Rosenbaum. It’s an Arduino based project that could get started through crowdfunding. Basically you can turn any conductive surface into a sensor: bananas and other fruit/vegetables, cutlery, water, metal tools, conductive dough, human skin…When you connect to [&#8230;]]]></description>
		<wfw:commentRss>https://nerding.at/course/101/?feed=rss2&#038;p=1052</wfw:commentRss>
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		</item>
		<item>
		<title>Other kinds of Motors</title>
		<link>https://nerding.at/course/101/?p=1041</link>
		<comments>https://nerding.at/course/101/?p=1041#comments</comments>
		<pubDate>Wed, 21 May 2014 10:05:57 +0000</pubDate>
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		<guid isPermaLink="false">http://nerding.at/course/101/?p=1041</guid>
		<description><![CDATA[<a href="https://nerding.at/course/101/?p=1041"><img align="left" hspace="5" width="150" src="http://www.designworldonline.com/uploads/ImageGallery/pcb4.jpg" class="alignleft wp-post-image tfe" alt="" title="" /></a>Piezo Motor Free Energy Magnet Motor]]></description>
		<wfw:commentRss>https://nerding.at/course/101/?feed=rss2&#038;p=1041</wfw:commentRss>
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		</item>
		<item>
		<title>Nerdy speakers</title>
		<link>https://nerding.at/course/101/?p=1039</link>
		<comments>https://nerding.at/course/101/?p=1039#comments</comments>
		<pubDate>Wed, 21 May 2014 09:57:52 +0000</pubDate>
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		<guid isPermaLink="false">http://nerding.at/course/101/?p=1039</guid>
		<description><![CDATA[<a href="https://nerding.at/course/101/?p=1039"><img align="left" hspace="5" width="150" src="http://i1.ytimg.com/vi/R7zjfaPKMSE/maxresdefault.jpg" class="alignleft wp-post-image tfe" alt="" title="" /></a>How to Make Piezoelectric Crystal Speaker Very nerdy.. a lot of work to nicely wake up in the morning. If you want to try the way he is showing.. be very very careful with the transformer.. and here is Homemade Piezoelectric Transducer]]></description>
		<wfw:commentRss>https://nerding.at/course/101/?feed=rss2&#038;p=1039</wfw:commentRss>
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