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	<title>Dragon &#38; Tiger Qigong</title>
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	<description>A Medical Qigong Exercise for Energy and Health</description>
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		<title>Qigong Principle: First Separate and Then Combine</title>
		<link>http://dragonandtigerqigong.com/qigong-principle-first-separate-and-then-combine/</link>
		<comments>http://dragonandtigerqigong.com/qigong-principle-first-separate-and-then-combine/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 01:21:26 +0000</pubDate>
		<dc:creator>richard</dc:creator>
				<category><![CDATA[Learn Qigong]]></category>
		<category><![CDATA[movements]]></category>
		<category><![CDATA[Qigong]]></category>
		<category><![CDATA[Taoist Principle]]></category>

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		<description><![CDATA[The principle of breaking qigong movements into microcomponents follows an ancient Taoist principle of learning called &#8220;first separate and then combine.&#8221;  First you learn to become comfortable with a specific microcomponent within the qigong set. Next you learn and practice a second one. Then you combine both qigong components and practice them simultaneously until they [...]]]></description>
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" alt="" width="210" height="210" />The principle of breaking qigong movements into microcomponents follows an ancient Taoist principle of learning called &#8220;first separate and then combine.&#8221;  First you learn to become comfortable with a specific microcomponent within the qigong set.</p>
<p>Next you learn and practice a second one. Then you combine both qigong components and practice them simultaneously until they feel as thought they are one movement. After this you will practice a new component by itself until it becomes comfortable.</p>
<p>Then you will combine and integrate it with the others until these three components feel like one. In this way you will build your skill in a relaxed manner and avoid feeling overwhelmed or leaving valuable parts out.</p>
<p>&nbsp;</p>
]]></content:encoded>
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		<title>Hello world!</title>
		<link>http://dragonandtigerqigong.com/hello-world/</link>
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		<pubDate>Fri, 06 Jan 2012 08:22:26 +0000</pubDate>
		<dc:creator>Bruce Frantzis</dc:creator>
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