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<title>Educational Articles</title>
<link>https://holisticdentallearning.com</link>
<atom:link href="https://holisticdentallearning.com/inc/blog?blog=1079" rel="self" type="application/rss+xml" />
<description>This section contains educational articles from Dr. Greg Tarantola that explore the connection between oral health and whole-body health.

Topics include prevention, daily oral care, breathing and sleep, healing capacity, and understanding dental treatment options. The goal is to provide practical information that helps people protect their teeth and support their overall health.</description>

<item>
<title>Body Energy Meridians and Qi: A Whole-Body Perspective</title>
<link>https://holisticdentallearning.com/blog_articles/view/1098</link>
<pubDate>Fri, 17 Apr 2026 14:50:00 CDT</pubDate>
<author>Dr T.</author>
<guid>https://holisticdentallearning.com/blog_articles?blogm=view&amp;blogid=1098</guid>
<description><![CDATA[<p align="center" style="text-align:center; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b>Body Energy Meridians and Qi: A Whole-Body Perspective</b></span></span></span></p>

<p align="center" style="text-align:center; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><img 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style="width:275px; height:430px" /></span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">In many traditional healing systems, the body is viewed not only as a physical structure, but also as an <b>energetic system</b>.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">One of the most well-known concepts is the idea of <b>Qi (pronounced &ldquo;chee&rdquo;)</b>, often described as the body&rsquo;s vital energy. According to traditional Chinese medicine, Qi flows through pathways in the body known as <b>meridians</b>.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Understanding these concepts can offer a broader perspective on how the body functions and how different systems may be interconnected.</span></span></span></p>

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<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b>What Is Qi?</b></span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Qi is often described as the <b>vital life force</b> that supports all functions of the body.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">In traditional medicine, balanced and smoothly flowing Qi is associated with health and vitality, while disruptions in this flow are thought to contribute to imbalance or discomfort.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Although Qi is not measured in the same way as physical structures like blood vessels or nerves, the concept reflects an understanding that the body functions as an <b>integrated whole</b>.</span></span></span></p>

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<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b>What Are Meridians?</b></span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Meridians are described as <b>pathways through which Qi flows</b> throughout the body.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">These pathways connect different regions and systems, forming a network that links:</span></span></span></p>

<p style="margin-left:.5in; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">*organs<br />
*muscles<br />
*connective tissues<br />
*and surface areas of the body </span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">In practices such as acupuncture and acupressure, specific points along these meridians are stimulated to help support balance within the body.</span></span></span></p>

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<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b>A Broader View of Health</b></span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Modern science describes the body in terms of:</span></span></span></p>

<p style="margin-left:.5in; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">*the nervous system<br />
*the circulatory system<br />
*the immune system<br />
*biochemical signaling </span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Traditional systems describe function in terms of <b>energy flow and balance</b>.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">While these perspectives use different language, both approaches recognize that:</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b>the body is highly interconnected.</b></span></span></span></p>

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<p align="center" style="text-align:center; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b>The Mouth&ndash;Body Connection and Energy Flow</b></span></span></span></p>

<p align="center" style="text-align:center; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><img 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" style="width:204px; height:303px" /></span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">From a whole-health perspective, the mouth is not separate from the rest of the body.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">It is connected through:</span></span></span></p>

<ul>
	<li style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">blood circulation </span></span></span></span></li>
	<li style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">nerve pathways </span></span></span></span></li>
	<li style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">immune responses </span></span></span></span></li>
</ul>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Some traditional perspectives also associate the teeth and oral structures with broader systemic relationships through energetic pathways.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">While interpretations vary, this reinforces an important idea:</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b>oral health is part of overall health.</b></span></span></span></p>

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<hr align="center" size="2" width="100%" /></div>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b>Daily Habits That Support Balance</b></span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Regardless of the framework used&mdash;biological or energetic&mdash;daily habits play an important role in maintaining balance.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">These include:</span></span></span></p>

<ul>
	<li style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">proper oral hygiene </span></span></span></span></li>
	<li style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">balanced nutrition </span></span></span></span></li>
	<li style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">nasal breathing </span></span></span></span></li>
	<li style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">quality sleep </span></span></span></span></li>
	<li style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">stress management </span></span></span></span></li>
</ul>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Supporting these areas helps maintain both <b>physical function and overall well-being</b>.</span></span></span></p>

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<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b>A Thoughtful Perspective</b></span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Concepts such as Qi and meridians offer a different way of thinking about the body.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">While not all aspects are defined within modern scientific measurement, they reflect a long-standing effort to understand health as a <b>dynamic and interconnected process</b>.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Exploring multiple perspectives can help broaden our understanding and encourage a more comprehensive approach to health.</span></span></span></p>

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<p align="center" style="text-align:center; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><img 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style="width:452px; height:322px" /></span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b>You can see an&nbsp;&ldquo;Interactive Tooth Meridian&rdquo; Chart in #3 of the InfoSheet Table of Contents on&nbsp;the Home Page</b></span></span></span></p>

<p style="margin:0in 0in 8pt"></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b>Final Thoughts</b></span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">The body can be viewed through many lenses&mdash;structural, biochemical, neurological, and energetic.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Each perspective contributes to a deeper understanding of how the body functions as a whole.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">By considering both modern and traditional viewpoints, we can better appreciate the complexity of the human body and the importance of maintaining balance in all aspects of health.</span></span></span></p>

<p style="margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">See a video Dr. T made at&nbsp;</span></span></span><a href="https://www.instagram.com/reel/DXPorqfDUNI/?utm_source=ig_web_copy_link&amp;igsh=MzRlODBiNWFlZA==">https://www.instagram.com/reel/DXPorqfDUNI/?utm_source=ig_web_copy_link&amp;igsh=MzRlODBiNWFlZA==</a></p>

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