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		<title>Chi Energy and Cool Temperature Equals Extreme Abilities</title>
		<link>http://www.chienergyheals.com/2011/12/chi-energy-and-cool-temperature-heals/</link>
		<comments>http://www.chienergyheals.com/2011/12/chi-energy-and-cool-temperature-heals/#comments</comments>
		<pubDate>Wed, 28 Dec 2011 21:11:04 +0000</pubDate>
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				<category><![CDATA[Bioenergy and Chienergy Extreme Abilities]]></category>

		<guid isPermaLink="false">http://www.chienergyheals.com/?p=5824</guid>
		<description><![CDATA[Cool Temperature Chi by Sifu Cindy Cicero &#160; In the past, &#8220;Cool Energy&#8221; reminded me of my earlier days in defense contract work at Litton Industries. This was a challenging time when technology was all about thin film components used in our military aircraft. The challenge was we just couldn&#8217;t get pass the &#8220;heat&#8221; factor [...]]]></description>
			<content:encoded><![CDATA[<h1><span style="color:#000;"><span style="font-family: georgia,serif;"><span style="font-size: 22px;"><strong>Cool Temperature Chi </strong></span></span></span></h1>
<h1><span style="color:#000;"><span style="font-family: georgia,serif;"><span style="font-size: 22px;"><strong>by Sifu Cindy Cicero </strong></span></span></span></h1>
<h1><span style="color:#000;"><span style="font-family: georgia,serif;"><span style="font-size: 22px;"><strong>&nbsp;<br />
	</strong></span></span></span></h1>
<p><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">In the past, &ldquo;Cool Energy&rdquo; reminded me of my earlier days in defense contract work at Litton Industries. This was a challenging time when technology was all about thin film components used in our military aircraft. The challenge was we just couldn&rsquo;t get pass the &ldquo;heat&rdquo; factor produced by the aircraft&rsquo;s environment on our very small microcircuit units. It was this excess of heated energy that needed to be cooled. These special military aircraft went experienced major temperature swings while in operation. And if the temperature could be maintained in a &ldquo;cooled way&rdquo; then we could have functional integrity of the micro components.</span></span></span></p>
<p><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">In my world today, &ldquo;Cool Energy&rdquo; is all about using a cool temperature bio-energy method that releases the excess heat buildup in the mind and body. We all build various amounts of daily excess stress in our bodies which in turn produces a &ldquo;heat&rdquo; factor. And it&rsquo;s this &ldquo;heat&rdquo; build up in our body that sends the message to our brain to produce more energy. The more energy demand the more heat produced. It&rsquo;s the energy demand which depletes our precious bio-energy.</span></span></span></p>
<p><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">This heat factor rises to an excessive level that &ldquo;wears us out&rdquo; physically and mentally. Every to do list and every concerned thought adds emotional fatigue &ldquo;more stress&rdquo; than the human body can handle. Do to the over stimulation of our mental or physical activities create excessive &ldquo;heat&rdquo;, which breaks down our health in so many different ways. And as this adds up over time, to put it plainly, we just don&rsquo;t feel so good&hellip; Can Cool &ldquo;Chi&rdquo; energy be the answer to reduce and eliminate excessive &ldquo;heat&rdquo; to heal our mind and body? Can we wake up feeling good and stay cool minded as we move through our busy days&hellip; Yes, we can learn to maintain a cool temperature that relaxes &amp; heals the body and mind. Please just read on and find out&hellip; </span></span></span></p>
<p><strong><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">First, &ldquo;What is Chi or Bio-Energy?&rdquo; </span></span></span><br />
	</strong></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Chi Energy Heals Instructor Don Brown cites: &ldquo;Although surrounded by ancient mysticism, chi is that which Western scientists have called the Quantum field. The theories are markedly similar when compared side-by-side. Each [Chinese Mysticism and Quantum Mechanics (1)] speaks of an energy field made up of tiny particles that comprise everything, and move through everything. Looking at it from a scientific point of view, the shroud of mystery is removed and an objective, scientific perspective remains.</span></span></span></p>
<p><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">With the understanding that chi, synonymous with quantum particles, makes up everything and moves through every object, it logically extends that human beings are also made up of these small particles and as both camps postulate, this energy moves through everything. In the movie, the &ldquo;Matrix&rdquo;, it is proposed that: &ldquo;The human body generates more bio-electricity than a 120-volt battery and over 25,000 BTU&rsquo;s of body heat&rdquo;(2). This is a form of energy. &ldquo;&ldquo;According to the Center for Space Power and Advanced Electronics, a NASA commercial center in Alabama, the human body is capable of producing 11,000 watt hours. Broken into usable terms, waiting to be harvested are 81 watts from a sleeping person, 128 from a soldier standing at ease, 163 from a walking person, 407 from a briskly walking person, 1,048 from a long distant runner, and 1,630 from a sprinter, according to the center&rdquo;&rdquo;.(3) Heated temperatures &amp; Cool Chi To aid in understanding heat &amp; cool Chi or bio-energy on a personal level: Let&rsquo;s say when you are &ldquo;hot under the collar&rdquo; or perhaps experiencing intense thoughts, concerns and\or fearful emotions, it is at that time that your body releases of a flood of fight and flight hormones.</span></span></span></p>
<p><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">This release of hormones, creates a high demand for more energy because of the increased stress on the body. If &ldquo;left unmanaged&rdquo; &mdash; Heat builds up. This is the buildup that breaks down the body and mind and leads to many different types of illness and disease. Over time we just get accustomed to or ignore the little warning signs of fatigue and frustration from our multitasking &amp; &ldquo;always on the go&rdquo; activity. After &ldquo;being in our heads&rdquo; all day, we can sometimes forget how to think straight or make a choice about dinner &mdash; . </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">You see our brains really never stop producing heat. And when we push out of our comfort zone the nervous system sends a message for more energy. Accordingly the mind and body and feeds the demand to produce more energy. If we never relax down then brain keeps the fire burning till the mind &amp; body is mentally and physically exhausted. We need to give ourselves the time to learn to relax and get our joy back with a cool bio-energy for body and mind. </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Here is way to feel the immediate benefits of cool chi energy </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">1. Go to the freezer take out a least two ice packs </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">2. Wrap them in kitchen towels </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">3. Put one curled up on the back nape of your neck &amp; head </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">4. Put the other one on your chest area </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">5. Relax down and read more about how &ldquo;Cool Chi Heals&rdquo; You start to feel relaxed and cooled down after applying the cool packs, while experiencing a calm alertness.</span></span><br />
	</span></p>
<p><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">This results because you have released daily excess heat and lowered your heart rate and blood pressure. You may have even thought you were already relaxed however by just using this physical cool method you relax even deeper. Relaxation is the key to using bio-energy for healing. This is an alternative method that has immense benefits to the mind and body&rsquo;s health and longevity. Nice and Cool&hellip; Now to handle daily heat build up from stress, learn to simply &ldquo;cool down&rdquo;. By cooling your bio electrical system you&rsquo;re adding years to your life! By cooling down the body, the mind understands the routine of taking a time out for relaxation. You&rsquo;ll actually go out of your way and remember to use the &ldquo;icepacks&rdquo;. It&rsquo;s the cause and effect of being able to shift into a good and cool feeling that is so desirable, producing great effects for your health simply because you cooled down&hellip; </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">At the School of Chi Energy Heals we teach how to maintain emotional stability &ldquo;on command&rdquo; using a cool bio-energy. To accomplish this we&rsquo;ve developed a &ldquo;Tri-concept&rdquo; method. It&rsquo;s the artful skill in combining &ldquo;Three Qualities&rdquo;.</span></span></span></p>
<p><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">The first two are &ldquo;a good feeling and a cool temperature. Last and most important quality is learning to build the presence of an &ldquo;Energy Form&rdquo; while maintaining a good feeling &amp; cool &ndash; mind &amp; body. This is a step by step process&hellip;. Energy healing skills are taught based on two important and specific attributes blended into bio-energy chi exercises. It&rsquo;s the good feeling &amp; cool temperature blend that cools the &ldquo;Chi&rdquo; that is naturally &ldquo;heated bio-energy&rdquo;. When the body&rsquo;s endocrine system responds to cooling down it releases serotonin, cortisol and other hormones that are anti-inflammatory. And the body continues to release cool pheromones, which activate Natural Killer cells that keep the immune system in optimal balance. The chi energy exercises are simple and easy to learn low impact aerobic exercises that build high levels of bio-energy in your body&rsquo;s nerve fiber system.</span></span></span></p>
<p><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">You&rsquo;ll learn step by step how to feel the temperature, emotional content and pressure and density of this electromagnetic bio-energy. Through training you become sensitive and physically feel the energy while learning to create highly specialized healing forms that are very easy to learn. Best of all, you&rsquo;ll be able to use your bio-energy healing forms to command emotional stability with a good feeling and cool energy to heal the body &amp; mind, at any time. Being able to heal yourself and others at the cellular level with a good feeling and cool bio-energy is a gift of health that keeps giving back. And it answers the question &ldquo;Can Cool chi energy heal?&rdquo;&hellip; Just ask yourself how you feel right now &mdash; after using the 4 steps to cooling your body and mind.</span></span></span></p>
<p><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Instructor Don Brown&rsquo;s interpretation of our cool chi method: &ldquo;The idea of keeping my energy &ldquo;cool&rdquo; was an abstract concept that was particularly difficult to grasp. At the time, I had not realized that chi/electromagnetic energies have physical temperatures; nor did I realize the cause and effect relationship between &ldquo;hot&rdquo; chi and the physical manifestations of strained muscles, internal discomforts, and disruptive energies exacerbating interpersonal relationships.&rdquo;(4) Below is just one more excellent example of how the body and mind can relax with a cool and good feeling virtual world to manage pain instead of depending on pharmaceutical drugs. </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Virtual-Reality Video Game To Help Burn Patients Play Their Way To Pain Relief &mdash; Science Daily (Mar. 22, 2008) &ldquo;To a patient recovering from severe burns, no place would be more soothing than a polar landscape of gently falling snowflakes, snowmen, penguins, igloos and icy rivers. The Snow World software was designed by Hunter G. Hoffman, Ph.D., and David Patterson, Ph.D., research scientists in Seattle, who were both motivated by their concern for the pain, fear and anxiety that children and teenagers experience when undergoing therapy for burn injuries.&rdquo; The virtual-reality system eases pain of treatment by immersing burn patients in a wintry, computer-generated environment.</span></span></span></p>
<p><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Its interactive, multi-sensory, features put patients in a deep freeze of distraction, leaving less attention for the processing of incoming pain signals. It&rsquo;s similar to what has been done with music, movies and even two-dimensional video games, but more effective because it involves problem-solving activities that emphasize coolness.&rdquo;(5) </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">In Conclusion, We believe this cool chi energy does heal. And it was our desire to unravel some of the mystery to relaxing and cooling down with bio-energy. We hope you continue to use the five steps to cool down in this article on a daily basis till a &ldquo;cool nature&rdquo; becomes a second nature. You&rsquo;ll enjoy the relaxation.</span></span></span></p>
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		<title>Chi Energy and Conventional Wisdom</title>
		<link>http://www.chienergyheals.com/2011/12/chi-energy-and-conventional-wisdom/</link>
		<comments>http://www.chienergyheals.com/2011/12/chi-energy-and-conventional-wisdom/#comments</comments>
		<pubDate>Wed, 28 Dec 2011 20:27:29 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Healing Energy with Chi]]></category>

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		<description><![CDATA[Chi Energy and Conventional Wisdom &#160; &#8220;Men of my age flock together; we are birds of a feather, as the old proverb says. &#8220;- Plato&#8217;s Republic. A recent article in Wired magazine sparked a thought that resounded not only with the aforementioned proverb, but also with some of the wise council provided by Sifu Jones: [...]]]></description>
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<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 20pt; line-height: 115%;">Chi Energy and Conventional Wisdom</span></span></p>
<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">&nbsp;</span></span></p>
<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">&ldquo;Men of my age flock together; we are birds of a feather, as the old proverb says. &ldquo;- Plato&rsquo;s <i style="mso-bidi-font-style:normal">Republic</i>.</span></span></p>
<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">A recent article in <i style="mso-bidi-font-style:normal">Wired</i> magazine sparked a thought that resounded not only with the aforementioned proverb, but also with some of the wise council provided by Sifu Jones: training partners and the sense of &ldquo;community&rdquo; is important when undergoing Chi Energy training [specifically] and the esoteric journey [in general].</span></span></p>
<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">The concept of the &ldquo;community&rdquo; has evolved with technological advances.&nbsp; No longer limited by distance, family and friends are able to stay connected via a plethora of networking capabilities: telephone; email; web-cams; etceteras.&nbsp; Even virtual environments that form social networks provide a means of maintaining current and cultivating new relationships.&nbsp; Opportunities to befriend a friend&rsquo;s friend are simply a &ldquo;click&rdquo; away.&nbsp; Regardless, however, of the nature of the relationships, up close and personal or electronic, the axiom holds true: &ldquo;Birds of a feather flock together&rdquo;.</span></span></p>
<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">&ldquo;The Buddy System: How Medical Data Revealed Secret to Health and Happiness&rdquo;, written by Jonah Lehrer and published in <i style="mso-bidi-font-style:normal">Wired</i> documents relates the findings of Nicholas Christakis (Harvard social scientist) and James Fowler (UC San Diego political scientist).&nbsp; <a href="http://www.wired.com/medtech/health/magazine/17-10/ff_christakis?currentPage=all">http://www.wired.com/medtech/health/magazine/17-10/ff_christakis?currentPage=all</a> </span></span></p>
<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">Based upon research regarding a Framingham, Massachusetts community in 1948 that included parents, children, friends and friends of friends, the extrapolated data was jaw dropping.</span></span></p>
<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">Via the precision of statistical analysis and rigor, Christakis and Fowler noted some very interesting things about the Framingham, Massachusetts community that speak volumes to our everyday lives and choices we make.&nbsp; For example: &ldquo;</span><span lang="EN" style="font-size: 14pt; line-height: 115%; color: black;">In the early &#39;70s, 65 percent of Framingham residents ages 40 to 49 smoked regularly. By 2001, only 22 percent consumed one or more cigarettes daily. But the smoke didn&#39;t clear at random: Friends and family had a decisive influence.&rdquo;&nbsp; </span></span></p>
<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;"><a href="http://www.wired.com/medtech/health/magazine/17-10/ff_christakis?currentPage=all">http://www.wired.com/medtech/health/magazine/17-10/ff_christakis?currentPage=all</a></span></span></p>
<p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;<br />
line-height:14.9pt;background:white"><span style="font-family:georgia,serif;"><span style="font-size: 14pt;">Fowler noted, concerning smoking, </span><span lang="EN" style="font-size: 14pt; color: black;">&quot;People quit together, or they didn&#39;t quit at all.&quot;</span></span></p>
<p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;<br />
line-height:14.9pt;background:white"><span style="font-family:georgia,serif;"><span style="font-size: 14pt;">This buddy system of sorts carries with it significant &ldquo;weight&rdquo;.&nbsp; The study also showed, with conclusive evidence, &ldquo;If one person became obese, the likelihood that his friend would follow suit increased by 171 percent.&rdquo;&nbsp; </span></span></p>
<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">In essence, the data uncovered and analysis performed confirmed a truth my mother expressed to me during my childhood that Sifu Jones later hinted at for students in the School of Chi Energy: we either are, or become, the company we keep.&nbsp; </span></span></p>
<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">Anyone engaged in esoteric practices and meditative efforts knows this to be a lonely journey.&nbsp; However, regardless of the end-goal, our day-to-day lives are filled with interactions and varying degrees of intimacy and relationships with individuals who may or may not have similar interests and habits.&nbsp; The research performed by Christakis and Fowler should cause each of us to take a moment to pause and reflect on our lives and the people with whom we associate:</span></span></p>
<p class="MsoNormal" style="margin-left:.5in;text-indent:-.25in;mso-list:l0 level1 lfo1"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">&middot;<span style="font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-size: 14pt; line-height: 115%;">Are we affiliated with people who are positive?&nbsp; </span></span></p>
<p class="MsoNormal" style="margin-left:.5in;text-indent:-.25in;mso-list:l0 level1 lfo1"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">&middot;<span style="font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-size: 14pt; line-height: 115%;">Are our closest friends&rsquo; sources of encouragement?&nbsp; </span></span></p>
<p class="MsoNormal" style="margin-left:.5in;text-indent:-.25in;mso-list:l0 level1 lfo1"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">&middot;<span style="font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-size: 14pt; line-height: 115%;">Do our actions and words match?</span></span></p>
<p class="MsoNormal" style="margin-left:.5in;text-indent:-.25in;mso-list:l0 level1 lfo1"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">&middot;<span style="font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-size: 14pt; line-height: 115%;">Are the members of our individual networks orchestrated in such a way that we make beautiful music or a discordant and meaningless mixture of sounds?</span></span></p>
<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">This is not to say that we should disassociate from coworkers who are not engaged in Chi Energy.&nbsp; Nor should refuse to eat lunch with friends who may be overweight, but we should, at the very least, be aware of these factors; we may, more importantly, act agents of change, should we find discrepancies within the lives of our friends and loved ones.</span></span></p>
<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">Fortunately, the School of Chi Energy offers an Instructor&rsquo;s forum where you can find support, positive words of encouragement and advice regarding the journey.&nbsp; The School of Chi training systems provide students with opportunities to fellowship and interact with other &ldquo;like minded&rdquo; men and woman at similar stages of their journey.&nbsp; Via conference calls, recorded Q &amp; A sessions moderated by Sifu Jones and Sifu Cicero with students and certified instructors alike; we surround ourselves with a network of like-minded individuals, encouraging one another to fly higher and further.</span></span></p>
<p class="MsoNormal"><span style="font-family:georgia,serif;"><span style="font-size: 14pt; line-height: 115%;">Chi Energy Instructor Don Brown</span></span></p>
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		<item>
		<title>Energy Healers need to know about BioPhotons&#8230;</title>
		<link>http://www.chienergyheals.com/2011/11/energy-healers-need-to-know-about-biophotons/</link>
		<comments>http://www.chienergyheals.com/2011/11/energy-healers-need-to-know-about-biophotons/#comments</comments>
		<pubDate>Thu, 24 Nov 2011 16:32:18 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bioenergy and Chienergy Science]]></category>
		<category><![CDATA[adrenal fatigue]]></category>
		<category><![CDATA[Alternative Healing]]></category>
		<category><![CDATA[Alternative Heath]]></category>
		<category><![CDATA[Bio-Energy]]></category>
		<category><![CDATA[Bioenergy heals]]></category>
		<category><![CDATA[biophotons]]></category>
		<category><![CDATA[Brain Function]]></category>
		<category><![CDATA[Chakra]]></category>
		<category><![CDATA[Chakra Healing]]></category>
		<category><![CDATA[Chi Energy]]></category>
		<category><![CDATA[Chi Energy Classes]]></category>
		<category><![CDATA[Chi Power]]></category>
		<category><![CDATA[Chi Power heals]]></category>
		<category><![CDATA[DNA]]></category>
		<category><![CDATA[Hormonal Control]]></category>
		<category><![CDATA[Invisibility]]></category>
		<category><![CDATA[Mindful Life]]></category>
		<category><![CDATA[photons]]></category>
		<category><![CDATA[Qi Power heals]]></category>
		<category><![CDATA[Reiki]]></category>
		<category><![CDATA[Spiritual Healing]]></category>
		<category><![CDATA[Truth about Chakra]]></category>

		<guid isPermaLink="false">http://www.chienergyheals.com/?p=5432</guid>
		<description><![CDATA[&#160; &#160; Recently, Sifu Cindy Cicero did that which many of us engaged in chi training would love to do: Sifu Cicero was able to have her bio electromagnetic energy [chi] measured via a well-documented and innovative technique.&#160; With an open mind and lighthearted spirit, Sifu Cicero allowed the scientists at the Rhine Research Center, [...]]]></description>
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<p class="MsoNormal">&nbsp;</p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Recently, Sifu Cindy Cicero did that which many of us engaged in chi training would love to do: Sifu Cicero was able to have her bio electromagnetic energy [chi] measured via a well-documented and innovative technique.&nbsp; With an open mind and lighthearted spirit, Sifu Cicero allowed the scientists at the Rhine Research Center, located on the beautiful campus of Duke University, to measure her electromagnetic output.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">The text that follows introduces the Rhine Research Center and serves as a backdrop to the experiment in which Sifu Cicero participated and; provides multiple layers of detail describing electromagnetic energy and the biophotonic nature of the human being.</span></span></span></p>
<div style="text-align: center;"><span style="font-size:16px;"><span style="font-family: times new roman,times,serif;"><span style="color: rgb(0, 0, 0);">&quot;<a href="http://www.chienergyheals.com/wp-content/uploads/file/Cool%20Stuff%20Page/BioPhoton.mp3"><span style="font-size:20px;">What Energy Workers need to know about BioPhotons</span></a>&quot; </span></span></span></div>
<div style="text-align: center;"><span style="font-size: 16px;"><span style="font-family: times new roman,times,serif;"><span style="color: rgb(0, 0, 0);">play now or right click to download.</span></span></span></div>
<p style="text-align: center;"><span style="font-size: 16px;"><span style="font-family: times new roman,times,serif;"><span style="color: rgb(0, 0, 0);">The mp3 explains about BioPhotons and The Rhine Experiment.&nbsp; The significance to the Professional Energy Healer will be evident.&nbsp; </span></span></span></p>
<h2><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">The Rhine Research Center</span></span></span></h2>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Established in 1927, the Rhine Research Center was Duke University&rsquo;s laboratory focused on the investigation of psychic phenomena.&nbsp; In fact, the Rhine Research Center gave birth to the well-known Zener [ESP] cards, and helped pave the way for the rigorous field of scientific study we now call parapsychology.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Although their mission statement has broadened somewhat over the years, the Rhine center, now a standalone complex, is better poised to investigate the study of &ldquo;human consciousness &#8211; its reach, its reality, its durability, its healing capacity, and its spiritual dimension&rdquo;.&nbsp; This mission statement dovetails perfectly into the practice and charter of <a href="../">The International Online School of Bio-Energy Training</a>.</span></span></span></p>
<h3><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Bio-Emissions Lab Experiment</span></span></span></h3>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">As previously mentioned, Sifu Cindy Cicero had the unique and privileged opportunity to have her bio electromagnetic energy measured by the scientists at the Rhine Research Center.&nbsp; In truth, the privilege is ours, as Sifu Cicero provided us with a video of the experiment as well as a first person account of her experience here: Bio-Emissions Lab Experiment.&nbsp; </span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">At this juncture we will turn our attention away from the experiment and the term &ldquo;biophoton&rdquo;, and look to the more widely understood term &ldquo;photon&rdquo;.&nbsp; After gaining an understanding of the nature and behavior of the photon, we will return to Sifu Cicero&rsquo;s experience at the Rhine Research Center.</span></span></span></p>
<p class="MsoNormal" style="text-align: center;"><a href="http://www.chienergyheals.com/the-bio-energy-experiment/"><strong><span style="font-size:14px;"><span style="color: rgb(0, 0, 0);">The Rhine Center Video</span></span></strong><br />
	</a></p>
<p class="MsoNormal" style="text-align: center;"><strong><span style="color:#000;">http://www.chienergyheals.com/the-bio-energy-experiment/</span><br />
	</strong></p>
<p class="MsoNormal"><span style="color:#000;"><br />
	</span></p>
<h2><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">The Electromagnetic Spectrum</span></span></span></h2>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Maxwell introduced the concept of electromagnetic waves in 1865 via his groundbreaking paper &ldquo;<a href="http://rstl.royalsocietypublishing.org/content/155/459.full.pdf+html"><i style="mso-bidi-font-style:normal">A Dynamical Theory of the Electromagnetic Field</i></a>&rdquo;.&nbsp; It was here that Maxwell established that electric and magnetic fields travel through space in the form of waves, and that light is an electromagnetic phenomenon as well.&nbsp; </span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Light waves, identified through their wavelengths and frequency, come in many flavors.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;"><br />
	</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">According to <a href="http://www.howstuffworks.com/light4.htm">How Stuff Works</a>:</span></span></span></p>
<p class="MsoNormal" style="margin-left:.5in"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">&ldquo;The size of a wave is measured as its wavelength, which is the distance between any two corresponding points on successive waves, usually peak to peak or trough to trough. The wavelengths of the light we can see range from 400 to 700 nanometers (or billionths of a meter). But the full range of wavelengths included in the definition of electromagnetic radiation extends from 0.1 nanometers, as in gamma rays, to centimeters and meters, as in radio waves.&rdquo;</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Furthermore:</span></span></span></p>
<p class="MsoNormal" style="margin-left:.5in"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">&ldquo;The frequency is the number of waves that pass a point in space during any time interval, usually one second. We measure it in units of cycles (waves) per second, or hertz. The frequency of visible light is referred to as color, and ranges from 430 trillion hertz, seen as red, to 750 trillion hertz, seen as violet.&rdquo;</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Please take special note of the information regarding &ldquo;wavelength&rdquo; and &ldquo;frequency&rdquo;; these concepts play an integral part in the Rhine Research Center experiment where Sifu Cicero raised the bar and demonstrated what sets The International Online School of Bio-Energy Training apart from all others.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">This is important because, energy &#8211; especially electromagnetic energy, is measurable.&nbsp; </span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">The relationship between the energy in an electromagnetic wave is proportional to its frequency:</span></span></span></p>
<p class="MsoListParagraphCxSpFirst" style="text-indent:-.25in;mso-list:l0 level1 lfo1"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">&middot;<span style="font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>High frequency electromagnetic waves have high energy</span></span></span></p>
<p class="MsoListParagraphCxSpLast" style="text-indent:-.25in;mso-list:l0 level1 lfo1"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">&middot;<span style="font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Low frequency electromagnetic waves have low energy</span></span></span></p>
<p class="MsoCaption"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;"><img alt="" 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" />Figure 1 <a href="http://science.howstuffworks.com/light4.htm">Light Frequencies</a></span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">As per Figure 1, we can see that the shorter the wavelength, the higher the frequency, and thus, the higher the energy of the electromagnetic wave.&nbsp; </span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Unfortunately, scaling in Figure 1 is inaccurate.&nbsp; In fact, &ldquo;visible light occupies only one-thousandth of a percent of the spectrum&rdquo;.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Figure 2 &ldquo;The Electromagnetic Spectrum&rdquo; provides a better visualization between the length of an electromagnetic wave in comparison to objects with which we are generally familiar.&nbsp; </span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Worthy of note in Figure 2 is the inclusion of &ldquo;temperature&rdquo; in relation to wavelength.&nbsp; This too is very important to the Rhine Research Center experiment for reasons discussed later in this discourse; furthermore, the concept of temperature, including sensitivity and control of, is a foundational cornerstone of The International Online School of Bio-Energy Training.&nbsp; The article &ldquo;<a href="http://www.chienergyheals.com/2011/09/5406/">Chi Energy and Temperature of Light</a>&rdquo; provides well documented research into this abstract concept.</span></span></span></p>
<p class="MsoCaption"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;"><a href="http://upload.wikimedia.org/wikipedia/commons/9/99/EM_Spectrum3-new.jpg"><img alt="" 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" /></a> Figure 2 <a href="http://commons.wikimedia.org/wiki/File:EM_Spectrum3-new.jpg">The Electromagnetic Spectrum</a></span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Here we can see that, like Figure 1, Gamma rays have the highest levels of electromagnetic energy.&nbsp; Generally speaking, Gamma rays are extremely dangerous to humans, and most animal life forms; however, when focused, Gamma rays have the ability to save lives.&nbsp; Gamma-knife radiosurgery is a noninvasive type of surgery used to treat brain tumors.&nbsp; According to the <a href="http://www.mayoclinic.com/health/gamma-knife-radiosurgery/MY00206">Mayo Clinic</a>:</span></span></span></p>
<p class="MsoNormal" style="margin-left:.5in"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">&ldquo;The precision of gamma-knife radiosurgery results in minimal damage to healthy tissues surrounding the target and, in some cases, a lower risk of side effects compared with other types of radiation therapy. Also, gamma-knife radiosurgery is often a safer option than is traditional brain surgery. Gamma-knife radiosurgery is usually a one-time therapy completed in a single day.&rdquo;</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Awareness of the gamma knife is very important.&nbsp; Although many people training in traditional chi gung programs never reach this level of energy development and projection, Sifu Cicero&rsquo;s experience at the Rhine Research Center makes it clear that it is not only within reason, but expected that practitioners following the training curriculum of The International Online School of Bio-Energy Training will find themselves at this echelon of energy cultivation.&nbsp; </span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">[For students already engaged in this methodology, you should get a better appreciation for the safeguards built into the system, designed to keep you from causing harm to yourself and to others while developing your burgeoning abilities.]</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;"><br />
	</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">At this point in the discussion, it would behoove us to take a momentary pause, as we have covered quite a bit of information.&nbsp; Although it may not be readily apparent, rest assured that everything presented prior to now forms an intellectual building block for the topics to follow, leading up to the apex of this discourse: human beings not only give off light in the form of biophotons, but are, in fact, at the most rudimentary level, made up of light itself.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;"><br />
	</span></span></span></p>
<h2><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Atomic Structure</span></span></span></h2>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">The term &ldquo;atomic&rdquo; is synonymous with immense power and the potential of danger: from nuclear power plants to atomic weapons, harvesting the energetic properties of the atom is a scientific goal since the discovery of the atom.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Returning to Figure 2, we see that atoms are small, very small, and reside in the range of the X-ray wavelength.&nbsp; Just to the right of the atom is the &ldquo;atomic nuclei&rdquo;, which is even smaller, and has a higher level of [potential] energy.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Whereas we all know that atoms are key building blocks of all matter in the Universe, it is good to take a moment and refresh our memories regarding the atom&rsquo;s internal structure, as this plays directly into the topic at hand.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">The <a href="http://www.aboutnuclear.org/home.cgi">American Nuclear Society</a> provides a great amount of information regarding the properties and behavior of atoms.&nbsp; According to the ANS, atoms consist of &ldquo;protons (with a positive electrical charge), electrons (with a negative electrical charge), and neutrons (with no electrical charge)&rdquo;.&nbsp; </span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Protons and neutrons gather in a dense cluster, called the nucleus, while electrons orbit the nucleus much like weather satellites orbit the Earth.&nbsp; Here is where things get interesting.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Electrons are quirky characters.&nbsp; Contrary to popular belief, electrons do not float about as if a mist or cloud around the nucleus.&nbsp; Like many of us who have a favorite chair or a preferred cereal bowl, electrons have preferred orbit; a lane, so to speak, where each <a href="http://chemwiki.ucdavis.edu/Physical_Chemistry/Quantum_Mechanics/Atomic_Theory/Electrons_in_Atoms/Electronic_Orbitals">electron travels in groupings</a>: two; six; 10 and; 14.&nbsp; </span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">The nature of, or simply the fact of the electron orbital, is the critical component in this discourse.&nbsp; Although there are many ways to produce photons, each mechanism revolves around the same concept: an electron, when energized, leaves its natural orbit and occupies a higher than normal orbital sub shell.&nbsp; The electron, seeking normalcy, sheds the extra energy, falling back to its normal, lower orbit.&nbsp; The shed energy is a photon.&nbsp; Figure 3 provides and excellent graphic describing this process.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Furthermore, according to the atom/element, each photon emitted has the characteristic of the specific wavelength of electromagnetic energy; this is to say that the photon has the corresponding color and frequency that matches the distance the electron falls.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;"><img alt="" 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ZL4gqut7p2za9NsufJlJnk8uIgVQkNPLzazCzs3zVFfNYk4UxPthf0L6rC/jpA61UXMWcU4SEKhvgbFNVt9jUuSNfCCUlfvd2f0fneGglOImJ899FCit7eM0MsZ+XiQs9z464RgcuiwxokJCG+bbZQtHlzECqEzLy4xc1W2C+D1yrKJUF/+XYyzV5+8pNZ72kjCIccIOEu6sxVEs/qomFJd4QWf08qtW7PZQ5P6qarA68X/Hn5h8Nizx5+HZPM+6Uf7b4/s3vCdRr1sSC5+4YB7dGEwmde+BfCqeXLJ2xxcyQZXFiHMEGc13cepJqjQYWEO+sTrYNzAo60/cAB+1G34i15DeEHP0cqtW8EqQ6fPg6aTO/PwWn/H7TfddosoimuuW7HmuhW7N3xn/+2RXZE2cHZ60XiXDYE2rJo59PRiPX/ECqFf7ZxbUqZw/IEOduJamV+K0MFZ7faOxAs7Z+vDNQXOLM83qwkvmOANfK/eETxaAbwAUvF1cYDUNeELV1w268qFzYowZhYfdrtsqIrasGrmU3suRIqdeXHJ8Qc6tt80a157yZbzD79ezU5cqxGaOBtcyV5ZJiyx0azQU1OQ5cAYRnAPtYAaFIWhi7z+1qwieLV3di4VRTg0Znb1CdPkeu70a5IkIaSuCV+ohpReJBd5zPNrisyZU4nYyR9MhCbFVCzrDn/D6laTtAVJKNTXalFZA2u2VBTrcJlUafDytrrRW5U69k8vYYSy1JEjjz+y724oSAFWvr/kfPPAKs959X53RqMWv6olb6u7CF6aoQLZistMTTBNsomwGF1djwZpJviyWuSYk8OrvbMT9qrCXXpp3FJB+Rxq57sibXqhBy9jGEGpy2Cz6mjU4ldVtOKyWezUemVMhjNyXg0g7CVIDgxUxaDdMzQE9bJqmTJteAGwkgMDFV5agSmxtP16Y1QpwsB5lQQmk+/VwMWvCnVLdCF79eaJUINMi2jkvBpSMJG/cVHbvClLDgxUCLIieFUOLL4zAt9jXrunDKbUDV7Ar2p8uA0oqWc5ey1RFDzLdIhmdatJdRKfbFYOslJL/kXwKptWBvU5j7upPKDowev7S87Xi0r49f0l9rpnvU008K/XsDd65FBQTB9nVreaZI1K7cHTSy1N1shKhhcmriaH4V7f/c3qwssgKvRf6jlzSH/49Wr25p0T/FKEDsusbjXJFkJfVl6OOakdMwUvsFdldBnIQPnBBWVEOfAq640mImKv2z7bQezNOzVCj2XjOLO61STbCQYqlGfKdgwOalJMF15QaK/kKidfW0U0sQBeP7hgwyq7T+dST81r97ChXjk0KaaFs989udHqhpPsLrgqoFSQAcXQQhXBa8fgIDisqrRvW2xmhfASlrRcubDZ/GPl8IL3rcruN4Bu+N78CXipQwdkf/j1aqsbPoXkcTcFAh2CIIiimEgkJJVEUYyviwu2vDgRBI6spNEYyYGBYDRaq2sbVy/3Vg6RkuEV//uq8KuMa2gaUlLPcvbW7okwABmHM3JedZDH3RQMBuPr4kCoVLF6erb09GxRLITVYrFoIDD5bdItkc/vXyqK5gc81AReMkcqi9XLvUAlCHxe+ZYnjW2xmXTZkAu6Gt++v4hf6lAhTOpZbnXDG1ked5MgCAgjRFUyuTmZ3JxQCZbzOJMkqadniyAIdv6Sgx0zrvRXH16+tuZtsZmVEwScF4+tCXtV+7i++5tVORqO1tDvd7CRDHv7/qIwZtlbuwleNZICWwAsIJTIKb4ujsEvR5YBxWAjwWDQ6t2aRO2dnXoUqzK8PO6mDauqQC5rnRfEFJ8awdvqZiMZORT8UgcHrxu+N9/qtjegfH5/T88WBbZ4Wq3lFItFY7Eov4RnmQJhoihaPrmNGQHF+IyyyvDqDn+jWuxYvdyL5OJjW2ymcVSRX1O5+LXmuhUT8FKHPshWLLvU6rY3mgRBUGMLmQWoioyre1wRTogzpBiPMEdYMBTUxaoMr465LbvEWdUKPXhNGttiM6vVhqlc/JK2X8/efVgZBjgbJ5rVDW8oedxNsVgUyaXGFg8sQUcKnKEXA4ShBYtEIlbvbgny+f1Vg5e31b0r/vcNBq9d4qwpW/zK5+5h7z1WFGqWqXH21m6rG9448ribksnNUF/nDRdiC4HVNa6wluAlBBkiTGHBJEmKxaozTKo+qhq8PO6mee0ek2GGLzWF1+UXm23qlM0c2XuPsfefkkNBMR5nPNRGMvncPVY3vEHkcTfBuC0klx62wuFwKBQKhUJBHcGrQDEeYZhIiqLoRH7VapyXsTasqiG8kj+8YNKNT1kkmdSKZZeyD59jHz43wS9F6ODs3/ro2qDqCLJFIJem4UJsAaECgY7u7m5RFCVJSqf70uk+KMaHw+FAoIOnmAJhan4JdPcgA8nw2jTb4LFS52W4cYKXsaTt17MzR2V+KUIPZ+8/xd57TNp+vdVtbwRhhZ4nlya2AoEOURSPHHl8eHiY6Wh4eDiT6e/u7gaK8S5Mj1+2HcjKyzp4GcJl16bZZcNr+02TkGvXptkEL2Plc/ew0WPszFFlfPicNtTG+UVdjZXL5/cjuTBb5MmFbksUxVOnThWB6osP2Ocj7NOT7KM/sc/eYF98wL9YKBREUUSE6fEL+h/t31VlKbysC4KXgbytbvbRn9josaJQg4wn2ng4YsRQFQUQqe42E4kE9i3qkSscDufzeZlJf/uSffEB++wN+WP68Dn23mNy5+9bu9mbd7KRDBs9hgjLZg+Fw2G0YAp+Yf9jfF28uvtVdRG8SEqtuW4F++hPE6GgmD7R3jv9nNVtr7d8fj/76uN0uq9a1IaEEUdFQJ1LQa5YLDo2Niaj6KuP2ecj7OwQ+/Qk+/Sk/KG8/5TcEQzXb715J3stwd7oYWeOwj+dOnWqu7tbk184fkKSJNteyw0ieJGUemTf3UXw0gwtlk3Nrsb8b3Lsq49HP3ynp2dLhZvyuJsgZcNSF1Totcn1ty/ZVx+zrz5mX3zAvviAnR1in70hfzS8+UJ4wX0G3ryTffUxY2xsbCwWiyryx1gsyiePle9RTUXwIik18pc/yj/jfJjA2X3Sj3xtzRDeVjc88bib7F89qUSiKMoQ+frs8PBwJV11vO3iE0Ztcn19lv3tSzm+PivzCz4pNF9qeJ24lr16M/t8BPiF+SPwS5E8SpJk55H3BC9SkYLBIPvsDTnUCDPE2QZR8LU1w+C4jrktEIsXzrj8Yg9Ex9yWee2eBquLeVvdCC8ASj6fLy/hgmITb7sgYQTEhMPhIs/1ty+LSvXALzRfCC8oeyG8BlfK/uvzEcgfoX6vTh7BfImiWPUjVi1ZBq+dm+ZYGAQvPaXTfeyzN+QcBB4VoY+zjrktxvCC7uDu8De6w9+AccKNYcqOHHmchxeEJEklYToQ6FDbLj5hlCv0ACkFubBsD+YLMkcDeL2WYG/fz74+yxhLp/sCgQ4sfqnNl21/bAhepCKN/OWP7PMROc4OKUPNsnGcvXf6OcgTTcJr9XLv6uXe67u/2R3+htM/jlgsqoYX5GXmnUssFjWwXaIoypD6fEQXXl99PAEvGEisgNeJa9ngSnbiWvZagg31Yv0ei/eala9wOFzTo1e2CF6kCQWDQfncQH7xoWYZh7NHH9yN5OLhdfnFHuSXJrwgNqyaKSxpce4NUEY/fEcNL9Dg4KCZQhhfqldXuwqFgty3eHaIffEBmCYj56WZNp64lr2ybAJeIxkYCHbkyONgvvjKF3Q7plKpRMKmV00QvEgTSqf75K4rzTDA2WdvJJOby3NeCK8Nq2Ymf3jB6uVeO9yDbsWySyF6f7JV2n5970+2aoYkSfA4PDysBy9QLpczKITBwFTMGbGTEWxXLCbP184+Pck+e4N9PqKseYHt+nxErnlpFuyhWq+A10d/YlzlHjNHMF+YOdozuyd4kSY0+uE7cu2ZDwOWcURbsezSCp0XwAtiw6qZ9fmMvn3xzBWXzZJ6lt8n/eh3T248cbRXvtr8/afkywlGj010SgA7zg7Jew3HgT9W+vACRuiVkMLhMD8wFXNGsF3Z7CE5YYQ2gPnCt/v6rPwxoe06c7RoqMQbPezVm+WCF8Lrrd3s3YfZmaMwcgKm9ALzxWeO0IdgzwFfBC+SrFgsKnsHDDg91DhTEW3kL3/EQRIVOi+I7TfN2n7TrA2rZi5eOKO6u7l44Yxt6y/J/nz+H369Wh66+eadbKiXvbWbvX0/G8nowgv6JQzgZei8UMPDw+pCGF/wUuSMgUCHfA0QdCMiv7AB8BOiHicBg1ThxnRYrX9lGTv5A/ZGzwS8Ph9RZI7qPkd7XqptGbykTfN3bppj1SPBS61cLicnIIpQEE0LZ9nsIT14lee8AF47N83ZtWn2zk1zVi/3VlIOm9fu2bBq5lN7Ljzz4hL2yjK5x+3Vmy2BFyifz/NEEEVRAS/oZ4RLr+X/gWuwkF9QbcSyI5DLYIQq5IyvLGOn1rM372Rv38/ee4yNHmNnhwCp/JgJBby6u7ur8RWrsqx0XtKm+RD1f07wUsjb6v6csa+Ko6ikYoCzrz7Ggld1nRfAa9em2fdtm3Pftjm7Ns2Gur6Zj+/yiz0bVs28b9ucPx8MnHlxySfH/+nL31/GCiE5bzr5A3ZqvYXwAmWzhyCLxNI4D6+ifsYvPtBNZvGaB7ywkS/V8zljISQPUgV4vf8U++hPAC/GmCa8oGH2HO1lpfPisVJnfhG8FJIk6XPG1GESZ9++eGbtnBfC675tc35x1z/+4q5//NXOudmfz4eX4B8hdm6a84u7/vGF/QteffKSV5+8ZOjpxe/8x+J3/mOxbeHFxgthMI2EEbw+H9FoGzQPL4+H4RFILqh2KWwX5IxDvezdh9mHz7FPT0LayMYHTKhHexG8ioTwsioIXgoNDw+PMYahCTI9og0ODiK5auq8FPDK/nz+U3sufGrPhS/sX/DC/gXHH+g4/kDHnw8G/nww4CB4IcIymX7F8NQieJ0dmmgetlAxPSTUuZBcirGpkC8rcsZPT0LBnjEmiqJehyPBa0IEL1spFouOcOTSDAOWZTL9eCVj1Z0X8Kvh4QU6depUT8+WtWvXagxPPTsk31wOGgmhuJMA3oYOyQUJI2+7cJAE5ozjQ8YIXqZE8LKVnj3+vDG5jHG2YtmlBvAi51Wqcrnc2rVrNeCF7USKqW+dCdiCbFFBLr7ahbaLG6yPM4XBOHtKG7W1YdVM6dYFBC87yOf3jzCmGWYQNjQ6ypOrnjWvRoUXY2xsbCyd7isaofr1Wbmp0FrNgFexzoXkgjr9qfXyCImRDPvwOYXtYoYF+7Vr11r9PdWQdfAi52UP/eyhh/TgZYZo0F9Gzqu68GKMHTnyOFTQJ4ZK4JyCEIAqBBYwC7DFkwtLXVCnh07G0WPyJNHj7cTpJRRXCNE4L6Vk52VdELxA3lb3CGOvlwIvRaxdu7amzmtK1byQIz09W/gLG+X5JN59mJ1az169WQ5IDOERApgF2IIKvZpc7z3GzhyVOxm5RmYy/fwIewW87DmrF8FrSivR2/s6Y3oxKbkgZyTnVS14QbaovjxIkiTGGDs7JLMJA2mFzEJs4Z7y5ILhEaqEkY1X69UTS9DlQUptWDVzx8aLCF51kMHXztvqLoyOGsBLATI1zn720EMKclHNq+yhEvl8Xj2ZF5S9urq65PXevFMmlCIGV05YLX4fX71Zm1zjwyNA6uH1fFdjKpWq5zfWvCyDFzmv+uh1xn76/DOdwnL1S8a2ywzOIGfkw+NuQpYBwsh5TSqoG/LTqKqnxDly5HHGGPv0pDIrVARM1wV7B7sGFXrIFvF+aMXNgxs16k2JY89qvctCeP1k46IdGy+yKqYOvPKjowXGCoy9MHjsmg0bcLm31Y0vQbw+/mgyCqOjZhrgcTf52prBglHNSyH+CsdIJAITS2hORtjd3S3PAf3eY8ryFgQmkuC2YKdgj95/SiYXTEdR3DaF7VJPRmjPgpfLKnjdEl1oIbmmFLz2vHwc2PQSY0O5BIoAABOjSURBVAXGnjv9WqK319vqTvT28uTSDGOc/eyhh0ptjLfV3TFX5tcUd17quSUUU3qpp4GWK1+MsbfvV/YwYi+kYl/ee0y+lhsmolDPfM9VuzTvwWHnu8+S82pwAbxeGocXPOZHRxW2y2TwOKvkB9nX1gz8moLwMpjVi59bQm2+iqaxf/fhiVGpOGxVsQs4BQXMX6iefJWxTKZfbbv4fsZYLFrBt6+2IufV4Nrz8vGXxuGlGWUgDBxc5W3ztrq7w9+YUvAynk8V7JXBrc/C4bA8t9fXZ9mZoxOXB+EFj9BybDa0VnPO+/E5vNQjJBxx9w2Xtc7Lwpg68Ers3W0Mr/Jwtv6O26vVwnntntXLvXaueeX//VfK+E1OEQZz2INMzmQPNXKDm85O8Isx9tkbRTcth7v/4mxfgFctw6UmF9/JiLYrEolU61OuhSxzXgSv+ujHvdJRxvgolWWaOKv6DzIkkhY6r6Hf7/jdkxvvk34kbb9+zXUr4IJN8+03gFdJ9xDiK1/Q7YjJI88vufMRLBjMocq7QvCD+qkr3O5Mfbts7GSEapedbZeLnFfDSw0vdZTKsjJK9SblcTctXjjj+u5v1gFeI/91w8C/XrN1wz+tuGxWhc3Wu/UZY6yMzAumhOb5Bckjz69AoCOZ3Dw8PCzTCGeyxwboCDoK1ORS1+nteUkQL2vgdcP35hO86iMz8CqVaJqjxqorj7sJpkKtOryOP9DRu/nCyoHFK5PpV8Or7Ptme9xNOOZLUfzi+QUWLJ3um0CYoU6dOpVKpQBbBuSy/42yUQSvBlensPxZxhRRCc6qUqo3L4+7aV67BzLK8uD154OB7M/nb79plrCkVndUk++6NA6v4eHhCm0LJI8G/AqHw4iwQKAjFotms4cKhYI8FmxcY2NjhUIhne6LxaI8tsLhsJpcWOqyf8IIsgxed92y2MKYOvC6SBDU8KoEZ/xI1/rL426CkWLQR7n9plkKX7b9pllQNYMx/XVokiiK2Ns4+uE7PT1bqrJZ6HlU8Avq93oIMwg9bEGdC8nV07Olp2eLPa9kVMtK53XXLYutepw68NJ0XiZDE162HW9tlY4ceRzgBTPKVnHLCn5h/R75xSMMKaYWvIrYUpMLs0VJkhz0+VoDr1uiC8l51Uc+v/8Jxp5g7Nnxx0riKGPPMrbn5eN1KHs5Qt5WN/vq4/xvcjU659X8UlgwnmIAMoVgOTJLbbiQXD09WxxELheljVNBAC/NqARk+19/zdoU0g4SBKHWY9CDwSDUobD/Mb4uziNMQTG1kFk8tpBc0Dlg23lvDETwanwZwEsTZyahBi7sidHRH/faehx2A8jn98Pg1Z6eLbwFA4TxFNNTLBZVYwuKXNC3aNsLGA1E8Gp8lQSvsnFGiWRN5XE3CYIAKSSPMKQYggxxhs9xBVifx1YqlQqHw1bvXJkieDW+dgwOHmQMo0KWqYm2//XXLrL9gMbGkLfVLYoiIgwphiDjccYvgXWSyc2ILUmSYrGoEw0XiuDV+Lojn3+Cg5c6KqFYYu9uyhnrLJ/fH4tFAWE8xRBkvBBYaLVSqVR3d3cDfGqWwWvb+kssjKkGLwNylU00MlzWyuNuCgaDa9euBRuVMpQkScnkZhiqanXDqyaCV+MrOTBQBryMcUaGy1Zq8fkCgQ7oW8RUEe5cKwiCz+9vyA9risLL19Zct521XNf19j7ImDrKQxgZLpJNZA28rvnOnOQPAxYGwas8lpHhItlHBK/Gl0l4GRPtnqEhMlwkW8kyeN0SXWhhTCl4LRXFfsYgykPY+gMHyHCR7CaCV+PrIkFAeKnDGFtkuEi2FcGr8WUMLwOckeGqXMFgUBAExQXPPr9fvVAhWKfUecG8rW7FhY34CeJLpe6CbWUZvG743nwLg+BlHGS4qiW4WVk+n+cXwh0YFQsVwrs0ql9Kp/sYY5oYEgSBqZRO9/EvmW88vJEkSeb/pZ6yBl4rLptF8KqnSiJXcmCADFe1VCq8BEEYGxvL5/MG8IJtGsNrcHAwn8/jxKrguUo9zeGNCF5FInjVQtPi8emHD7tOn3YxNhGjo9MPH17D2D0msLV3dDQYte9NRp0oTXiJopjP58EQuVyunp4t+XENDw8PDw+n030Ir3S6D14quu8sY4ODg7gFFBIK0Obz++FPSZLwJUmSYIM4mU8wGMzlcrAQ7xiC7BseHsb2Q8sV/w4txJcymf6aHc4iTVF4NZizmBaPK5mlFV2GCCPDVQtN6rwgNRsbG8NbaQwODrq4tBEFU+PzS9TeTQGvYDCohhdqbGzM5XJ5W90IKXiSy+Vc42hAuVyunp4tyE3+XZCnqGrNhW0sy+AFZS+rHhvGebX4fIitOZ+wq/4PW/NLdvfd7O672cZb2bURdm2EXbCTfevkBMLWkOGqoyaFF6wAvBBFEc9EhFcwGATAMcag6I6AUJf8NWterDht7OnZwr8RIGlsbMzb6o7FovimuH4m0w+QArSB3eP3C5/7/H7gb30yTSvhZWE0hsVo7+x0jY4CkhKn2BNPyLF/vwwv4FcwyGbMYJ4rJxDWRYarXpoUXgipXC4HdFA4L5eq1s67HoU07RXcx4zfCP+cb6G31Q3LISWE50giZJ+ieXxprJ5lMoKXU4XkmvMJO/pbduIEO/pbdvS3E/BC8xUMyvyaMYNdsHOCX2S46qBJ4QVmB+pKUAiDL2eF8FK/qgevXC5XErzgz6kLr29fPJPgVYm8rW7IFpFcb7/NTpyQEcabL8gcEV48v6bF41bvR+MLTubh4WFpXDAhKvIC3FY+n+/p2YKTQLhMwAs2pXi7MuCFlSw+bYQ2wHNMGyElhHo8n+0SvAhepejeexXk+uQTmV8KeG28tch5zZjBgkE2f0DuiHT8cbC91MVsQBgrLhgpBNOl6sGLv0W24u3KgJe31Q0bxHEV2F2IhXlYE9GG60PRbcrBCzJHqx4dfdK2+HxgnXrzk8NL7byAZe53mYsx1733Wr03DS4c6ICCybYwQwRA4GrABX7kgcvlghESmHvyIxsUb4drqmv5/EYUG/S2urEBUCDTe6NYLApLMpl+fAscKqF4XmtZA6/FC2esuGyWheFoeIHtmvVX9sQTMryM00a18woG2XW9svmyememtPixVz09WyRJApbVbaiUo0XwcqBOn3YxtuaXbP9+mV/qgr2x84KFYL6o8mWtMpl+Rc6YyfQ3zFCemorg5TC1d3ZCznj33TKkYHgEYEtBLn6ohAJeG28dr3xR5mgDwQAu534tLZGV8ILKlyVPnPstmRaPuxj71kl5MATyCx8NxklgzgjOa80vmYux6YcPW71PJFI5sgZeHXNbvn3xTAvDufCCgtf8AbbxVhlSPMXwTz5h1MwZN946XvY6ffoiQTAfK7duva63t6RYKoolvQWG425AT6qnpii8HHGvzfbOTjU4ph8+DPACAPEIg+eYLarJpYDXxlvlAV+lTphjn7gjn9cMNUBXbt2qOJjtnZ1Wf8KkikTwqrl4Bi0VRf6MUpxyZk7XNYy5GLtgp8wgnkQ8tvTIhQWvCec1OqqHAM1IDgyU6rzWHzhQ0ltg3DM0ZCEK9cwjUc8mIniVI5/fj19lzVN07+ho5efSPUNDitNp/YED4Ly+dbKoeqUIeMmYXBtvdXzNy9vq1kw2g9GoGYBWhYx7OfSvP3AA344y3zrIMngtXjjDwjCAFxoltT8qD0k8gxS2JRiN8medmUoc9Da6353gkWbw2FLU6RFe0NvoXHhVVwoUKgiYHBiokHo85hSMIytXnqyB17x2j1XYWrHs0qtvXHXJVVcpfpBLApPm7y1fVant13F01MWY50olm9TMUryqSDBn/ZXGeVUq3oNjV0bZHhy/V/ilIvtmoMaE19U3rrr6xlUb//ddib27/+XJ7J6Xj+95+Th/t/oHTRgl/AJhvcMm3yGs2WuiyoznwpzRxZiDO14dJcQc1j2RceatHP/NxB9Lq/fMMlkGr465LRWGcO3yq29ctf6O25FQ+19/jSeUZjzy0diel4+rf9wcZN1xnCpvvowNl4JcG2+V5/ainNFWUpQsSkoLdgwO4rcafm4d9JUuTw6AFyR6AKmfPv/MnpePP/LRmDGh9r/+2p6Xj//Lk9nE3t2JvbvBiH374pm4TUcMlTAQX7bXYxZfzleQSx5bz1iLz2f1rpDMCqtyPNp2DA6aSUWh2ApQs0kCUbnsBa9wOHz1jat+3Csl9u5GJ3XQ0EP99PlneEKZBKLT4dXi80Hla/6AdsFeD1sTIyTowqDGEs816F4w9mvg1DD9dCLRrIGXr605EOhAP6WZ8R3kHhFSP+6Vrr5xlXDt8gpTTqfDyzV+nRAOWFWHGltQ6przCSWMU0iQikJnAkDNDNHAo9m8HloneIHjXbl1K3jd/tFRNaEOMvarsVFM91b9r/jVN66a1+6pRTQAvFwcv9zvsut6tWmlmS1OP3zY5t9LUq2Fw0HglNSzaZB1rj9wAAyarb42tYJXe2cn9KpoHpeDjB1kbP/rr4GfWn/H7bXjVAPDy1V8D45vnWRrfqmdJyK2KFskGQg7Q5MDA3rVNMAZuDNr+wSqBi80Vnr7jF0hFwlCp7C8nqhqYHi5XK4Wnw/q9xiz/sq+dVJ+hCRRjtOnG74HilRdQdaJBk0v2URrVs+2lQ8vY1rtGByEDo5gNKquBframpEj/HOCV9lq8flc996rfevZ0dHphw/TYFRSVeTz+yHf1HNndWNZCfDy+f1LRVGPVnxiPOm7+tqaIXh+1fOx8eCF8rib2js7p8Xj7Z2d7Z2dNBiCVGsVlbN1WLZUFKveoTkJvNo7O1du3ZocGFDXrbBNZWQi3lY38suSaGB4kUjWCurdmi5n7+hocmBg5datVSlfaMCrvbMTCu2abwxFqwrfleBFIk0RgS/TNEBQ+C8bZEXwUr/BPUNDtbB8BC8SaQoKS0+KyznRkZXEmSJ41RRYvCyHV432i0QimZQeyIA/wWh00i0UwatU8pUty+FFzotEso98fr9mapkcGFgqinojY625PMjb6rY26ranJBKpJAWjUbUd06QYwYtEItlRMNRB0WUJFIMVrIGXx91kLbwobSSRnCJIKnmK7R0dXX/gwBSFV932lEQiVUvtnZ18RknwIpFIDlMwGk0ODBC8SCSSI2UZvKyNuu0piUSqkQheJBLJkSJ4kUgkR2pyeHlb3ZFIJJFIBAId/EJBEBQLQ6FQIpEIhUK4xOf3x9fFI5EIlplgiSiKPr9fAZSurq6uri6Pu8nX1tzV1RUMBkviUTAYTCY3r127FgbQQ6jfBeEFOwUlsPi6eHxdPBQKwe74/P5QKARtDgQ6+H1Ui1+ZRCLVTZPAKxDoyOfz2eyhTKY/n89nMv1wtmezhwrjSqVSLpcrkUgoloRCIVySzR7CreFCQBUGLASKFQqFTKbfPLmSyc242Xw+D/wqFArJ5GbN9ePr4rByKBRKp/sKhUIul8N2wpJEIuFyufL5fDrdZ3AEYcd5ZJNIpDrICF7eVnc+n0+lUplMP9Akmz2USCQikQgQKhDoAFh4W91w/rtcLqAAAi4Q6EilUoVCAZxONnsoEOgAdijIogkvn9+fSqXS6b7u7m6Pu0kURfivWCwKT0RR7OrqAib6/P5kcnM63QcuDDYSi0W7urqSyc0+vx+edHV1wR5JkgSEzefzkUgEWo67kMn0ww7G18W9re5EIpHJ9MfXxV0ul8/vTyQS8XXxVCqF8AoEOsB4wqvpdB+sTCKRaiEjeIVCIYBXOt0HZ28ikcjlcpAz+vx+OLdzuRwgIJPpd7lckiTByQwwcrlcgiCgkXG5XLCRQqEAPFLACxAJT3xtzfl8HhwfrA+eCN4XaFUoFGKxKGwQXBJsFjaSy+VSqRSALBwOwxPepqFhzGT6oeWAZtgaQDYQ6IAGwLunUincu0ymH7YQiUTAogK14bgB+Or8iZJIU0STwCubPSRJEqaBgCF4VRAE8DuRSISHFzoRhBc8R3hBBgrQgfITDy9UJtMfDoeBNUCrdLovFosiRPCJr605EOgAfoG6u7vxfzGpRHiFw2FoJLQHWw7Ygu0AyABDgEhYB2AKewQch03BHgmC4OKMWybT78R7eZJIjpARvAAZcHKm033ga6AAhGcsnK6wJpzeYFKQJi6XC/wL5JuSJPHr8xV0TBuBOzy8fG3N6MUQbfAkmz3ka2sWRbG7uxvSRvgXTXiBG9KDF0AKtgmYhh3n4QU7xeOYhxesIwgCNs+4XkYikcrWJAV7SZIg80okEpgPYrUbCvlwxkKaButA8YunXqFQ8Pn98Cr8C6zscrnQfKFTQ3gBNbLZQwAdURRd43BMJjfDO0LHJbID4BKLRYGP2eyhWCwKDcaW6MHLNc4mSZKgilcYz/tyuVw+n8c9UsMLgQUvZbOH8E1r/yGSSFNRkw+VgCo72C4YNBCJRABAGC6XKxDogCQOV/O2ulOpFFSCwKB5W91Aw1wuJ0kSTgoIj7Apj7sJakypVAoK89nsIQAoeLRYLAql9Pi6ODwBs4b9odgPALRKpVI+vx82kk73wb/ARmAH4b3gOWwTWitJEqwMewfbh/If/BmJRPBoBAIdoVAISmAAMv6IkUikqsuaQapqGQ8c1Xy11LGmNDaVRGokWQYv3nMhVtQLeeKU9C/GGyGRSE6XXZyXgfRwUxKGiFkkUoPJAfAikUgktYrgRSKRSM4SwYtEIjlS/x/6OEhB7Zx26AAAAABJRU5ErkJggg==" /></span></span></span></p>
<p class="MsoCaption"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Figure 3 <a href="http://science.howstuffworks.com/light7.htm">Birth of a Photon</a></span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">The website <a href="http://www.howstuffworks.com/light7.htm">How Stuff Works</a> provides an easily recognizable example of photon emission in everyday life: fluorescent lamps.&nbsp; </span></span></span></p>
<p class="MsoNormal" style="margin-left:.5in"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">&ldquo;These forms of lighting pass an electric current through a gas to make the gas emit light. The colors of gas-discharge lamps vary widely depending on the identity of the gas and the construction of the lamp.&rdquo;</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">This is to say, the photon produced by the energized electron falling back to its regular orbit coincides with a specific wavelength.&nbsp; The photon&rsquo;s color is a direct correlation to its energy; this is the photon&rsquo;s wavelength in the EM spectrum [Figures 1 &amp; 2] and thus, the color of visible light.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">What is truly remarkable is this: it turns out that humans also produce light.&nbsp; This intercellular luminescence is termed: biophontics.</span></span></span></p>
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<h2><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Biophotons</span></span></span></h2>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">While studying chemicals in an attempt to gain a better understanding of causes of cancer, a German theoretical biophysicist by the name of Fritz-Albert Popp, stumbled upon something so groundbreaking that over 300 years later, scientists are still trying to uncover the depth and potential of its meaning.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Fritz-Albert Popp discovered that the human body emits light.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">He coined the phrase &ldquo;biophoton&rdquo; to describe this phenomenon: Biophotons are weaklight emitted by photons within the cells of our bodies.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">The role the biophoton plays is multifaceted.&nbsp; Experimental data confirms that biophotons transmit information.&nbsp; Popp&rsquo;s research and initial speculations on biophotons is the focus of rigorous scientific studies today; multiple journals and institutes pledge their mission to demonstrate that biophotons are integral to health, and the absence [or healing] of illness.&nbsp; Jule Klotter&rsquo;s article &ldquo;Light Cancer and Popp&rdquo; offers details regarding Popp&rsquo;s initial research and findings in this field.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">The Biophotonics Research Institute provides an excellent article shedding light on this emerging science.&nbsp; In accordance with Popp&rsquo;s research, Elizabeth Bauer writes:</span></span></span></p>
<p class="MsoNormal" style="margin-left:.5in"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">&ldquo;The biophoton phenomenon is not confined to &quot;thermal&quot; radiation in the infrared range. It is well known that biophotons are emitted also in the range from visible up to the UV ranges of the electromagnetic spectrum. The intensity of biophotons can be registered from a few photons per second in a square centimeter surface area to several hundred photons per second in a square centimeter from every living system.&rdquo;</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">This ties directly into Sifu Cicero&rsquo;s experience at the Rhine Research Center.&nbsp; Using very sensitive equipment in a controlled environment, including a photo multiplier tube and an EMI Shielded Room, the scientists at the Rhine Research Center counted the numbers of biophotons emitted by Sifu Cicero as well as their wavelength/frequency.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">As per the &ldquo;<a href="http://www.chienergyheals.com/the-bio-energy-experiment/">Bio-emissions Lab Experiment</a>&rdquo; video and Sifu Cicero&rsquo;s first person account, the scientists performing the experiment were markedly impressed with Sifu Cicero&rsquo;s ability to raise, lower, and raise again her energy projections.&nbsp; In fact, Sifu Cicero is now the fifth person in 30 years with over thousands of men and women performing this experiment, to reach the energy levels of the Ultraviolet frequencies.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Looking back to Figure 2, it is clear why the scientists were so very impressed.&nbsp; The Ultraviolet frequency/wavelength is not only very high in energy, but also incredibly hot.&nbsp; Sifu Cicero&rsquo;s ability to raise her energy, at will, on demand and on command, to such a high level is impressive in and of itself.&nbsp; What raises the bar, is that at the same time, Sifu Cicero was able keep herself physically cool while projecting her energy within the Ultraviolet range; mindboggling indeed.&nbsp; Of course, students of The International Online School of Bio-Energy Training engage in a methodology and curriculum architected in such a way that Sifu Cicero&rsquo;s results are the norm, not the exception.</span></span></span></p>
<h3><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Human beings: Beings of Light</span></span></span></h3>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">In his epic masterpiece &ldquo;Star Wars: Episode V &#8211; The Empire Strikes Back&rdquo;, visionary George Lucas&rsquo; character Master Yoda spoke these words not to a young Luke Skywalker, but to all of us the world over: &ldquo;Luminous beings are we, not this crude matter.&rdquo;&nbsp; </span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Fritz-Albert Popp&rsquo;s research, presented herein, confirms this startling truth.&nbsp; Yes, we are children born of light.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">As you continue your journey, take time to reflect on the concepts highlighted in this discourse, as well as the various articles referenced.&nbsp; </span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Decide for yourself what this means to you and for you.&nbsp; We are no longer bound to the mundane.&nbsp; We are so much more than we knew &ndash; and finding out and more each and every day.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Enjoy the journey; be well; be mindful.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">V/r</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">Don E. Brown II, MSIS</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">[certified instructor] The International Online School of Bio-Energy Training</span></span></span></p>
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<enclosure url="http://www.chienergyheals.com/wp-content/uploads/file/Cool%20Stuff%20Page/BioPhoton.mp3" length="23345260" type="audio/mpeg" />
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		<title>Dr. Oz and Plused Electromagnetic Fields for Healing</title>
		<link>http://www.chienergyheals.com/2011/11/dr-oz-and-plused-electromagnetic-fields-for-healing/</link>
		<comments>http://www.chienergyheals.com/2011/11/dr-oz-and-plused-electromagnetic-fields-for-healing/#comments</comments>
		<pubDate>Thu, 17 Nov 2011 21:52:01 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Healing Energy with Chi]]></category>

		<guid isPermaLink="false">http://www.chienergyheals.com/?p=5580</guid>
		<description><![CDATA[Pulsed Electromagnetic Fields: How They Heal Having healthy cells is not a passive process. Active, regular tuning-up of our cells is not only feasible, but also necessary to slow aging and reduce the risk of cell dysfunction. We are, after all, only as healthy as our cells. Imperceptible cell dysfunction that is not corrected early [...]]]></description>
			<content:encoded><![CDATA[<h1>Pulsed Electromagnetic Fields: </h1>
<h1>How They Heal</h1>
<p>Having healthy cells is not a passive process. Active, regular tuning-up of our cells is not only feasible, but also necessary to slow aging and reduce the risk of cell dysfunction. We are, after all, only as healthy as our cells. Imperceptible cell dysfunction that is not corrected early can lead to disease. Fine-tuning can be done daily in only minutes, using pulsed electromagnetic fields<br />
	(PEMFs).</p>
<p>In addition, when there is a known imbalance (when symptoms are present) or there is a known disease or condition, PEMF treatments, used either alone or along with other therapies, can often help cells rebalance dysfunction faster.</p>
<p>
	PEMFs work to:</p>
<ol>
<li>Reduce pain, inflammation, the effects of stress on the body, and platelet adhesion.</li>
<li>Improve energy, circulation, blood and tissue oxygenation, sleep quality, blood pressure and cholesterol levels, the uptake of&nbsp;&nbsp;&nbsp; nutrients, cellular detoxification and the ability to regenerate cells.</li>
<li>Balance the immune system and stimulate RNA and DNA.</li>
<li>Accelerate repair of bone and soft tissue.</li>
<li>Relax muscles.</li>
</ol>
<p>PEMFs have been used extensively for decades for many conditions and medical disciplines, and results can be seen in animals as well as humans. The National Institutes of Health have made PEMFs a priority for research. In fact, many PEMF devices have already been approved by the FDA, some specifically to fuse broken bones, wound healing, pain and tissue swelling, and treat<br />
	depression. Most therapeutic PEMF devices are considered safe by various standards and organizations.</p>
<h2>
	What are PEMFs and how do they work?</h2>
<p>
	Science teaches us that everything is energy. Energy is always dynamic and, therefore, has a frequency; it changes by the second or minute, for example, at the very least. All energy is electromagnetic in nature. All atoms, chemicals and cells produce electromagnetic<br />
	fields (EMFs). Every organ in the body produces it own signature bioelectromagnetic field. Science has proven that our bodies actually project their own magnetic fields and that all 70 trillion cells in the body communicate via electromagnetic frequencies. Nothing happens in the body without an electromagnetic exchange. When the electromagnetic activity of the body<br />
	ceases, life ceases.</p>
<p>	Physics, that is, electromagnetic energy, controls chemistry. This in turn controls tissue function.<br />
	Disruption of electromagnetic energy in cells causes impaired cell metabolism, whatever the<br />
	initial cause. This happens anywhere in the disease process. PEMFs address impaired chemistry and thus the function of cells &ndash; which in turn, improves health. PEMFs deliver beneficial, health-enhancing EMFs and frequencies to the cells. Low<br />
	frequency PEMFs of even the weakest strengths pass right through the body, penetrating every cell, tissue, organ and even bone without being absorbed or altered! As they pass through, they stimulate most of the electrical and chemical processes in the tissues. Therapeutic PEMFs are specifically designed to positively support cellular energy, resulting in better cellular health and<br />
	function.</p>
<p>
	Devices that produce PEMFs vary by a number of important features: frequency, waveform, strength, and types of stimulators. Frequencies can be simple or complex; and high, medium or low. Intensity can also be high, medium or low.<br />
	No &ldquo;one-size&rdquo; treatment fits all situations. Most PEMF devices help to varying degrees depending on the problem or condition, but selecting the wrong device may produce unsatisfactory results. Since the body is complex, PEMFs are ideal devices to be able get good results without needing a myriad of different treatments.</p>
<h2>
	Aren&rsquo;t some EMFs bad for you?</h2>
<p>
	They can be. Evidence is mounting that a new form of pollution called &ldquo;electrosmog&rdquo; is a very real threat because it is disruptive to cell metabolism. Manmade, unnatural EMFs come from electrical wiring and equipment, for example, power lines, communications towers, computers, TVs, cell phones &ndash; everything from the wiring in our homes to fluorescent lighting to microwave<br />
	ovens, hair dryers, clock radios, electric blankets and more.&nbsp; Electrosmog EMFs are not designed with the body in mind. They can be a strong inducer of stress in the body and, therefore, drain our energy. Electrosmog includes &ldquo;dirty&rdquo; electricity, ground currents, microwaves and radio waves. Microwaves are not only from leaky microwave ovens, but also from cell towers, cell phones and wireless equipment.</p>
<p>
	Electrosmog is all around us and can only be partially blocked. One of the best solutions is to take measures to decrease your exposure. With therapeutic PEMFs, one can purposely add beneficial balancing frequencies to the body to decrease the burden of the negative effects of electrosmog.</p>
<h2>
	PEMFs and Magnets: What&rsquo;s the difference?</h2>
<p>
	PEMFs are frequency-based, applied to either the whole body or parts of the body. PEMFs may only be needed for short periods of time, while the effects last for many hours, setting in motion cellular and whole-body changes to restore and maintain balance in metabolism and health. The body does not acclimate, or &ldquo;get used to,&rdquo; the healthy energy signals of therapeutic PEMFs, even<br />
	if used for a long time, compared to magnets.</p>
<p>
	Stationary (or &ldquo;static&rdquo;), non-varying, magnetic fields from magnets have fixed strengths. They are used in mattresses, bracelets, knee wraps and the like. Most have very shallow penetration into the body, resulting in a very limited ability to affect deeper tissues, and they rarely treat all the cells of the body simultaneously. Only skilled practitioners may guide you to get the best<br />
	results from these approaches.</p>
<h2>
	Experience with PEMFs</h2>
<p>
	There are quite a number of PEMF systems available now in the US, for daily in-home use, that can help meet your unique needs. Some are FDA-approved and many more are available over-the counter or from various experienced practitioners. Some whole-body systems have been available in the US for over a decade and have been used in Europe by tens of thousands of people for a wide variety of problems without significant negative effects for over 20 years. One PEMF system has been studied through NIH-supported research at the University of Virginia for Rheumatoid Arthritis. These whole body systems have been used worldwide, not only by healthconscious individuals for health improvement and maintenance, but also by world-class and Olympic athletes for increased endurance, enhanced performance, and faster recovery.</p>
<h2>
	What kind of doctor can help me with PEMFs?</h2>
<p>
	Unfortunately, very few conventional, and even alternative or holistic, doctors know about these devices or this technological area. This is not a subject of mandatory education for doctors. Doctors often learn about these new technologies long after the public does, as has been seen with acupuncture. The process of educating doctors and other non-medical practitioners is<br />
	growing all the time but will take years. Be patient and look for practitioners who have expertise in the area of PEMF therapies.<br />
	&nbsp;</p>
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		<title>Chi Energy &#8211; Physicists extract light from seeming emptiness</title>
		<link>http://www.chienergyheals.com/2011/10/chi-energy-physicists-extract-light-from-seeming-emptiness/</link>
		<comments>http://www.chienergyheals.com/2011/10/chi-energy-physicists-extract-light-from-seeming-emptiness/#comments</comments>
		<pubDate>Wed, 19 Oct 2011 21:56:27 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bioenergy and Chienergy Science]]></category>
		<category><![CDATA[Bio-Energy]]></category>
		<category><![CDATA[Bioenergy heals]]></category>
		<category><![CDATA[biophotons]]></category>
		<category><![CDATA[Brain Function]]></category>
		<category><![CDATA[Chakra Healing]]></category>
		<category><![CDATA[chi energy heals]]></category>
		<category><![CDATA[Chi Power heals]]></category>
		<category><![CDATA[Hormonal Control]]></category>
		<category><![CDATA[Meditation]]></category>
		<category><![CDATA[Psychic]]></category>
		<category><![CDATA[Qigong]]></category>
		<category><![CDATA[Reiki]]></category>
		<category><![CDATA[School of bioenergy]]></category>
		<category><![CDATA[Spiritual Healing]]></category>
		<category><![CDATA[Yoga]]></category>

		<guid isPermaLink="false">http://www.chienergyheals.com/?p=5583</guid>
		<description><![CDATA[Physicists extract light from seeming emptiness Nov. 18, 2011 &#160;Courtesy of Chalmers University of Technology and World Science staff Phys&#173;i&#173;cists in Swe&#173;den say they have man&#173;aged to cre&#173;ate light from vac&#173;u&#173;um, the clos&#173;est thing to emp&#173;ty space known to ex&#173;ist. &#160;In find&#173;ings pub&#173;lished this week in the re&#173;search jour&#173;nal Na&#173;ture, the sci&#173;en&#173;tists said they ver&#173;i&#173;fied [...]]]></description>
			<content:encoded><![CDATA[<h1>Physicists extract light from seeming emptiness</h1>
<p>Nov. 18, 2011<br />
	&nbsp;Courtesy of Chalmers University of Technology and World Science staff</p>
<p>	Phys&shy;i&shy;cists in Swe&shy;den say they have man&shy;aged to cre&shy;ate light from vac&shy;u&shy;um, the clos&shy;est thing to emp&shy;ty space known to ex&shy;ist.</p>
<p>	&nbsp;In find&shy;ings pub&shy;lished this week in the re&shy;search jour&shy;nal Na&shy;ture, the sci&shy;en&shy;tists said they ver&shy;i&shy;fied an ef&shy;fect pre&shy;dicted over 40 years ago by cap&shy;tur&shy;ing some of the <strong>par&shy;t&shy;i&shy;cles of light, or pho&shy;tons</strong>, that con&shy;stantly ap&shy;pear and disap&shy;pear in the vac&shy;u&shy;um.</p>
<p>	A di&shy;a&shy;gram il&shy;lus&shy;trating how vir&shy;tu&shy;al <strong>pho&shy;tons</strong> bounce off a &ldquo;mir&shy;ror&rdquo; that vi&shy;brates at a speed ap&shy;proach&shy;ing that of light. The round mir&shy;ror in the pic&shy;ture is a sym&shy;bol, and un&shy;der that is the quan&shy;tum elec&shy;tron&shy;ic com&shy;po&shy;nent (re&shy;ferred to as a SQUID), which acts as a mir&shy;ror. This makes real pho&shy;tons ap&shy;pear in pairs, phys&shy;i&shy;cists say. (Cred&shy;it: Phil&shy;ip Krantz, Chal&shy;mers U.)</p>
<p>
	&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8211;<br />
	&nbsp;<br />
	A vac&shy;u&shy;um is a space de&shy;void of atoms, the un&shy;its that make up air, oth&shy;er gas&shy;es and fa&shy;mil&shy;iar ob&shy;jects. That means a vac&shy;u&shy;um is the next best thing to a space truly emp&shy;ty of an&shy;y&shy;thing at al&shy;l&mdash;some&shy;thing phys&shy;i&shy;cists say can&rsquo;t ex&shy;ist in na&shy;ture as we know it, thanks to a phe&shy;nom&shy;e&shy;non called the un&shy;cer&shy;tain&shy;ty prin&shy;ci&shy;ple. This holds that noth&shy;ing can be in a state that is pinned down with per&shy;fect pre&shy;ci&shy;sion.</p>
<p>	&nbsp;The un&shy;cer&shy;tain&shy;ty prin&shy;ci&shy;ple en&shy;sures that the vac&shy;u&shy;um teems with var&shy;i&shy;ous sub&shy;a&shy;tom&shy;ic par&shy;t&shy;i&shy;cles that flit in and out of ex&shy;istence. They ap&shy;pear for an in&shy;stant and disap&shy;pear again, the en&shy;er&shy;gy fu&shy;el&shy;ing their ex&shy;istence &ldquo;bor&shy;rowed&rdquo; from the void. Since their life is so fleet&shy;ing, they are called vir&shy;tu&shy;al par&shy;t&shy;i&shy;cles.</p>
<p>	&nbsp;In the new work, Chris&shy;to&shy;pher Wil&shy;son and col&shy;leagues at Chal&shy;mers Uni&shy;vers&shy;ity of Tech&shy;nol&shy;o&shy;gy in Goth&shy;en&shy;burg, Swe&shy;den said they coaxed pho&shy;tons in&shy;to leav&shy;ing their &ldquo;vir&shy;tu&shy;al&rdquo; state and be&shy;com&shy;ing real pho&shy;tons&mdash;measura&shy;ble light. The phys&shy;i&shy;cist Ger&shy;ald Moore pre&shy;dicted in 1970 that this should hap&shy;pen if vir&shy;tu&shy;al pho&shy;tons bounce off a mir&shy;ror mov&shy;ing at nearly the speed of light, in a phe&shy;nom&shy;e&shy;non called the dy&shy;nam&shy;i&shy;cal Casimir ef&shy;fect.</p>
<p>	&ldquo;S&shy;ince it&rsquo;s not pos&shy;si&shy;ble to get a mir&shy;ror to move fast enough, we&rsquo;ve de&shy;vel&shy;oped anoth&shy;er meth&shy;od for achiev&shy;ing the same ef&shy;fect,&rdquo; said Per Dels&shy;ing, a phys&shy;i&shy;cist at Chal&shy;mers. &ldquo;In&shy;stead of var&shy;y&shy;ing the phys&shy;i&shy;cal dis&shy;tance to a mir&shy;ror, we&rsquo;ve var&shy;ied the elec&shy;tri&shy;cal dis&shy;tance to an elec&shy;tri&shy;cal short cir&shy;cuit that acts as a mir&shy;ror for mi&shy;crowaves.&rdquo; The &ldquo;mir&shy;ror&rdquo; con&shy;sists of a de&shy;vice called a SQUID or su&shy;per&shy;con&shy;duct&shy;ing quan&shy;tum in&shy;ter&shy;fer&shy;ence de&shy;vice, which is ex&shy;tremely sen&shy;si&shy;tive to mag&shy;net&shy;ic fields. By chang&shy;ing the di&shy;rec&shy;tion of a mag&shy;net&shy;ic field sev&shy;er&shy;al bil&shy;lions of times a sec&shy;ond the sci&shy;en&shy;tists said they made the &ldquo;mir&shy;ror&rdquo; vi&shy;brate at one-fourth the speed of light.</p>
<p>	&ldquo;The re&shy;sult was that pho&shy;tons ap&shy;peared in pa&shy;irs from the vac&shy;u&shy;um, which we were able to meas&shy;ure in the form of mi&shy;cro&shy;wave radia&shy;t&shy;ion,&rdquo; said Dels&shy;ing. &ldquo;We were al&shy;so able to es&shy;tab&shy;lish that the radia&shy;t&shy;ion had pre&shy;cisely the same prop&shy;er&shy;ties that quan&shy;tum the&shy;o&shy;ry said it should have when pho&shy;tons ap&shy;pear in pa&shy;irs in this way.&rdquo; Quan&shy;tum the&shy;o&shy;ry is the sci&shy;ence of ex&shy;tremely small par&shy;t&shy;i&shy;cles.</p>
<p>	&nbsp;Dur&shy;ing the ex&shy;pe&shy;ri&shy;ment, Dels&shy;ing said, the &ldquo;mir&shy;ror&rdquo; trans&shy;ferred some of its en&shy;er&shy;gy of mo&shy;tion to vir&shy;tu&shy;al pho&shy;tons so they could ma&shy;te&shy;ri&shy;al&shy;ize. G&ouml;ran Jo&shy;hans&shy;son, anoth&shy;er phys&shy;i&shy;cist at Chal&shy;mers, said oth&shy;er par&shy;t&shy;i&shy;cles might al&shy;so be ex&shy;tracted from a vac&shy;u&shy;um in prin&shy;ci&shy;ple, but pho&shy;tons are eas&shy;i&shy;er. That&rsquo;s be&shy;cause the equi&shy;val&shy;ence of en&shy;er&shy;gy and mass, dis&shy;cov&shy;ered by Ein&shy;stein, im&shy;plies that photo&shy;ns&mdash;being weigh&shy;tless&mdash;can be stim&shy;u&shy;lated &ldquo;<strong>out of their vir&shy;tu&shy;al state</strong>&rdquo; with re&shy;lative&shy;ly little en&shy;ergy. Obtain&shy;ing chunk&shy;i&shy;er par&shy;t&shy;i&shy;cles, such as elec&shy;trons or pro&shy;tons, which make up atoms, &ldquo;would re&shy;quire a lot more,&rdquo; he added.</p>
<p>	&nbsp;The sci&shy;en&shy;tists said the pho&shy;tons that ap&shy;pear in pa&shy;irs in the ex&shy;pe&shy;ri&shy;ment may be use&shy;ful in the re&shy;search field of quan&shy;tum in&shy;forma&shy;t&shy;ion, which in&shy;cludes the de&shy;vel&shy;op&shy;ment of su&shy;per&shy;fast &ldquo;quan&shy;tum&rdquo; com&shy;put&shy;ers. But the main val&shy;ue of the work, they said, is that it aids our un&shy;der&shy;stand&shy;ing of bas&shy;ic phys&shy;i&shy;cal con&shy;cepts, such as vac&shy;u&shy;um fluctua&shy;t&shy;ions. Some sci&shy;en&shy;tists be&shy;lieve these may have a con&shy;nec&shy;tion with &ldquo;dark en&shy;er&shy;gy&rdquo; which drives the ac&shy;cel&shy;er&shy;at&shy;ing ex&shy;pan&shy;sion of the uni&shy;verse, a disco&shy;very it&shy;self rec&shy;og&shy;nized this year with a No&shy;bel Prize in phys&shy;ics.</p>
<p>	* * *<br />
	&nbsp;</p>
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		<title>Extreme Chi Energy Can Be Measured</title>
		<link>http://www.chienergyheals.com/2011/10/extreme-chi-energy-measured/</link>
		<comments>http://www.chienergyheals.com/2011/10/extreme-chi-energy-measured/#comments</comments>
		<pubDate>Sun, 09 Oct 2011 14:08:57 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bioenergy and Chienergy Extreme Abilities]]></category>

		<guid isPermaLink="false">http://www.chienergyheals.com/?p=5543</guid>
		<description><![CDATA[&#160; &#160; The Rhine Parapsychology Research Center &#160; Bio-Emissions Lab Experiment &#160; &#160; &#160; &#160; &#160; How can Bio-Energy be measured? This article and video is about my visit to the Rhine Center&#8217;s Bio-Emissions Lab in Durham, NC.&#160; The recent invitation to the Center was extended by Executive Director John Kruth and Bill Joines who [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p><a href="http://www.chienergyheals.com/wp-content/uploads/2011/08/Red-Bridge.gif"><img alt="" class="alignleft size-medium wp-image-5345" height="224" src="http://www.chienergyheals.com/wp-content/uploads/2011/08/Red-Bridge-300x224.gif" title="Red-Bridge" width="300" /></a></p>
<p>&nbsp;</p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 22px;"><span style="font-family: georgia,serif;">The Rhine </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 22px;"><span style="font-family: georgia,serif;">Parapsychology </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 22px;"><span style="font-family: georgia,serif;">Research Center </span></span></span></p>
<p>&nbsp;</p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 22px;"><span style="font-family: georgia,serif;">Bio-Emissions </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 22px;"><span style="font-family: georgia,serif;">Lab Experiment<br />
	</span></span></span></p>
<p>&nbsp;</p>
<p class="MsoNormal">&nbsp;</p>
<p class="MsoNormal">&nbsp;</p>
<p class="MsoNormal">&nbsp;</p>
<p class="MsoNormal">&nbsp;</p>
<p class="MsoNormal"><span style="color:#000;"><b style="mso-bidi-font-weight:normal"><span style="font-size: 18pt; line-height: 115%; font-family: &quot;Georgia&quot;,&quot;serif&quot;;">How can Bio-Energy be measured?</span></b></span></p>
<p class="MsoNormal"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Georgia&quot;,&quot;serif&quot;;">This article and video is about my visit to the Rhine Center&rsquo;s Bio-Emissions Lab in Durham, NC.&nbsp; The recent invitation to the Center was extended by Executive Director John Kruth and </span></span><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">Bill Joines who is the primary researcher and designer </span></span></span><span style="color:#000;"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Georgia&quot;,&quot;serif&quot;;">of this 30 year bio-energy research experiment. </span></span></p>
<p class="MsoNormal"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Georgia&quot;,&quot;serif&quot;;">The experiment will measure bio-emissions or bio-photons that come from the human body. There are electromagnetic fields in and around the body that communicate through a light source of bio-energy called bio-photons. </span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Georgia&quot;,&quot;serif&quot;;">During the last thirty years the Rhine Center&rsquo;s Bio-Emissions experiment<i style="mso-bidi-font-style:normal"> measures</i> for charge accumulation and electromagnetic bio-emissions. These measurements are being used to study bio-energy healers, meditators and people who claim unusual effects on electrical equipment. </span></span></p>
<p>&nbsp;</p>
<p><span style="color:#000;"><span style="font-size: 20px;"><span style="font-family: georgia,serif;"><span style="font-family: georgia,serif;">Chi Energy Instructor measures at High Levels</span></span></span><span style="font-size: 22px;"><span style="font-family: georgia,serif;"> <br />
	</span></span></span></p>
<p><span style="color:#000;"><span style="font-family: monospace;"><span style="font-family: Arial,Verdana,sans-serif;"><img src="http://members.chienergyheals.com/wp-content/uploads/2010/10/videosplash.png" /></span></span></span></p>
<p>&nbsp;</p>
<p class="MsoNormal"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Georgia&quot;,&quot;serif&quot;;">The equipment used to measure bio-emissions are several special devices.</span></span><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"> The thermoelectric cooler is used to cool the photomultiplier tube to <strong>negative</strong> 26 degrees centigrade.&nbsp; This is done to reduce interference from the electrical devices.</span><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">. </span></span><span style="color: rgb(0, 0, 0);">The baseline is taken for each individual before they begin their healing, meditation, or energy work.&nbsp; The photomultiplier tube actually measures the increase in photon emissions from the baseline for the individual being tested.</span></span></span><span style="color:#000;"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Georgia&quot;,&quot;serif&quot;;"><span style="font-size:16px;"><span style="font-family: georgia,serif;"> </span></span>Then it is the photomultiplier tube that measures biophotons. When one photon of light strikes this sensitive surface it dislodges several other electrons. The dislodged electrons accelerate striking many more electrons that cause a change reaction event. </span></span></p>
<p class="MsoNormal">&nbsp;</p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Georgia&quot;,&quot;serif&quot;;">According to Wikipedia: &ldquo;A bio photon (from the <a href="http://en.wikipedia.org/wiki/Greek_language" title="Greek language">Greek</a> &beta;&iota;&omicron; meaning &quot;life&quot; and &phi;&omega;&tau;&omicron; meaning &quot;light&quot;), synonymous with ultra weak photon emission, low-level biological chemiluminescence, ultra weak bioluminescence, dark luminescence and other similar terms, is a <a href="http://en.wikipedia.org/wiki/Photon" title="Photon">photon</a> of <a href="http://en.wikipedia.org/wiki/Light" title="Light">light</a> emitted from a <a href="http://en.wikipedia.org/wiki/Life" title="Life">biological system</a> and detected by biological probes as part of the general weak <a href="http://en.wikipedia.org/wiki/Electromagnetic_radiation" title="Electromagnetic radiation">electromagnetic radiation</a> of living <a href="http://en.wikipedia.org/wiki/Cells_%28biology%29" title="Cells (biology)">biological cells</a>. &rdquo;</span></span></p>
<p class="MsoNormal">&nbsp;</p>
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<p class="MsoNormal" style="margin-left: 8.25pt;"><b style="mso-bidi-font-weight:<br />
  normal"><i style="mso-bidi-font-style:normal"><span style="font-family: &quot;Georgia&quot;,&quot;serif&quot;;">The School of Chi Energy Heals Bio-Emissions Video: </span></i></b></p>
<p class="MsoNormal" style="margin-left:8.25pt">&nbsp;</p>
<p class="MsoNormal" style="margin-left:8.25pt"><span style="color:#000;"><span style="font-size: 14px;"><b style="mso-bidi-font-weight:<br />
  normal"><i style="mso-bidi-font-style:normal"><span style="font-family: &quot;Georgia&quot;,&quot;serif&quot;;"><a href="../the-bio-energy-experiment/" class="broken_link">http://www.chienergyheals.com/the-bio-energy-experiment/</a></span></i></b></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 14px;"><i style="mso-bidi-font-style:normal"><span style="font-family: &quot;Georgia&quot;,&quot;serif&quot;;">Sifu Cindy Cicero is the Director and Instructor for the School of Chi Energy who participated in this Rhine Center experiment. There are four individuals that have measured high amounts of biophotons in the ultraviolet range. &nbsp;</span></i></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 14px;"><i style="mso-bidi-font-style:normal"><span style="font-family: &quot;Georgia&quot;,&quot;serif&quot;;">The video results show that she is now the &ldquo;fifth&rdquo; unique individual with an unusual amount of bio-photon emission that they&rsquo;ve been able to measure in the last 30 years. </span></i></span></span></p>
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<p class="MsoNormal"><span style="color:#000;"><b style="mso-bidi-font-weight:normal"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Georgia&quot;,&quot;serif&quot;;">&nbsp;</span></b></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Georgia&quot;,&quot;serif&quot;;">The reason I feel I did so well on the test is that I built up my body&#39;s nerve fibers using specially designed energy exercises. In the <span class="MsoHyperlink">The School of Chi Energy</span> a chi student is trained to build up the nerve fibers allowing for a stronger projection of bio-energy. When information contained in bio-photons are built up in high levels, your ability to control the hormonal flow of your body and other extreme psi abilities will be possible.</span></span></p>
<h2><span style="color:#000;"><span style="font-size: 12pt; font-family: &quot;Georgia&quot;,&quot;serif&quot;;">Bio-Photonics has been around awhile</span><span style="font-size: 12pt; font-family: &quot;Georgia&quot;,&quot;serif&quot;; font-weight: normal;"> according to Mind Science News article: &ldquo;Biophotons: DNA Radiance of Health or Disease http://youtu.be/2STCpAJtSRw</span></span></h2>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Georgia&quot;,&quot;serif&quot;;">Professor Fritz-Albert Popp of International Institute of Biophysics (Biophotonics) in Germany has conducted research that confirms the existence of biophotons. Biophotons are weaklight emitted by photons within the cells of our bodies. All cells emit light. Professor Popp says, &ldquo;we are swimming in an ocean of light&hellip;&rdquo; His research shows that DNA from living cells hold and release photons producing &ldquo;biophotonic emissions&rdquo; that radiate throughout the cellular network. </span></span></p>
<p class="MsoNormal">&nbsp;</p>
<p><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">These biophotonic emissions of light have no mass, and they seem to be responsible for transmitting information inside of individual cells as well as radiating that information to other cells. These emissions may hold a key to our understanding of disease and wellness.&rdquo;</span></span></span></p>
<p>&nbsp;</p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Georgia&quot;,&quot;serif&quot;;">It is the significant value of these types of bio-photon experiments that demonstrate those with unusually high emissions have a great influence (degree of change) over the physical reality of body and mind.</span></span></p>
<p><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">For more information on bio-energy, visit <a href="../"><strong><span style="text-decoration: none;">www.chienergyheals.com</span></strong></a> where we based our training on the latest scientific and medical research.</span></span></span></p>
<p class="MsoNormal"><span style="color:#000;"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Georgia&quot;,&quot;serif&quot;;">&nbsp;</span></span></p>
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		<title>Chi and Somatic Awareness</title>
		<link>http://www.chienergyheals.com/2011/09/chi-and-somatic-awareness/</link>
		<comments>http://www.chienergyheals.com/2011/09/chi-and-somatic-awareness/#comments</comments>
		<pubDate>Fri, 16 Sep 2011 18:10:42 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bioenergy and Chienergy Science]]></category>
		<category><![CDATA[Alternative Healing]]></category>
		<category><![CDATA[Bioenergy heals]]></category>
		<category><![CDATA[biophotons]]></category>
		<category><![CDATA[Brain Function]]></category>
		<category><![CDATA[Chakra Healing]]></category>
		<category><![CDATA[DNA]]></category>
		<category><![CDATA[Hormonal Control]]></category>
		<category><![CDATA[Meditation]]></category>
		<category><![CDATA[photons]]></category>
		<category><![CDATA[Qigong]]></category>
		<category><![CDATA[Reiki]]></category>
		<category><![CDATA[Truth about Chakra]]></category>

		<guid isPermaLink="false">http://www.chienergyheals.com/?p=5421</guid>
		<description><![CDATA[The School of Chi Energy The field of Somatic Awareness is both deep and wide: each topic of interest and nuance goes deeper and deeper into research, theorems and [consequentially] more information found in a plethora of books. Here, we will take a look at Somatic Awareness from a very specific perspective: somatic awareness and [...]]]></description>
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<h1><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">The School of Chi Energy</span></span></span></h1>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><br />
	</span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">The field of <em>Somatic Awareness</em> is both deep and wide: each topic of interest and nuance goes deeper and deeper into research, theorems and [consequentially] more information found in a plethora of books.</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><br />
	Here, we will take a look at Somatic Awareness from a very specific perspective: somatic awareness and chi.</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><b>Somatic Awareness Defined:</b></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">Merriam-Webster defines &ldquo;somatic&rdquo; as follows: &ldquo;of, relating to, or affecting the body&hellip; as distinguished from the viscera&rdquo;.<br />
	The term &ldquo;viscera&rdquo; is of great importance in understanding the nature of what is called somatic, as the very meaning and play of this word build into the &ldquo;awareness&rdquo; thereof.</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">Again, going back to Merriam-Webster, we find that &ldquo;viscera&rdquo; is equivalent to all of the eternal organs located in the &ldquo;great cavity of the trunk proper&rdquo;, with regards to human anatomy.</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">Furthermore, the term &ldquo;visceral&rdquo; speaks directly to: elemental emotions.</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">&nbsp;</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">In effect, the body is aware; and should be able to communicate its various [nutrition; rest; therapeutic] needs on a very basic, emotional level.</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">The awareness of this communication, the ability to perceive and understand this process of communicating with one&rsquo;s own body [with a specific purpose/message] is the overarching goal of Somatic Awareness.</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">&nbsp;</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">This theme has been propagated throughout time in as many cultures.&nbsp; In Issai Chozanshi&rsquo;s treatise of the martial arts, he quotes the Confucian sage&rsquo;s somatic understanding of the truth of the self: &ldquo;The scriptures are within yourself; [those that are written down] only point out what you have not been able to see on your own&rdquo;. </span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">The instruction we provide will help you get greater insight into your own personal truth, both physically and figuratively.</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">&nbsp; <br />
	</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><b>Somatic Awareness and Chi:</b></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">Chi, as defined by Eastern mystics, is synonymous with that which Western scientists have called the Quantum Field.&nbsp; The theories are markedly similar when compared side-by-side.&nbsp; Each [Eastern Mysticism and Quantum Mechanics] speaks of an energy field made up of tiny particles that comprise everything, and move through everything.&nbsp; </span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">&nbsp;</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">Somatically speaking, Eastern mystics have been investigating the &ldquo;inner space&rdquo; of the mind/body relationship whereas their Western counterparts have delved into the &ldquo;outer space&rdquo; of formally investigating and documenting that which is often perceived yet not specifically understood [as to why such is the case]; hence the relevance of Issai Chozanshi&rsquo;s quote in the previous section.</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">&nbsp;</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">Using scientific jargon, the phenomenon of somatic awareness is achieved thru: &ldquo;bioentanglement- quantum connections within and among living systems&rdquo; (<u>Entangled Minds</u>, Dean Radin).</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">Information transmitted on a quantum level, carried throughout space and time, is not only directly related to the functioning of the human nervous system, but also gives rise to more &ldquo;esoteric&rdquo; abilities beyond simply wiggling one&rsquo;s finger: psi-related abilities and a thorough understanding of the physical and psychological &ldquo;self&rdquo; are among them.</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">&nbsp;</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><b>Somatic Awareness and Chi Development:</b></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">We have found &ldquo;somatic awareness&rdquo; to be a natural and appreciated by-product of chi training and chi development.</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">With increased sensitivity to chi energy, greater sensitivity to the messages from our bodies and our surroundings are achieved; the information transmitted on the quantum level through &ldquo;bioentanglement&rdquo; can be easily received and deciphered on an emotional level with little to no internal, conscious &ldquo;analysis&rdquo;: the difference between &ldquo;thinking&rdquo; and &ldquo;knowing&rdquo; will be made apparent.</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">&nbsp;</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">V/r</span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);">Don Brown [Chi Energy Certified Instructor]</span></span></span></p>
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		<item>
		<title>Chi Energy and Temperature of Light</title>
		<link>http://www.chienergyheals.com/2011/09/5406/</link>
		<comments>http://www.chienergyheals.com/2011/09/5406/#comments</comments>
		<pubDate>Fri, 16 Sep 2011 17:03:57 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bioenergy and Chienergy Science]]></category>
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		<description><![CDATA[School of Chi Energy&#160; Article by certified Instructor Sifu Don Brown &#160; As odd as it may seem, the temperature of light is not fixed; in fact, it is possible to freeze light.&#160; The usefulness of this discovery did not go unnoticed in the scientific and manufacturing communities.&#160; As stated in the article &#8220;Physicists freeze [...]]]></description>
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<p class="MsoNormal"><span style="font-size:20px;"><span style="font-family: times new roman,times,serif;"><span style="color: rgb(0, 0, 0);"><b style="mso-bidi-font-weight:normal"><span style="line-height: 115%;">S<span style="font-size:16px;"><span style="font-family: georgia,serif;">chool of Chi Energy&nbsp; <br />
	</span></span></span></b></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><b style="mso-bidi-font-weight:normal"><span style="line-height: 115%;">Article by certified Instructor Sifu Don Brown</span></b></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">&nbsp;</span></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">As odd as it may seem, the temperature of light is not fixed; in fact, it is possible to freeze light.&nbsp; The usefulness of this discovery did not go unnoticed in the scientific and manufacturing communities.&nbsp; As stated in the article &ldquo;</span><a href="http://www.theregister.co.uk/2005/04/12/frozen_light/"><span style="line-height: 115%;">Physicists freeze light, propose optical CPUs</span></a><span style="line-height: 115%;">&rdquo;, the ability to lower the temperature of light makes quantum computing that much more feasible as well as practical.&nbsp; </span></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">What I find most interesting in this revelation is that it coincides with energy cultivation concepts taught by Sifu Jones for years prior to this technological breakthrough.</span></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">The idea of keeping my energy &ldquo;cool&rdquo; was an abstract concept that was particularly difficult to grasp.&nbsp; At the time, I had not realized that chi/electromagnetic energies have physical temperatures; nor did I realize the cause and effect relationship between &ldquo;hot&rdquo; chi and the physical manifestations of strained muscles, internal discomforts, and disruptive energies exacerbating interpersonal relationships.&nbsp; Furthermore, it was beyond my understanding that the human mind is capable of manipulating the temperature of objects, especially electromagnetic phenomena.&nbsp; With Sifu&rsquo;s prompting and patient tutelage, I gradually came to know the truth expressed in the recent scientific discoveries via the use of my own mind.&nbsp; Immediately, the abovementioned negative side effects of &ldquo;hot&rdquo; chi subsided.&nbsp; The idea of lowering the temperature of the bio-electromagnetic energy I cultivate, however, was but the starting point.&nbsp; </span></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">Chi, electricity, and light are electromagnetic phenomena that are hot at default settings.&nbsp; Through trial and error, we have all learned that, on some level, electricity burns.&nbsp; Light, given off from distant stars and fires, carries heat; too much [sun] light can lead to medical ailments, from a simple sunburn to heat strokes and more.&nbsp; When cultivating this energy with and for the body, it behooves the practitioner to cool this energy, as the body will be more receptive to it and the generation thereof.</span></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">In the article &ldquo;</span><a href="http://www.hitl.washington.edu/research/vrpain/SCIAMFin.pdf"><span style="line-height: 115%;">Virtual Reality Therapy</span></a><span style="line-height: 115%;">&rdquo; , [author ] Dr. Hunter Hoffman, who is the director of the Virtual Reality Analgesia Research Center at the University of Washington Human Interface Technology Laboratory (HITLab) in Seattle, makes some very profound discoveries that show the power of the human mind:</span></span></span></span></p>
<p class="MsoListParagraph" style="text-indent:-.25in;mso-list:l0 level1 lfo1"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">&middot;<span style="font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;">&nbsp;&nbsp;&nbsp; </span></span><span style="line-height: 115%;">Functional magnetic resonance imaging shows that virtual reality actually reduces the amount of pain-related activity in the brain.&nbsp; The same incoming pain signal can be interpreted as more or less painful depending on what the patient is thinking. </span></span></span></span></p>
<p class="MsoListParagraph" style="text-indent:-.25in;mso-list:l0 level1 lfo1"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">&middot;<span style="font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;">&nbsp; </span></span><span style="line-height: 115%;">In addition to influencing the way patients interpret such signals, psychological factors can even influence the amount of pain signals allowed to enter the brain&rsquo;s cortex. </span></span></span></span></p>
<p class="MsoListParagraph" style="text-indent:-.25in;mso-list:l0 level1 lfo1"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">&middot;<span style="font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;">&nbsp;&nbsp; </span></span><span style="line-height: 115%;">We found a significant positive correlation between the potency of the illusion&mdash;how strongly the subjects felt they were immersed in the virtual world&mdash;and the alleviation of their pain.</span></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">Not only does the scientific data demonstrate Dr. Hoffman&rsquo;s observation as truth, we instinctively know this from our real world experiences.&nbsp; </span></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">In the article, &ldquo;</span><a href="http://www.sciencedaily.com/releases/2008/03/080319152744.htm"><span style="line-height: 115%;">Virtual-Reality Video Game To Help Burn Patients Play Their Way To Pain Relief</span></a><span style="line-height: 115%;">&rdquo;, Dr. Gamelli of the Loyola University Chicago Stritch School of Medicine, Maywood made t his [un] commonsense observation about Hoffman&rsquo;s work: </span></span></span></span></p>
<p class="MsoNormal" style="margin-left:.5in"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">&ldquo;The theory is solid. Think of a toothache. During the day it&rsquo;s less painful because you have more demands on your attention. However, when night comes and things quiet down, your pain can flair up because you have far less to focus on.&rdquo;</span></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">For many of us engaging in the cultivation of chi energy, the ability to imagine/visualize without the aid of advanced technology falls pathetically short when compared to the sophisticated virtual reality systems in use by Dr. Hoffman and his colleagues.&nbsp; With continued practice, things improve.&nbsp; So much so that, it is completely possible to not only change the temperature of the chi.</span></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">As noted in other articles, the human brain is amazingly plastic; it morphs to better perform that which we tell it is important.&nbsp; The same is true here.&nbsp; Thru daily efforts in visualization techniques within this energy cultivation method, the brain repeatedly receives instructions as to what is important and as such, complies.&nbsp; The ability to visualize becomes second nature, and thru this ability, not only can the temperature of energy be changed, but a myriad of attributes and instruction given to the energy: how it feels; how it performs; what it does; how it behaves; etcetera.</span></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">The ability to control chi to this level of detail is critical for successful upper level techniques, such as remote healing.&nbsp; So that the practitioner has the ability to reproduce these techniques, on command and on demand with consistent results, this method integrates the concept of cooling the temperature of chi from the very beginning.&nbsp; The building blocks to upper echelon abilities are encoded in every phase of this method and carefully laid out in the curriculum.</span></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">&nbsp;</span></span></span></span></p>
<p class="MsoNormal"><span style="font-size:16px;"><span style="font-family: georgia,serif;"><span style="color: rgb(0, 0, 0);"><span style="line-height: 115%;">Mindful Life By Design </span><span style="line-height: 115%;">www.chienergyheal.com</span><span style="line-height: 115%;"> copyright 2011 all rights reserved</span></span></span></span></p>
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		<title>Chi Energy Instructor measures at High Levels</title>
		<link>http://www.chienergyheals.com/2011/09/chi-energy-instructor-measures-at-high-levels/</link>
		<comments>http://www.chienergyheals.com/2011/09/chi-energy-instructor-measures-at-high-levels/#comments</comments>
		<pubDate>Thu, 08 Sep 2011 17:22:09 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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		<description><![CDATA[&#160; &#160; &#160; &#160; &#160; &#160; The Rhine Center measured Sifu Cicero instructor from The School of Chi Energy and found she is the &#34;fifth&#34; unique individual with an high amount of bio-photon emissions in the last 30 years.&#160; This demonstrates the type of bio-energy build up that our Chi Energy students receive from their [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.chienergyheals.com/wp-content/uploads/2011/08/photo-3.png"><img alt="" class="alignleft size-thumbnail wp-image-5268" src="http://www.chienergyheals.com/wp-content/uploads/2011/08/photo-3-150x150.png" style="width: 255px; height: 111px;" title="photo-3" /></a></p>
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<p><span style="color:#000;"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">The Rhine Center measured Sifu Cicero instructor from The School of Chi Energy and found she is the &quot;fifth&quot; unique individual with an high amount of bio-photon emissions in the last 30 years.&nbsp; </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: georgia,serif;">This demonstrates the type of bio-energy build up that our Chi Energy students receive from their nerve fiber form training for Health, Healing and Attraction.</span></span></span></p>
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<p><a href="http://youtu.be/dOYikGwoVj4"><span style="font-size:20px;"><span style="font-family: times new roman,times,serif;">http://youtu.be/dOYikGwoVj4<br />
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<p><span style="font-size: 20px;"><span style="font-family: times new roman,times,serif;">or</span></span></p>
<p><a href="http://www.chienergyheals.com/chi-energy-cool-stuff-page/"><span style="font-size:20px;"><span style="font-family: times new roman,times,serif;">http://www.chienergyheals.com/chi-energy-cool-stuff-page/<br />
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		<title>The Truth about Chakras &#8211; Chakra Truth</title>
		<link>http://www.chienergyheals.com/2011/09/the-truth-about-chakras/</link>
		<comments>http://www.chienergyheals.com/2011/09/the-truth-about-chakras/#comments</comments>
		<pubDate>Wed, 07 Sep 2011 19:19:30 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bioenergy and Chienergy Science]]></category>
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		<category><![CDATA[Truth about Chakra]]></category>

		<guid isPermaLink="false">http://www.chienergyheals.com/?p=5374</guid>
		<description><![CDATA[&#160; &#160; The Truth about Chakras mp3 &#160; Play Now and learn the science versus the metaphysical philosophy on Chakras or (download)]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
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<p><a href="http://www.chienergyheals.com/wp-content/uploads/2011/08/Red-Bridge.gif"><img alt="" class="alignleft size-thumbnail wp-image-5345" height="150" src="http://www.chienergyheals.com/wp-content/uploads/2011/08/Red-Bridge-150x150.gif" title="Red-Bridge" width="150" /></a><span style="text-decoration: underline;"> </span><span style="font-family: georgia,serif;"><span style="font-size: 16px;"><span style="font-size: 22px;"><a href="http://www.chienergyheals.com/wp-content/uploads/file/Cool%20Stuff%20Page/ChakraTruth.mp3">The Truth about Chakras</a> mp3</span></span></span></p>
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<p><span style="font-size:16px;"><span style="font-family: georgia,serif;">Play Now and learn the science versus the metaphysical philosophy on Chakras or (<a href="http://www.chienergyheals.com/wp-content/uploads/file/Cool%20Stuff%20Page/ChakraTruth.mp3">download</a>) </span></span></p>
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