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	<title>BruceRawles.com</title>
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	<description>Bruce Rawles - Blog and Interests - Friends, Books, Video, Art, Music, Events, Photography, Sustainability, Travel, Resources, Worthy Causes, Dreams, Metaphysics, Sacred Geometry, Musings of all sorts</description>
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		<title>Book: The Geometry Code: Universal Symbolic Mirrors of Natural Laws Within Us; Friendly Reminders of Inclusion to Forgive the Dreamer of Separation by Bruce Rawles</title>
		<link>http://www.brucerawles.com/book-the-geometry-code-universal-symbolic-mirrors-of-natural-laws-within-us-friendly-reminders-of-inclusion-to-forgive-the-dreamer-of-separation-by-bruce-rawles/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=book-the-geometry-code-universal-symbolic-mirrors-of-natural-laws-within-us-friendly-reminders-of-inclusion-to-forgive-the-dreamer-of-separation-by-bruce-rawles</link>
		<comments>http://www.brucerawles.com/book-the-geometry-code-universal-symbolic-mirrors-of-natural-laws-within-us-friendly-reminders-of-inclusion-to-forgive-the-dreamer-of-separation-by-bruce-rawles/#comments</comments>
		<pubDate>Tue, 15 May 2012 13:34:52 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ACIM]]></category>
		<category><![CDATA[Art]]></category>
		<category><![CDATA[Books]]></category>
		<category><![CDATA[DavidPaul Doyle & Candace Doyle]]></category>
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		<category><![CDATA[Gary Renard]]></category>
		<category><![CDATA[Geometry]]></category>
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		<category><![CDATA[Metaphysics]]></category>
		<category><![CDATA[Musings]]></category>
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		<guid isPermaLink="false">http://www.brucerawles.com/?p=246</guid>
		<description><![CDATA[This is a project I&#8217;ve been working on since the late 1990&#8242;s; it&#8217;s fun to finally be able to share it with everyone! This page is also on my GeometryCode website here. The Geometry Code book &#8211; available June 5, 2012! Enjoy both book and screensaver for just the price of the book! Tuesday, June [...]]]></description>
			<content:encoded><![CDATA[<p>This is a project I&#8217;ve been working on since the late 1990&#8242;s; it&#8217;s fun to finally be able to share it with everyone! <img src='http://www.brucerawles.com/wp-includes/images/smilies/icon_smile.gif' alt=':-)' class='wp-smiley' />  This page is also on my GeometryCode website <a href="http://www.geometrycode.com/store/books/thegeometrycode-book/" target="_blank">here</a>.</p>
<h2>The Geometry Code book &#8211; <span style="background-color: yellow;">available June 5, 2012!</span></h2>
<h3 style="color: red;">Enjoy both book and screensaver for just the price of the book!<br />
Tuesday, June 5th, 2012 ONLY!</h3>
<p>Buy The Geometry Code Book on June 5th, 2012 and get a <strong>FREE</strong> (normally $19.95) download of the <a href="http://www.geometrycode.com/store/screen-savers/the-geometry-code-meditation-tool-screensaver-ebooklet/">companion Geometry Code Screensaver (PC or Mac) by Mika Feinberg (LightSOURCE) and Bruce Rawles!</a> ONE DAY ONLY! Mark your calendars!</p>
<blockquote><p><em>“Bruce has done a remarkable job of sharing how – by developing trust in the Inner Guide we all have in common – we can include the symbolic contents of our unconscious mind in very familiar forms, such as geometric ones. &#8230; This work is a fun and useful addition to the list of ACIM studies books. Enjoy, and awaken.”</em><br />
– <a href="http://www.GaryRenard.com/" target="_blank">Gary R. Renard</a>, best-selling author of <a href="http://astore.amazon.com/acimblog-20/detail/1401905668" target="_blank">The Disappearance of the Universe</a></p></blockquote>
<div><img class="aligncenter size-full wp-image-1505" title="GeometryCode-front-cover582" src="http://www.geometrycode.com/wp-content/uploads/2012/05/GeometryCode-FrontCover582w.jpg" alt="The Geometry Code: Universal Symbolic Mirrors of Natural Laws Within Us; Friendly Reminders of Inclusion to Forgive the Dreamer of Separation by Bruce Rawles (front cover)" width="582" height="870" /></div>
<p>An Inclusive Identity transforms our experience from separate to whole. Our inner teacher of kindness reinterprets every day events in ways that lead us to freedom. Observing our minds with this guidance, we apply universal laws to our individual lives, using geometric metaphors as memory aids, releasing the identification with unconscious victim scripts that sabotage our happiness. This book integrates practical insights from modern physics, ancient Hermetic Laws, non-dual metaphysics, transpersonal psychology – and humor – as tools for undoing conflicting beliefs we&#8217;ve dreamed ourselves into. Symbols remind us to forgive the dreamer.</p>
<p>We explore seven laws in depth and demonstrate how a mindfulness that embraces &#8216;other&#8217; as &#8216;self&#8217; can reverse the typical misapplication of these inescapable laws of Mentalism, Correspondence, Vibration, Polarity, Rhythm, Cause &amp; Effect and Generation. Ubiquitous geometric symbols, paired to each of these laws – the circle, vesica piscis, sine wave, line, spiral, fractal and yin-yang – and their countless commonplace variations, seen from the vantage point of shared interests, reflect these ideas. The inspired use of natural law restores attributes of life, love, strength, purity, beauty, perfection and gratitude to our awareness. Our intentions of loving kindness make use of these memory aids for returning our minds to wholeness as we forgive ourselves, using dreams to heal instead of harm.</p>
<div align="center">
<div><a href="http://www.geometrycode.com/subscribe/" target="_blank">Read a free sample chapter from The Geometry Code book &#8211; pdf download file with your free subscription</a></div>
<div><a href="http://www.geometrycode.com/the-geometry-code-book-preface-by-the-author/" target="_blank">Read the Preface by the Author from The Geometry Code book</a></div>
<div><a href="http://www.geometrycode.com/store/books/thegeometrycode-book/table-of-contents-the-geometry-code-book/" target="_blank">Read the Table of Contents from The Geometry Code book</a></div>
<div><a href="http://www.geometrycode.com/store/books/thegeometrycode-book/acknowledgments-abridged-for-the-geometry-code-book/" target="_blank">Read the Acknowledgments from The Geometry Code book</a></div>
<div><a href="http://www.geometrycode.com/store/books/thegeometrycode-book/the-geometry-code-book-kudos/" target="_blank">Read some Endorsements for The Geometry Code book</a></div>
<div><strong><a href="http://www.geometrycode.com/store/books/thegeometrycode-book/buy-the-geometry-code-book/" target="_blank">Order the book from Amazon here: Available June 5, 2012!</a></strong></div>
<div>Order the Kindle (digital download) here: (soon!)</div>
</div>
<p><strong>The Geometry Code: Universal Symbolic Mirrors of Natural Laws Within Us; Friendly Reminders of Inclusion to Forgive the Dreamer of Separation</strong> by Bruce Rawles (author of <a href="http://www.geometrycode.com/store/books/sacred-geometry-design-sourcebook-sgds/">Sacred Geometry Design Sourcebook</a>) will be available here on Tuesday June 5, 2012!</p>
<h3><a href="http://www.geometrycode.com/subscribe/">Click here and we will email details about ordering The Geometry Code book.</a></h3>
<blockquote><p><em>&#8220;The Geometry Code elegantly approaches the underlying assumptions of the belief in separation – the treasured wounds we won&#8217;t forgive which prevent healing – from the context of Oneness. Using ancient and modern mirrors, such as universal laws and sacred geometry, it reveals our true shared selves. I&#8217;m impressed with the depth and breadth of this book; it&#8217;s really profound. Thank you for bringing it into being.&#8221;</em><br />
– <a href="http://www.GaryRenard.com/" target="_blank">Leonard Laskow, MD</a>; author of <a href="http://astore.amazon.com/intent-20/detail/0966519507" target="_blank">Healing With Love</a></p></blockquote>
<blockquote><p><a href="http://www.geometrycode.com/store/books/thegeometrycode-book/the-geometry-code-book-endorsements-2/" target="_blank">Read more kudos for The Geometry Code book here.</a></p></blockquote>
<hr />
<h2>The Geometry Code screensaver &#8211; available now!</h2>
<p>The Geometry Code <em>book</em> becomes available June 5, 2012. The first draft is complete and out for review, with <a href="http://www.brucerawles.com/" target="_blank">recent inspiration</a> from <a href="http://astore.amazon.com/intent-20/103-8302590-8943853?%5Fencoding=UTF8&amp;node=64" target="_blank">kindred souls</a> &#8230;<br />
Meanwhile, The Geometry Code <a href="http://www.geometrycode.com/store/screen-savers/the-geometry-code-meditation-tool-screensaver-ebooklet/"><em>Meditation Tool, Screen Saver</em> (by Mika Feinberg) and eBooklet (by Bruce Rawles)</a> <em>(a perfect companion for the book) IS</em> available now!</p>
<div align="center"><img src="http://www.geometrycode.com/images/geometry_code_animation.gif" alt="Geometry Code Meditation Tool, Screen Saver, and eBooklet - animation sample preview" width="200" height="200" /> <label> <a href="http://www.sacred-geometry.com/geometrycode.html" target="_blank"><br />
<strong> The Geometry Code &#8211; Meditation Tool, ScreenSaver, and eBooklet<br />
Available here NOW for Windows and Macintosh </strong></a></label><br />
<a href="http://www.sacred-geometry.com/geometrycode.html" target="_blank"><strong>$19.95</strong> -&gt; <strong><em><span style="color: red;"> Order and download here </span></em></strong> </a></div>
<p>Here&#8217;s an example of a similar exquisite screensaver by Mika of LightSOURCE that gives an idea of the beauty of the animation and how skillfully he uses color, gradient blending and smooth transitions to make wonderful meditative visual experiences:</p>
<div align="center"><object width="582" height="326" classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"><param name="allowFullScreen" value="true" /><param name="allowscriptaccess" value="always" /><param name="src" value="http://www.youtube.com/v/fskwh67_cvk?version=3&amp;hl=en_US&amp;rel=0" /><param name="allowfullscreen" value="true" /><embed width="582" height="326" type="application/x-shockwave-flash" src="http://www.youtube.com/v/fskwh67_cvk?version=3&amp;hl=en_US&amp;rel=0" allowFullScreen="true" allowscriptaccess="always" allowfullscreen="true" /></object></div>
<p>For more, here&#8217;s the <a href="http://www.youtube.com/user/sacredgeometry2012" target="_blank">LightSOURCE YouTube channel</a>.</p>
<hr />
<h2>Sacred Geometry Design Sourcebook &#8211; also available now!</h2>
<p>Bruce&#8217;s first book, <a href="http://www.geometrycode.com/store/books/sacred-geometry-design-sourcebook-sgds/">Sacred Geometry Design Sourcebook &#8211; Universal Dimensional Patterns</a>, is still available and is a great introduction to his more recent work, as well as a timeless reference for readers of all ages with a variety of interests.<br />
<img class="alignnone size-full wp-image-268" src="http://www.geometrycode.com/wp-content/uploads/2011/03/gc-front-cover3-592w-366h1.jpg" alt="" width="592" height="366" /></p>
<div>
<table>
<tbody>
<tr>
<td><img class="aligncenter" title="GeometryCode-button-logo" src="http://www.geometrycode.com/wp-content/uploads/2012/05/GeometryCode-All7Button30px.jpg" alt="The Geometry Code: Universal Symbolic Mirrors of Natural Laws Within Us; Friendly Reminders of Inclusion to Forgive the Dreamer of Separation by Bruce Rawles (logo)" width="30" height="30" /></td>
<td><a href="http://www.geometrycode.com/subscribe/" target="_blank">Free sample chapter from The Geometry Code book with free bulletin subscription</a></td>
</tr>
<tr>
<td><img class="aligncenter" title="GeometryCode-button-logo" src="http://www.geometrycode.com/wp-content/uploads/2012/05/GeometryCode-All7Button30px.jpg" alt="The Geometry Code: Universal Symbolic Mirrors of Natural Laws Within Us; Friendly Reminders of Inclusion to Forgive the Dreamer of Separation by Bruce Rawles (logo)" width="30" height="30" /></td>
<td><a href="http://www.geometrycode.com/the-geometry-code-book-preface-by-the-author/" target="_blank">Preface by the author from The Geometry Code book</a></td>
</tr>
<tr>
<td><img class="aligncenter" title="GeometryCode-button-logo" src="http://www.geometrycode.com/wp-content/uploads/2012/05/GeometryCode-All7Button30px.jpg" alt="The Geometry Code: Universal Symbolic Mirrors of Natural Laws Within Us; Friendly Reminders of Inclusion to Forgive the Dreamer of Separation by Bruce Rawles (logo)" width="30" height="30" /></td>
<td><a href="http://www.geometrycode.com/store/books/thegeometrycode-book/table-of-contents-the-geometry-code-book/" target="_blank">Table of Contents from The Geometry Code book</a></td>
</tr>
<tr>
<td><img class="aligncenter" title="GeometryCode-button-logo" src="http://www.geometrycode.com/wp-content/uploads/2012/05/GeometryCode-All7Button30px.jpg" alt="The Geometry Code: Universal Symbolic Mirrors of Natural Laws Within Us; Friendly Reminders of Inclusion to Forgive the Dreamer of Separation by Bruce Rawles (logo)" width="30" height="30" /></td>
<td><a href="http://www.geometrycode.com/store/books/thegeometrycode-book/acknowledgments-abridged-for-the-geometry-code-book/" target="_blank">Acknowledgments for The Geometry Code book</a></td>
</tr>
<tr>
<td><img class="aligncenter" title="GeometryCode-button-logo" src="http://www.geometrycode.com/wp-content/uploads/2012/05/GeometryCode-All7Button30px.jpg" alt="The Geometry Code: Universal Symbolic Mirrors of Natural Laws Within Us; Friendly Reminders of Inclusion to Forgive the Dreamer of Separation by Bruce Rawles (logo)" width="30" height="30" /></td>
<td><a href="http://www.geometrycode.com/store/books/thegeometrycode-book/the-geometry-code-book-kudos/" target="_blank">Endorsements for The Geometry Code book</a></td>
</tr>
<tr>
<td><img class="aligncenter" title="GeometryCode-button-logo" src="http://www.geometrycode.com/wp-content/uploads/2012/05/GeometryCode-All7Button30px.jpg" alt="The Geometry Code: Universal Symbolic Mirrors of Natural Laws Within Us; Friendly Reminders of Inclusion to Forgive the Dreamer of Separation by Bruce Rawles (logo)" width="30" height="30" /></td>
<td><strong><a href="http://www.geometrycode.com/store/books/thegeometrycode-book/buy-the-geometry-code-book/" target="_blank">Buy The Geometry Code book</a></strong></td>
</tr>
</tbody>
</table>
</div>
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		<title>Nancy&#8217;s lovely ribbon art &#8211; digital download</title>
		<link>http://www.brucerawles.com/nancys-lovely-ribbon-art-digital-download/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=nancys-lovely-ribbon-art-digital-download</link>
		<comments>http://www.brucerawles.com/nancys-lovely-ribbon-art-digital-download/#comments</comments>
		<pubDate>Sun, 08 Apr 2012 12:37:22 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Art]]></category>

		<guid isPermaLink="false">http://www.brucerawles.com/?p=235</guid>
		<description><![CDATA[Ribbon Art Digital Download Nancy scanned and did some amazing meticulous photo-retouching on some wonderful sewing magazine from the roaring 1920′s; perfect for use in collage, art and sewing projects, with 50 pages of 300 dpi illustrations, photos and instructions for ribbon sewing projects in JPG format. Images approx 7.2″ x 10″ each. All for [...]]]></description>
			<content:encoded><![CDATA[<h2><a href="http://www.nancybolton.com/store/ribbon-art-digital-download/"><img class="alignnone" title="Vintage Ribbon Art - montage of sample images" src="http://www.nancybolton.com/wp-content/uploads/2011/06/LULU-VintageAd.png" alt="Vintage Ribbon Art - montage of sample images" width="216" height="252" /></a></h2>
<h2>Ribbon Art Digital Download</h2>
<p>Nancy scanned and did some amazing meticulous photo-retouching on some wonderful sewing magazine from the roaring 1920′s; perfect for use in collage, art and sewing projects, with 50 pages of 300 dpi illustrations, photos and instructions for ribbon sewing projects in JPG format. Images approx 7.2″ x 10″ each. All for Just $4.95 Here&#8217;s <a href="http://www.nancybolton.com/store/ribbon-art-digital-download/" target="_blank">more detail about this ribbon art</a>, including a FREE download sample page of Ribbon Art&#8217;s fantastic images from the 1920′s era in PDF format.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
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		<title>Happy Hemispheres</title>
		<link>http://www.brucerawles.com/happy-hemispheres/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=happy-hemispheres</link>
		<comments>http://www.brucerawles.com/happy-hemispheres/#comments</comments>
		<pubDate>Mon, 02 Apr 2012 16:31:11 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Puns]]></category>

		<guid isPermaLink="false">http://www.brucerawles.com/?p=229</guid>
		<description><![CDATA[I just listened to the rest of Swami Beyondananda&#8217;s April Fools Day online show with three other comics &#8211; fun! One mentioned research showing differences in the amygdala of the brain between liberally and conservatively biased types. Perhaps what we all need is just being Merry (A)mygdala&#8217;n.]]></description>
			<content:encoded><![CDATA[<p>I just listened to the rest of Swami Beyondananda&#8217;s April Fools Day online show with three other comics &#8211; fun! <img src='http://www.brucerawles.com/wp-includes/images/smilies/icon_smile.gif' alt=':-)' class='wp-smiley' />  One mentioned research showing differences in the amygdala of the brain between liberally and conservatively biased types. Perhaps what we all need is just being Merry (A)mygdala&#8217;n. <img src='http://www.brucerawles.com/wp-includes/images/smilies/icon_smile.gif' alt=':-)' class='wp-smiley' /> <a href="http://www.brucerawles.com/wp-content/uploads/2012/04/Amygdala-300px-Constudoverbrain.png"><img class="aligncenter size-full wp-image-230" title="" src="http://www.brucerawles.com/wp-content/uploads/2012/04/Amygdala-300px-Constudoverbrain.png" alt="Amygdala - Wikipedia image of brain" width="300" height="409" /></a></p>
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		<item>
		<title>What Does Donny call Marie?&#8230;</title>
		<link>http://www.brucerawles.com/what-does-donny-call-marie/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=what-does-donny-call-marie</link>
		<comments>http://www.brucerawles.com/what-does-donny-call-marie/#comments</comments>
		<pubDate>Tue, 06 Mar 2012 14:10:31 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Puns]]></category>

		<guid isPermaLink="false">http://www.brucerawles.com/?p=226</guid>
		<description><![CDATA[Osmosis.]]></description>
			<content:encoded><![CDATA[<p>Osmosis.</p>
]]></content:encoded>
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		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>Putting The Elephant In The Jar</title>
		<link>http://www.brucerawles.com/putting-the-elephant-in-the-jar/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=putting-the-elephant-in-the-jar</link>
		<comments>http://www.brucerawles.com/putting-the-elephant-in-the-jar/#comments</comments>
		<pubDate>Tue, 07 Feb 2012 14:41:32 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ACIM]]></category>
		<category><![CDATA[Metaphysics]]></category>
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		<category><![CDATA[Science]]></category>

		<guid isPermaLink="false">http://www.brucerawles.com/?p=219</guid>
		<description><![CDATA[When I was a kid, one of the popular riddles went something like this: &#8220;How do you capture an elephant, using a pair of tweezers, a jar and binoculars?&#8221; The obvious answer, using the selective suspension of logic that makes kid humor fun, is to use the binoculars backwards, and then take the tweezers to [...]]]></description>
			<content:encoded><![CDATA[<p><img class="aligncenter size-full wp-image-223" title="" src="http://www.brucerawles.com/wp-content/uploads/2012/02/ElephantInJar.jpg" alt="Elephant In A Jar" width="288" height="288" />When I was a kid, one of the popular riddles went something like this: &#8220;How do you capture an elephant, using a pair of tweezers, a jar and binoculars?&#8221; The obvious answer, using the selective suspension of logic that makes kid humor fun, is to use the binoculars backwards, and then take the tweezers to drop the elephant (which now looks tiny) into the jar. Makes perfect sense, right? Yet don&#8217;t we suspend the &#8216;elephant in the room&#8217; logic when it comes to our perspective about space and time?</p>
<p>Let&#8217;s start with space, since the elephant joke example plays with the dimensions of space and how we project and perceive them. If science teaches us diligent vigilance for distortion and bias, wouldn&#8217;t it make sense that the lens of the human eye automatically exaggerates what appears close to us and diminishes what is farther away? Most galaxies – which should seem astronomically huge – seem far away if we can even see them at all, even with strong telescopes.  Objects that are in front of our noses appear gigantic to us, yet they become increasingly insignificant to someone in another room, neighborhood, town, province, country, planet or galaxy. Lens distortion is the basis for countless optical illusions. When you add in what modern physics suggests about other dimensions, it becomes obvious that we&#8217;re getting only the tiniest bit of data about the physical world by design from any eye. The information these lenses offer is – at best –distorted, abridged, filtered, and hopelessly provincial, biased and limited. In school I learned to approximate terms in an equation that are infinitesimally small (compared with terms larger by orders of magnitude) as zero in many cases. Wouldn&#8217;t that mean that anything we perceive on the human scale (or even galactic scale, since galaxies seem tiny across the universe) can safely be discarded in the &#8216;big equation&#8217;? Our senses of hearing, taste, touch and smell also wildly favor inputs that are close to us, giving them unfair advantage over a universe of other sensations. So why do we trust our senses to give us a complete story?</p>
<p>How about time&#8217;s distortions? For this dimension, we turn even more to how our mind interprets what we call reality. We&#8217;ve learned to picture time – as we know it – on a horizontal axis, with the past stretching infinitely far from the midpoint of now back to antiquity on our left and the future doing a similar stretch infinitely far toward uncertainty on our right. Yet the only moment we ever really have is now. Even when we seem to experience the past or future, we achieve that by dragging our concept of what might have been or what might become into the endless now. We &#8216;spend&#8217; an enormous amount of our temporal budget on imagined moments that don&#8217;t actually exist now. Seen from another angle, what if we could somehow mentally encompass eternity, using our concept of time. Wouldn&#8217;t we be giving an outrageously disproportionate amount of emphasis to our current issues, concerns and cares? Our entire lives as physical entities wouldn&#8217;t even register as blips on the radar of forever. From the standpoint of eternity, don&#8217;t we make elephants out of nothing when we&#8217;re obsessed and stressed with what seems important now?</p>
<p>If we are to hold true to the scientific ideal and seek to reduce bias and distortion, shouldn&#8217;t we approximate anything delivered for our consideration by space or time as basically nothing (at least to a first approximation)? That doesn&#8217;t mean that we should ignore the responsibilities or our lives or become aloof and miss out on the fun this &#8216;house of mirrors&#8217; (and lenses) world offers us. We can actually be more kind to ourselves and others and enjoy a lot more humor by not taking this world of distortion too seriously. If the veil of space and time seems like a thick and burdensome cloak from our myopic vantage point, why not amuse ourselves by seeing these dimensions as flimsy veils and ultimately emperors clothes where each moment truly is new.</p>
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		<title>Wonderful interview of Jonathan Haidt by Bill Moyers</title>
		<link>http://www.brucerawles.com/wonderful-interview-of-jonathan-haidt-by-bill-moyers/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=wonderful-interview-of-jonathan-haidt-by-bill-moyers</link>
		<comments>http://www.brucerawles.com/wonderful-interview-of-jonathan-haidt-by-bill-moyers/#comments</comments>
		<pubDate>Sat, 04 Feb 2012 17:34:33 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Books]]></category>
		<category><![CDATA[Interviews]]></category>
		<category><![CDATA[Metaphysics]]></category>
		<category><![CDATA[Musings]]></category>
		<category><![CDATA[News]]></category>
		<category><![CDATA[Sustainability]]></category>
		<category><![CDATA[Video]]></category>
		<category><![CDATA[Worthy Causes]]></category>

		<guid isPermaLink="false">http://www.brucerawles.com/?p=217</guid>
		<description><![CDATA[Nancy &#38; I just watched a wonderful interview of Jonathan Haidt by Bill Moyers which speaks not only to the current political divisiveness in this country, but the deeper issue of demonization, polarization and &#8216;we/they&#8217; thinking at the root of the divisive/divided minds we all mess with. A couple of  favorite phrases from this interview: &#8220;Follow [...]]]></description>
			<content:encoded><![CDATA[<p>Nancy &amp; I just watched a <a href="http://billmoyers.com/segment/jonathan-haidt-explains-our-contentious-culture/" target="_blank">wonderful interview of Jonathan Haidt by Bill Moyers</a> which speaks not only to the current political divisiveness in this country, but the deeper issue of demonization, polarization and &#8216;we/they&#8217; thinking at the root of the divisive/divided minds we all mess with. A couple of  favorite phrases from this interview: &#8220;Follow the sacredness&#8221; (meaning just be willing to look at our own sacred cows and see that we&#8217;re ALL biased, which leads to identifying with the observer, rather than the little &#8216;vested interest&#8217; self. I think this is a great companion quote to &#8220;follow the money.&#8221; and &#8220;We&#8217;re all hypocrites.&#8221; This would backfire if we used the latter maxim to &#8216;beat up&#8217; on ourselves, but instead, if we can just laugh at the silliness of our passions, pursuits and preferences in this wacky world&#8230; It&#8217;s refreshing to see a meaningful dialogue about our minds tendency to separate and how shared interests are at the heart of effective relationships of any kind, regardless of the form.</p>
]]></content:encoded>
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		<title>The bottom line of martial arts for kids</title>
		<link>http://www.brucerawles.com/the-bottom-line-of-martial-arts-for-kids/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=the-bottom-line-of-martial-arts-for-kids</link>
		<comments>http://www.brucerawles.com/the-bottom-line-of-martial-arts-for-kids/#comments</comments>
		<pubDate>Tue, 31 Jan 2012 17:45:01 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Puns]]></category>

		<guid isPermaLink="false">http://www.brucerawles.com/?p=214</guid>
		<description><![CDATA[The other day a friend mentioned that she was taking her kids to Tae Kwon Do. Is the alternate spelling &#8220;tyke want dough&#8221;?]]></description>
			<content:encoded><![CDATA[<p>The other day a friend mentioned that she was taking her kids to Tae Kwon Do. Is the alternate spelling &#8220;tyke want dough&#8221;? <img src='http://www.brucerawles.com/wp-includes/images/smilies/icon_smile.gif' alt=':-)' class='wp-smiley' /> </p>
]]></content:encoded>
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		<title>Visual Arts Inspiration: Brother Muses</title>
		<link>http://www.brucerawles.com/visual-arts-inspiration-brother-muses/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=visual-arts-inspiration-brother-muses</link>
		<comments>http://www.brucerawles.com/visual-arts-inspiration-brother-muses/#comments</comments>
		<pubDate>Sun, 15 Jan 2012 13:21:19 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Art]]></category>
		<category><![CDATA[Family]]></category>
		<category><![CDATA[Friends]]></category>
		<category><![CDATA[North America]]></category>
		<category><![CDATA[Photography]]></category>
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		<category><![CDATA[Useful Resources]]></category>

		<guid isPermaLink="false">http://www.brucerawles.com/?p=206</guid>
		<description><![CDATA[My cousin just made a FaceBook posting about a long-overdue trek in Yosemite which inspired this response: Yesterday I got to meet with Yosemite hiking buddy Dave (since 7th grade!) in Pueblo, Colorado. He and his brother Don have been inspirations for photography (as well as visual arts in general, music, etc.) for many years. [...]]]></description>
			<content:encoded><![CDATA[<p><img class="aligncenter size-full wp-image-209" title="Don Van Dyke photography example" src="http://www.brucerawles.com/wp-content/uploads/2012/01/ScreenSnap-4.png" alt="Don Van Dyke photography example" width="240" height="240" />My cousin just made a FaceBook posting about a long-overdue trek in Yosemite which inspired this response: Yesterday I got to meet with Yosemite hiking buddy Dave (since 7th grade!) in Pueblo, Colorado. He and his brother Don have been inspirations for photography (as well as visual arts in general, music, etc.) for many years. We backpacked through Lyell Canyon, Point Reyes, and other great places on numerous backpacking trips. (Reminder to self; dig out that huge box of 35mm slides and scan some more of the better ones! <img src='http://www.brucerawles.com/wp-includes/images/smilies/icon_smile.gif' alt=':-)' class='wp-smiley' />  Here&#8217;s some of Dave&#8217;s amazing 3D graphics (<a href="http://www.brucerawles.com/another-great-sci-fi-zazzle-poster-from-david-van-dyke/" rel="nofollow nofollow" target="_blank">http://<wbr>www.brucerawles.com/<wbr>another-great-sci-fi-zazzle<wbr>-poster-from-david-van-dyk<wbr>e/</wbr></wbr></wbr></wbr></a>) and animation (<a href="http://zaxisgraphics.com/" rel="nofollow nofollow" target="_blank">http://zaxisgraphics.com/</a>) and Don&#8217;s exquisite photography (<a href="http://dvd5.zenfolio.com/" rel="nofollow nofollow" target="_blank">http://dvd5.zenfolio.com/</a>)</p>
]]></content:encoded>
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		<title>Another great sci-fi zazzle poster from David Van Dyke</title>
		<link>http://www.brucerawles.com/another-great-sci-fi-zazzle-poster-from-david-van-dyke/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=another-great-sci-fi-zazzle-poster-from-david-van-dyke</link>
		<comments>http://www.brucerawles.com/another-great-sci-fi-zazzle-poster-from-david-van-dyke/#comments</comments>
		<pubDate>Fri, 06 Jan 2012 18:27:18 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Art]]></category>
		<category><![CDATA[Friends]]></category>
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		<category><![CDATA[SciFi]]></category>

		<guid isPermaLink="false">http://www.brucerawles.com/?p=198</guid>
		<description><![CDATA[My buddy Dave just sent me a link to another of his superb visual gems; "Attack of the Space Pirates" is the name of this one. Dave has shared his amazing art and inspirations with me since about 1970. Here's another one that has been happily on the wall for years entitled "Going Home" and [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><img class="aligncenter" 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" alt="" width="373" height="253" /></p>
<p>My buddy Dave just sent me a link to another of his superb visual gems; "<a href="http://www.zazzle.com/attack_of_the_space_pirates_poster-228927842738089979" target="_blank">Attack of the Space Pirates"</a> is the name of this one. Dave has shared his amazing art and inspirations with me since about 1970. Here's another one that has been happily on the wall for years entitled "<a href="http://www.brucerawles.com/dave-van-dyke-and-z-axis-graphics/" target="_blank">Going Home</a>" and <a href="http://www.brucerawles.com/files/82a4904339b012506bb160fa17750b1e-33.htm" target="_blank">another example of his exquisite work</a>.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Avoiding holiday decoration fines</title>
		<link>http://www.brucerawles.com/avoiding-holiday-decoration-fines/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=avoiding-holiday-decoration-fines</link>
		<comments>http://www.brucerawles.com/avoiding-holiday-decoration-fines/#comments</comments>
		<pubDate>Thu, 29 Dec 2011 22:49:37 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Art]]></category>
		<category><![CDATA[Puns]]></category>

		<guid isPermaLink="false">http://www.brucerawles.com/?p=195</guid>
		<description><![CDATA[Just in case there&#8217;s an ordinance for leaving holiday decorations up too long in our new neighborhood, I took the wreath off the front door earlier today. If there was a $100 fine, I can just imagine the slogan they would use: &#8220;A wreath, a Franklin&#8221;]]></description>
			<content:encoded><![CDATA[<p>Just in case there&#8217;s an ordinance for leaving holiday decorations up too long in our new neighborhood, I took the wreath off the front door earlier today. If there was a $100 fine, I can just imagine the slogan they would use: &#8220;A wreath, a Franklin&#8221; <img src='http://www.brucerawles.com/wp-includes/images/smilies/icon_smile.gif' alt=':-)' class='wp-smiley' /> <img src="http://www.brucerawles.com/wp-content/uploads/2011/12/a-Wreath-a-Franklin.jpg" alt="a-Wreath-a-Franklin" title="" width="200" height="200" class="aligncenter size-full wp-image-196" /></p>
]]></content:encoded>
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