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	<title>EQUIUS</title>
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	<link>http://www.equiuspartners.com/blog</link>
	<description>Asset class investing</description>
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		<title>Mugged by reality&#8230;</title>
		<link>http://www.equiuspartners.com/blog/2012/05/mugged-by-reality/</link>
		<comments>http://www.equiuspartners.com/blog/2012/05/mugged-by-reality/#comments</comments>
		<pubDate>Fri, 18 May 2012 16:34:19 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=767</guid>
		<description><![CDATA[Actor Will Smith during a French television interview this week: Smith: I have no issue with paying taxes and whatever needs to be done for my country to grow. I believe very firmly that my ability to sit here&#8212;I&#39;m a black man who didn&#39;t go to college, yet I get to travel around the world [...]]]></description>
			<content:encoded><![CDATA[<p style="margin-top: 0px; margin-right: 8px; margin-bottom: 1em; margin-left: 8px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-family: Arial, Helvetica, sans-serif; font-size: 1.4em; line-height: 1.5em; display: block; "><em style="font-style: italic; font-weight: normal; ">Actor Will Smith during a French television interview this week:</em></p>
<p style="margin-top: 0px; margin-right: 8px; margin-bottom: 1em; margin-left: 8px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-family: Arial, Helvetica, sans-serif; font-size: 1.4em; line-height: 1.5em; display: block; "><em style="font-style: italic; font-weight: normal; ">Smith</em>: I have no issue with paying taxes and whatever needs to be done for my country to grow. I believe very firmly that my ability to sit here&mdash;I&#39;m a black man who didn&#39;t go to college, yet I get to travel around the world and sell my movies, and I believe very firmly that America is the only place on Earth that I could exist. So I will pay anything that I need to pay to keep my country growing. . . .</p>
<p style="margin-top: 0px; margin-right: 8px; margin-bottom: 1em; margin-left: 8px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-family: Arial, Helvetica, sans-serif; font-size: 1.4em; line-height: 1.5em; display: block; "><em style="font-style: italic; font-weight: normal; ">Interviewer</em>: Do you know how much in France you would have to pay on earnings above one million euros [under new French President Francois Hollande's proposal]? Not 30%. 75%.</p>
<p style="margin-top: 0px; margin-right: 8px; margin-bottom: 1em; margin-left: 8px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-family: Arial, Helvetica, sans-serif; font-size: 1.4em; line-height: 1.5em; display: block; "><em style="font-style: italic; font-weight: normal; ">Smith</em>: 75?! Yeah, that&#39;s different, that&#39;s different. Yeah, 75. Well, you know, God bless America.</p>
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		<title>The Future Is More Than Facebook</title>
		<link>http://www.equiuspartners.com/blog/2012/05/the-future-is-more-than-facebook/</link>
		<comments>http://www.equiuspartners.com/blog/2012/05/the-future-is-more-than-facebook/#comments</comments>
		<pubDate>Thu, 17 May 2012 15:32:21 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=758</guid>
		<description><![CDATA[In today&#39;s Wall Street Journal,&#160;Rich Karlgaard contrasts the hype of the upcoming Facebook IPO with the much more important trends in U.S. manufacturing and energy technology. Excerpt: The modern-day code rockers are not mere nerds, either. They form an Algorithmic Army of slightly surreal folks like, well, Mr. Zuckerberg. They seem to be pale men [...]]]></description>
			<content:encoded><![CDATA[<div style="font-family: Arial, Verdana, sans-serif; font-size: 12px; color: rgb(34, 34, 34); background-color: rgb(255, 255, 255); ">
<p><span style="font-size:14px;">In today&#39;s <em>Wall Street Journal</em>,&nbsp;Rich Karlgaard contrasts the hype of the upcoming Facebook IPO with the much more important trends in U.S. manufacturing and energy technology.</span></p>
<p><span style="font-size:14px;">Excerpt:</span></p>
<p><span style="font-size:14px;"><em>The modern-day code rockers are not mere nerds, either. They form an Algorithmic Army of slightly surreal folks like, well, Mr. Zuckerberg. They seem to be pale men with oddly flat voices and faraway gazes who prefer to hide out in the bathroom during the IPO roadshow. When finally coaxed onto the stage to face investors, the great Zuckerberg appeared in a hoodie.</em></span></p>
<p><span style="font-size:14px;"><em>That can&#39;t be America&#39;s future, can it?</em></span></p>
<p><span style="font-size:14px;">Read more <a href="http://online.wsj.com/article/SB10001424052702304371504577406142515388550.html?mod=WSJ_Opinion_LEADTop">here</a> (<em>The Wall Street Journal</em>, May 17, 2012)</span></p>
</div>
<p>&nbsp;</p>
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		<title>Supply-Side Critics Offer Only Trickle-Down Inflation</title>
		<link>http://www.equiuspartners.com/blog/2012/04/supply-side-critics-offer-only-trickle-down-inflation/</link>
		<comments>http://www.equiuspartners.com/blog/2012/04/supply-side-critics-offer-only-trickle-down-inflation/#comments</comments>
		<pubDate>Mon, 23 Apr 2012 18:16:49 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=753</guid>
		<description><![CDATA[From venture capitalist, Bill Frezza, on RealClearMarkets.com: Economics is not called the dismal science for nothing. Many professional economists go to great lengths to obscure simple truths inconvenient to their political masters. The media then promote these obfuscations, which are designed to appeal to a misinformed electorate. And that is the truly dismal part. Much [...]]]></description>
			<content:encoded><![CDATA[<p style="margin-top: 10px; margin-bottom: 10px; "><span style="font-size:14px;">From venture capitalist, Bill Frezza, on RealClearMarkets.com:</span></p>
<p style="margin-top: 10px; margin-bottom: 10px; "><span style="font-size:14px;"><em>Economics is not called the dismal science for nothing. Many professional economists go to great lengths to obscure simple truths inconvenient to their political masters. The media then promote these obfuscations, which are designed to appeal to a misinformed electorate. And that is the truly dismal part.</em></span></p>
<p style="margin-top: 10px; margin-bottom: 10px; "><span style="font-size:14px;"><em>Much of the economics politicians peddle &#8211; and voters think they know &#8211; is pure bunk. For a different perspective, here are 10 common sense propositions I challenge political economists to refute.</em></span></p>
<p style="margin-top: 10px; margin-bottom: 10px; "><span style="font-size:14px;">Read more <a href="http://www.realclearmarkets.com/articles/2012/04/23/supply-side_critics_offer_only_trickle-down_inflation_99632.html">here</a>&#8230;</span></p>
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		<title>Antitrust Is Theft</title>
		<link>http://www.equiuspartners.com/blog/2012/04/antitrust-is-theft/</link>
		<comments>http://www.equiuspartners.com/blog/2012/04/antitrust-is-theft/#comments</comments>
		<pubDate>Fri, 20 Apr 2012 15:41:15 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=747</guid>
		<description><![CDATA[Another benefit of Apple&#39;s huge success with their much-loved consumer products is the light it&#39;s shining on out-dated and destructive government policies. Wendy Milling offers a compelling case against government antitrust run amok in &#34;The DOJ&#39;s Mugging Of Apple Reminds Us That Antitrust Is Theft.&#34;]]></description>
			<content:encoded><![CDATA[<p style="margin: 0.0px 0.0px 12.0px 0.0px; font: 14.0px Verdana; color: #232323"><span style="letter-spacing: 0.0px">Another benefit of Apple&#39;s huge success with their much-loved consumer products is the light it&#39;s shining on out-dated and destructive government policies. Wendy Milling offers a compelling case against government antitrust run amok in &quot;</span><span style="letter-spacing: 0.0px; color: #000000"><a href="http://www.forbes.com/sites/realspin/2012/04/19/the-dojs-mugging-of-apple-reminds-us-that-antitrust-is-theft/print/">The DOJ&#39;s Mugging Of Apple Reminds Us That Antitrust Is Theft</a>.&quot;</span></p>
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		<title>You Can&#8217;t Make This Up&#8230;</title>
		<link>http://www.equiuspartners.com/blog/2012/04/you-cant-make-this-up/</link>
		<comments>http://www.equiuspartners.com/blog/2012/04/you-cant-make-this-up/#comments</comments>
		<pubDate>Mon, 16 Apr 2012 16:33:03 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=735</guid>
		<description><![CDATA[Bill Frezza, a Boston venture capitalist, appears to be as outraged as I am that Jon Corzine has not been brought to justice for the disappearance of $1.2 billion in client assets when he headed MF Global. Justice may be blind, but who works overtime to make it deaf, dumb, and stupid? Which would you [...]]]></description>
			<content:encoded><![CDATA[<p style="margin: 0.0px 0.0px 12.0px 0.0px; font: 12.0px Arial; color: #232323"><span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;"><span style="letter-spacing: 0.0px">Bill Frezza, a Boston venture capitalist, appears to be as outraged as I am that Jon Corzine has not been brought to justice for the disappearance of $1.2 billion in client assets when he headed MF Global.</span></span></span></p>
<p style="margin-top: 10px; margin-bottom: 10px; "><span style="color:#808080;"><em><span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Justice may be blind, but who works overtime to make it deaf, dumb, and stupid?</span></span></em></span></p>
<p style="margin-top: 10px; margin-bottom: 10px; "><span style="color:#808080;"><em><span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Which would you imagine might&nbsp;attract more aggressive enforcement from the Justice Department: the theft of $1.2 billion from supposedly segregated customer brokerage funds, or lying about an alleged incident of whistling to attract the attention of a whale so that whale watchers could get a better peep? If you said the latter, then you appreciate the extent to which federal law enforcement priorities have run off the rails.</span></span></em></span></p>
<p style="margin-top: 10px; margin-bottom: 10px; "><span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Read more of &quot;Corzine Steals Billions Sans Charges, Errant Whale Watcher Faces Prison&quot; <a href="http://www.realclearmarkets.com/articles/2012/04/16/corzine_steals_billions_sans_charges_errant_whale_watcher_faces_prison_99618.html">here</a>.</span></span></p>
<p>&nbsp;</p>
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		<title>Who was to blame for the financial crisis?</title>
		<link>http://www.equiuspartners.com/blog/2012/03/who-was-to-blame-for-the-financial-crisis/</link>
		<comments>http://www.equiuspartners.com/blog/2012/03/who-was-to-blame-for-the-financial-crisis/#comments</comments>
		<pubDate>Fri, 30 Mar 2012 14:04:56 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=731</guid>
		<description><![CDATA[Nick Schultz of the American Enterprise Institute interviewed Cliff Asness on the cause of the financial crisis. Asness is the widely-respected founder of AQR Capital and was a research assistant for Eugene Fama at the Univeristy of Chicago as he earned his PhD in Finance.]]></description>
			<content:encoded><![CDATA[<p>Nick Schultz of the American Enterprise Institute interviewed Cliff Asness on the cause of the financial crisis. Asness is the widely-respected founder of AQR Capital and was a research assistant for Eugene Fama at the Univeristy of Chicago as he earned his PhD in Finance.</p>
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		<title>The lexicon of hedge funds&#8230;</title>
		<link>http://www.equiuspartners.com/blog/2012/03/the-lexicon-of-hedge-funds/</link>
		<comments>http://www.equiuspartners.com/blog/2012/03/the-lexicon-of-hedge-funds/#comments</comments>
		<pubDate>Thu, 29 Mar 2012 17:37:59 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=706</guid>
		<description><![CDATA[From&#160;The Economist magazine, February 16, 2012:&#160;The lexicon of hedge funds: From alpha to smart beta Dear investor, In line with the rest of our industry we are making some changes to the language we use in our marketing and communications. We are writing this letter so we can explain these changes properly. Most importantly, Zilch [...]]]></description>
			<content:encoded><![CDATA[<p><span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">From&nbsp;<em>The Economist</em> magazine, February 16, 2012:&nbsp;<a href="http://www.economist.com/node/21547809" style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 14px; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; color: rgb(8, 82, 109); text-decoration: none; background-position: initial initial; background-repeat: initial initial; ">The lexicon of hedge funds: From alpha to smart beta</a></span></span></p>
<p style="margin-top: 0px; margin-right: 0px; margin-bottom: 13px; font: normal normal normal 13px/normal Verdana; color: rgb(51, 50, 51); font-family: Helvetica; font-size: medium; margin-left: 40px; "><span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Dear investor,</span></span></p>
<p style="margin-top: 0px; margin-right: 0px; margin-bottom: 13px; font: normal normal normal 13px/normal Verdana; color: rgb(51, 50, 51); font-family: Helvetica; font-size: medium; margin-left: 40px; "><span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">In line with the rest of our industry we are making some changes to the language we use in our marketing and communications. We are writing this letter so we can explain these changes properly. Most importantly, Zilch Capital used to refer to itself as a &ldquo;hedge fund&rdquo; but 2008 made it embarrassingly clear we didn&rsquo;t know how to hedge. At all. So like many others, we have embraced the title of &ldquo;alternative asset manager&rdquo;. It&rsquo;s clunky but ambiguous enough to shield us from criticism next time around.</span></span></p>
<p style="margin-top: 0px; margin-right: 0px; margin-bottom: 13px; font: normal normal normal 13px/normal Verdana; color: rgb(51, 50, 51); font-family: Helvetica; font-size: medium; margin-left: 40px; "><span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">We know we used to promise &ldquo;absolute returns&rdquo; (ie, that you would make money regardless of market conditions) but this pledge has proved impossible to honour. Instead we&rsquo;re going to give you &ldquo;risk-adjusted&rdquo; returns or, failing that, &ldquo;relative&rdquo; returns. In years like 2011, when we delivered much less than&nbsp;</span></span>th<span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">e S&amp;P 500, you may find that we don&rsquo;t talk about returns at all.</span></span></p>
<p style="margin-top: 0px; margin-right: 0px; margin-bottom: 13px; font: normal normal normal 13px/normal Verdana; color: rgb(51, 50, 51); font-family: Helvetica; font-size: medium; margin-left: 40px; "><span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">It is also time to move on from the concept of delivering &ldquo;alpha&rdquo;, the skill you&rsquo;ve paid us such fat fees for. Upon reflection, we have decided that we&rsquo;re actually much better at giving you &ldquo;smart beta&rdquo;. This term is already being touted at industry conferences and we hope shortly to be able to explain what it means. Like our peers we have also started talking a lot about how we are &ldquo;multi-strategy&rdquo; and &ldquo;capital-structure agnostic&rdquo;, and boasting about the benefits of our &ldquo;unconstrained&rdquo; investment approach. This is better than saying we don&rsquo;t really understand what&rsquo;s going on.</span></span></p>
<p style="margin-top: 0px; margin-right: 0px; margin-bottom: 13px; font: normal normal normal 13px/normal Verdana; color: rgb(51, 50, 51); font-family: Helvetica; font-size: medium; margin-left: 40px; "><span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Some parts of the lexicon will not see style drift. We are still trying to keep alive &ldquo;two and twenty&rdquo;, the industry&rsquo;s shorthand for 2% management fees and 20% performance fees. It is, we&rsquo;re sure you&rsquo;ll agree, important to keep up some traditions. Thank you for your continued partnership.</span></span></p>
<p style="margin-top: 0px; margin-right: 0px; margin-bottom: 13px; font: normal normal normal 13px/normal Verdana; color: rgb(51, 50, 51); font-family: Helvetica; font-size: medium; margin-left: 40px; "><span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Zilch Capital LLC</span></span></p>
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		<title>Brokers vs. Fiduciaries</title>
		<link>http://www.equiuspartners.com/blog/2012/03/brokers-vs-fiduciaries/</link>
		<comments>http://www.equiuspartners.com/blog/2012/03/brokers-vs-fiduciaries/#comments</comments>
		<pubDate>Wed, 28 Mar 2012 23:04:36 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=694</guid>
		<description><![CDATA[In our book, a prudent fiduciary would not place investing clients (speculative clients are another thing) with active money managers, given the very low odds of success over time. Ignorance of the voluminous research supporting this position is no excuse. However, certain concepts promoted by advisors who use active strategies are sound nevertheless. In this [...]]]></description>
			<content:encoded><![CDATA[<p style="margin: 0.0px 0.0px 12.0px 0.0px; font: 12.0px Arial; color: #232323"><span style="font-size:14px;">In our book, a prudent fiduciary would not place <i>investing</i> clients (s<i>peculative</i> clients are another thing) with active money managers, given the very low odds of success over time. Ignorance of the voluminous research supporting this position is no excuse. However, certain concepts promoted by advisors who use active strategies are sound nevertheless. In this video, HighTower Advisors does a great job of explaining the difference between brokers and fiduciaries through the use of a whiteboard animation. Enjoy!</span></p>
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		<title>We&#8217;ve Seen This Madness Before&#8230;</title>
		<link>http://www.equiuspartners.com/blog/2012/03/weve-seen-this-madness-before/</link>
		<comments>http://www.equiuspartners.com/blog/2012/03/weve-seen-this-madness-before/#comments</comments>
		<pubDate>Wed, 14 Mar 2012 22:05:36 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=679</guid>
		<description><![CDATA[Many managers of actively-managed mutual funds in the late 1990s, who were frustrated with underperforming the market for years, loaded up on large growth, technology, and Internet stocks just prior to those stocks&#39; collapse in 2000-2002 period. Nothing real unusual there, since active managers are notorious for coming late to the party, getting drunk on [...]]]></description>
			<content:encoded><![CDATA[<p><span style="font-size:14px;">Many managers of actively-managed mutual funds in the late 1990s, who were frustrated with underperforming the market for years, loaded up on large growth, technology, and Internet stocks just prior to those stocks&#39; collapse in 2000-2002 period. Nothing real unusual there, since active managers are notorious for coming late to the party, getting drunk on their greed, and then stumbling into the gutter to sleep it off&#8211;with their shareholders suffering the inevitable hangover. No, what&#39;s a bit unusual, is for small cap and value managers to join the party despite assuring their parents (the fund shareholders) that they would stay home and behave.</span></p>
<p><span style="font-size:14px;">Well, unfortunately, we&rsquo;re watching active fund managers behave badly once again. This time, they can&rsquo;t resist Apple&rsquo;s stock <i>after </i>it climbed to new highs and is now the biggest company in the world.</span></p>
<p><span style="font-size:14px;"><em><font class="Apple-style-span"><span style="background-color:#f0f8ff;">Apple</span></font><span style="background-color:#f0f8ff;">&nbsp;Inc.&#39;s&nbsp;surging shares have prompted hundreds of mutual funds to buy the stock&mdash;including many that aren&#39;t expected to invest in a giant, U.S.-based technology company that pays no dividends.</span></em></span></p>
<p><span style="font-size:14px;"><em><span style="background-color:#f0f8ff;">At least 50 small-cap and midcap mutual funds&mdash;which focus on small and midsize companies&mdash;own Apple, the world&#39;s largest company by market value, according to analyses for The Wall Street Journal by market-data firms&nbsp;</span><font class="Apple-style-span"><span style="background-color:#f0f8ff;">Morningstar</span></font><span style="background-color:#f0f8ff;">&nbsp;Inc.&nbsp;and Ipreo Holdings LLC. Non-U.S.-focused funds also own it. Apple doesn&#39;t pay a dividend, but about 40 dividend-focused funds hold its stock. And Apple shares can be found even in one high-yield bond fund.</span></em></span></p>
<p><span style="font-size:14px;">Read more <a href="http://online.wsj.com/article/SB10001424052702303717304577279733721107876.html?mod=WSJ_hp_mostpop_read">here</a>&#8230;</span></p>
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		<title>&#8216;Why I Am Leaving Goldman Sachs&#8217;</title>
		<link>http://www.equiuspartners.com/blog/2012/03/why-i-am-leaving-goldman-sachs/</link>
		<comments>http://www.equiuspartners.com/blog/2012/03/why-i-am-leaving-goldman-sachs/#comments</comments>
		<pubDate>Wed, 14 Mar 2012 21:35:45 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=675</guid>
		<description><![CDATA[An opinion piece in today&#39;s New York Times is causing a lot of buzz in the blogosphere and, being the consistent Wall Street critics that we are, we decided to post a link to it here. For more color and background, we&#39;ve also provided a link to a reference to the article in today&#39;s&#160;Wall Street [...]]]></description>
			<content:encoded><![CDATA[<p><span style="font-size:14px;">An opinion piece in today&#39;s <em>New York Times</em> is causing a lot of buzz in the blogosphere and, being the consistent Wall Street critics that we are, we decided to post a link to it here. For more color and background, we&#39;ve also provided a link to a reference to the article in today&#39;s&nbsp;<em>Wall Street Journal</em>.</span></p>
<p><span style="font-size:14px;"><em><span style="background-color:#f0f8ff;">TODAY is my last day at Goldman Sachs. After almost 12 years at the firm &mdash; first as a summer intern while at Stanford, then in New York for 10 years, and now in London &mdash; I believe I have worked here long enough to understand the trajectory of its culture, its people and its identity. And I can honestly say that the environment now is as toxic and destructive as I have ever seen it.</span></em></span></p>
<p><span style="font-size:14px;">Read more in the <em>New York Times</em> <a href="http://www.nytimes.com/2012/03/14/opinion/why-i-am-leaving-goldman-sachs.htm">here</a>.</span></p>
<p><span style="font-size:14px;"><em><font class="Apple-style-span"><span style="background-color:#f0f8ff;">Goldman Sachs Group</span></font><span style="background-color:#f0f8ff;">&nbsp;Inc.,&nbsp;the frequent target of criticism for its aggressive pursuit of profits, again found itself in a harsh spotlight Wednesday when a London-based executive resigned from the firm in a&nbsp;</span><font class="Apple-style-span"><span style="background-color:#f0f8ff;">New York Times</span></font><span style="background-color:#f0f8ff;">&nbsp;opinion piece that assailed the firm&#39;s culture as&nbsp;</span><font class="Apple-style-span"><span style="background-color:#f0f8ff;">&quot;toxic and destructive.&quot;</span></font></em></span></p>
<p><span style="font-size:14px;">Read more in <em>The Wall Street Journal</em>&nbsp;<a href="http://online.wsj.com/article/SB10001424052702304692804577281252012689294.html?mod=WSJ_hp_MIDDLETopStories">here</a>.</span></p>
<p style="margin-left: 40px; ">&nbsp;</p>
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		<title>Is MF Global Getting a Free Pass?</title>
		<link>http://www.equiuspartners.com/blog/2012/03/is-mf-global-getting-a-free-pass/</link>
		<comments>http://www.equiuspartners.com/blog/2012/03/is-mf-global-getting-a-free-pass/#comments</comments>
		<pubDate>Tue, 13 Mar 2012 15:27:28 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>
		<category><![CDATA[Wall Street Baloney]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=670</guid>
		<description><![CDATA[It&#8217;s sure starting to look as if&#160;Jon Corzine&#160;is going to get away with it. By now, it has been well established that Corzine&#8217;s former firm,&#160;MF Global, committed the sin of sins for a broker-dealer. In late October, during the final, desperate days before&#160;it entered bankruptcy proceedings, its executives took money from segregated customer accounts &#8212; [...]]]></description>
			<content:encoded><![CDATA[<p><span style="font-size:14px;">It&rsquo;s sure starting to look as if&nbsp;<font class="Apple-style-span">Jon Corzine</font>&nbsp;is going to get away with it.</span></p>
<p><span style="font-size:14px;">By now, it has been well established that Corzine&rsquo;s former firm,&nbsp;<font class="Apple-style-span">MF Global</font>, committed the sin of sins for a broker-dealer. In late October, during the final, desperate days before&nbsp;<font class="Apple-style-span">it entered bankruptcy proceedings</font>, its executives took money from segregated customer accounts &mdash; money that belonged not to MF Global but to the farmers and commodities traders that were its clients &mdash; and used it to prop up its rapidly collapsing business. Nor was this petty cash: of the $6.9 billion in customer assets that MF Global held, a stunning $1.6 billion is missing. There is virtually no chance that the full amount will ever be recovered.</span></p>
<p><span style="font-size:14px;"><em>The New York Times</em>, March 12, 2012. Read more <a href="http://www.nytimes.com/2012/03/13/opinion/nocera-is-mf-global-getting-a-free-pass.html?_r=1">here</a>.</span></p>
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		<title>The State of the Anglosphere</title>
		<link>http://www.equiuspartners.com/blog/2012/03/the-state-of-the-anglosphere-2/</link>
		<comments>http://www.equiuspartners.com/blog/2012/03/the-state-of-the-anglosphere-2/#comments</comments>
		<pubDate>Mon, 05 Mar 2012 23:52:26 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=654</guid>
		<description><![CDATA[&#160; The decline of the English-speaking world has been greatly exaggerated. &#160; It&#8217;s indisputable that the Anglosphere no longer enjoys the overwhelming global dominance that it once had. What was once a globe-spanning empire is now best understood as a union of language, culture, and shared values. Yet what declinists overlook is that despite its [...]]]></description>
			<content:encoded><![CDATA[<p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 16.0px Georgia"><a href="http://www.equiuspartners.com/blog/2012/03/the-state-of-the-anglosphere-2/22_1-jk1-3/" rel="attachment wp-att-665" style="" target="" title=""><img alt="" class="size-full wp-image-665 alignnone" height="409" src="http://www.equiuspartners.com/blog/wp-content/uploads/2012/03/22_1-jk12.jpg" style="" title="22_1-jk1" width="480" /></a></p>
<p>&nbsp;</p>
<p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 16.0px Georgia"><i>The decline of the English-speaking world has been greatly exaggerated.</i></p>
<p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 16.0px Georgia; min-height: 19.0px">&nbsp;</p>
<p style="margin: 0.0px 0.0px 15.0px 0.0px; font: 16.0px Georgia">It&rsquo;s indisputable that the Anglosphere no longer enjoys the overwhelming global dominance that it once had. What was once a globe-spanning empire is now best understood as a union of language, culture, and shared values. Yet what declinists overlook is that despite its current economic problems, the Anglosphere&rsquo;s fundamental assets&mdash;economic, political, demographic, and cultural&mdash;are likely to drive its continued global leadership. The Anglosphere future is brighter than commonly believed.</p>
<p style="margin: 0.0px 0.0px 15.0px 0.0px; font: 16.0px Georgia">Read more in <em>City Journal</em> <a href="http://www.city-journal.org/2012/22_1_anglosphere.html">here</a>.</p>
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		<title>Main Street&#8217;s $100 Billion Stock-Market Blunder</title>
		<link>http://www.equiuspartners.com/blog/2012/02/main-streets-100-billion-stock-market-blunder/</link>
		<comments>http://www.equiuspartners.com/blog/2012/02/main-streets-100-billion-stock-market-blunder/#comments</comments>
		<pubDate>Tue, 28 Feb 2012 22:01:11 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=645</guid>
		<description><![CDATA[&#160; Back in the spring of 2009 I was approached by a middle-class investor in a panic. She had dumped all her stocks in the fall of 2008, following the Lehman Brothers collapse. She just couldn&#39;t stand watching her life&#39;s savings evaporate before her eyes. By the time we spoke, the stock market had already [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p style="margin-top: 0px; margin-right: 0px; margin-bottom: 25px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-size: 16px; color: rgb(70, 70, 70); line-height: 1.5em; "><em>Back in the spring of 2009 I was approached by a middle-class investor in a panic. She had dumped all her stocks in the fall of 2008, following the Lehman Brothers collapse. She just couldn&#39;t stand watching her life&#39;s savings evaporate before her eyes. By the time we spoke, the stock market had already rallied sharply, but she was too afraid to jump back in. She just didn&#39;t trust it. I couldn&#39;t coax her. She was terrified.</em></p>
<p style="margin-top: 0px; margin-right: 0px; margin-bottom: 25px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-size: 16px; color: rgb(70, 70, 70); line-height: 1.5em; "><em>It&#39;s a typical story, and the results are plain to see. Last week, the Dow Jones Industrial Average hit 13000 for the first time since the crash. It has recovered most of the ground lost from the peak. When you include dividends, someone who invested on the day before Lehman collapsed is now up a remarkable 18%. If they invested at the lows three years ago, they have doubled their money.</em></p>
<p style="margin-top: 0px; margin-right: 0px; margin-bottom: 25px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-size: 16px; color: rgb(70, 70, 70); line-height: 1.5em; ">Read more in <em>SmartMoney</em> <a href="http://www.smartmoney.com/invest/stocks/main-streets-100b-stockmarket-blunder-1330373443570/#printMode">here</a>.</p>
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		<title>How America’s favorite billionaire plays politics to make money</title>
		<link>http://www.equiuspartners.com/blog/2012/02/how-america%e2%80%99s-favorite-billionaire-plays-politics-to-make-money/</link>
		<comments>http://www.equiuspartners.com/blog/2012/02/how-america%e2%80%99s-favorite-billionaire-plays-politics-to-make-money/#comments</comments>
		<pubDate>Fri, 10 Feb 2012 17:43:21 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=642</guid>
		<description><![CDATA[&#160; Warren Buffett: Baptist and Bootlegger Peter Schweizer, reason.com During the financial&#160;crisis in the fall of 2008, Buffett became an important symbol on television. He filled the role of fiscal adult, a responsible father figure in the midst of irresponsible Wall Street speculators. While pushing for calm and advocating specific market interventions in both public [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<h2 style="margin-top: 0px; margin-right: 0px; margin-bottom: 10px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; outline-width: 0px; outline-style: initial; outline-color: initial; font-weight: 700; font-style: inherit; font-size: 24px; font-family: inherit; vertical-align: baseline; line-height: 28px; "><a href="http://reason.com/archives/2012/02/09/warren-buffett-baptist-and-bootlegger" style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; outline-width: 0px; outline-style: initial; outline-color: initial; font-weight: inherit; font-style: inherit; font-size: 24px; font-family: inherit; vertical-align: baseline; color: rgb(51, 51, 51); text-decoration: underline; ">Warren Buffett: Baptist and Bootlegger</a></h2>
<p><strong>Peter Schweizer, reason.com</strong></p>
<p>During the financial&nbsp;crisis in the fall of 2008, Buffett became an important symbol on television. He filled the role of fiscal adult, a responsible father figure in the midst of irresponsible Wall Street speculators. While pushing for calm and advocating specific market interventions in both public and private, however, he was also investing (sometimes quietly) so he could profit once his policy advice was implemented. This put Buffett in the position of being both Baptist and bootlegger, praised for his moral character while shaking his finger all the way to the bank.</p>
<p><a href="http://reason.com/archives/2012/02/09/warren-buffett-baptist-and-bootlegger">Read more&#8230;</a></p>
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		<title>“Buffett Rule” Will Boost Top Dividend Rate to Over 62% in U.S., Highest in OECD</title>
		<link>http://www.equiuspartners.com/blog/2012/01/%e2%80%9cbuffett-rule%e2%80%9d-will-boost-top-dividend-rate-to-over-62-in-u-s-highest-in-oecd/</link>
		<comments>http://www.equiuspartners.com/blog/2012/01/%e2%80%9cbuffett-rule%e2%80%9d-will-boost-top-dividend-rate-to-over-62-in-u-s-highest-in-oecd/#comments</comments>
		<pubDate>Tue, 31 Jan 2012 16:15:04 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=635</guid>
		<description><![CDATA[From The Tax Foundation, January 27, 2012: Lost in the intense scrutiny of the 15 percent tax rate that Mitt Romney paid on his capital gains and dividend income is the fact that capital gains and dividend taxes are a second layer of tax on corporate profits. In other words, before a company distributes $1 [...]]]></description>
			<content:encoded><![CDATA[<p>From The Tax Foundation, January 27, 2012:</p>
<p style="margin-top: 0px; margin-right: 20px; margin-bottom: 10px; margin-left: 20px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; outline-width: 0px; outline-style: initial; outline-color: initial; font-size: 12px; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; line-height: 16px; background-position: initial initial; background-repeat: initial initial; ">Lost in the intense scrutiny of the 15 percent tax rate that Mitt Romney paid on his capital gains and dividend income is the fact that capital gains and dividend taxes are a second layer of tax on corporate profits. In other words, before a company distributes $1 of profits to its shareholders, it must pay the 35 percent federal income tax on that profit. Individual shareholders, then, must pay the 15 percent personal tax rate on that dividend income. &nbsp;</p>
<p style="margin-top: 0px; margin-right: 20px; margin-bottom: 10px; margin-left: 20px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; outline-width: 0px; outline-style: initial; outline-color: initial; font-size: 12px; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; line-height: 16px; background-position: initial initial; background-repeat: initial initial; ">When both of these taxes are added together, along&nbsp;with state-level taxes, the U.S. currently has the fourth-highest overall tax rate on dividend income among the leading economies at 52.1 percent, according to the OECD. As the table below indicates, this is actually an improvement over 10 years ago when the U.S. had the second-highest dividend rate at 67.3 percent. The improvement is the result of the Bush-era tax cuts that lowered the tax rate on dividends from 39.6 percent &#8211; equal to the top individual tax rate in 2000 &#8211; to 15 percent, equal to the tax rate on capital gains.</p>
<p style="margin-top: 0px; margin-right: 20px; margin-bottom: 10px; margin-left: 20px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; outline-width: 0px; outline-style: initial; outline-color: initial; font-size: 12px; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; line-height: 16px; background-position: initial initial; background-repeat: initial initial; "><a href="http://www.taxfoundation.org/blog/show/27934.html">Full story</a></p>
<p><img alt="" src="http://www.equiuspartners.com/images/blog-images/Dividends_v_2.png" style="width: 573px; height: 458px; " /></p>
<p>&nbsp;</p>
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		<title>Ponzi Schemes in America&#8230;</title>
		<link>http://www.equiuspartners.com/blog/2012/01/ponzi-schemes-in-america/</link>
		<comments>http://www.equiuspartners.com/blog/2012/01/ponzi-schemes-in-america/#comments</comments>
		<pubDate>Mon, 30 Jan 2012 18:13:25 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=629</guid>
		<description><![CDATA[From The Economist, &#34;Fleecing the flock&#34; January 27, 2012 (full story) Swindling people who trust you is more prevalent than you might think MISTRUST of mainstream finance is all the rage. But lean economic times also make get-rich-quick schemes more tempting, and desperation breeds gullibility. As investors in Bernie Madoff&#39;s funds found out to their [...]]]></description>
			<content:encoded><![CDATA[<p style="margin-top: 0px; margin-right: 0px; margin-bottom: 13px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 1.3em; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; line-height: 20px; background-position: initial initial; background-repeat: initial initial; ">From <em>The Economist</em>, &quot;Fleecing the flock&quot; January 27, 2012 (<a href="http://www.economist.com/node/21543526">full story</a>)</p>
<p style="margin-top: 0px; margin-right: 0px; margin-bottom: 13px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 1.3em; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; line-height: 20px; background-position: initial initial; background-repeat: initial initial; "><img alt="" src="http://www.equiuspartners.com/images/blog-images/ponzi_schemes.jpg" style="width: 595px; height: 335px; " /></p>
<p style="margin-top: 0px; margin-right: 0px; margin-bottom: 13px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 1.3em; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; line-height: 20px; background-position: initial initial; background-repeat: initial initial; "><strong style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 13px; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; background-position: initial initial; background-repeat: initial initial; ">Swindling people who trust you is more prevalent than you might think</strong></p>
<p style="margin-top: 0px; margin-right: 0px; margin-bottom: 13px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 1.3em; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; line-height: 20px; background-position: initial initial; background-repeat: initial initial; ">MISTRUST of mainstream finance is all the rage. But lean economic times also make get-rich-quick schemes more tempting, and desperation breeds gullibility. As investors in Bernie Madoff&#39;s funds found out to their cost, frauds are more prone to exposure in a weak economy&mdash;when it becomes clear who has been swimming naked. The FBI is currently probing 1,000 cases of investment fraud, more than double the number in 2008. Meanwhile America&#39;s Securities and Exchange Commission filed more than twice as many Ponzi cases in 2010 as in 2008.</p>
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		<title>What Discipline Looks Like&#8230;</title>
		<link>http://www.equiuspartners.com/blog/2012/01/what-discipline-looks-like/</link>
		<comments>http://www.equiuspartners.com/blog/2012/01/what-discipline-looks-like/#comments</comments>
		<pubDate>Tue, 24 Jan 2012 22:18:01 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=602</guid>
		<description><![CDATA[Quarterly Equity Mutual Fund Flows, January 2008 &#8211; September 2011 Industry vs. DFA Relative to the S&#38;P 500 Index performance The asset class mutual funds of Dimensional Fund Advisors (DFA) are available only to investors of approved investment advisors. The discipline and long-term focus of these advisors and their clients are evident in this graphic. [...]]]></description>
			<content:encoded><![CDATA[<p><strong><span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">Quarterly Equity Mutual Fund Flows, January 2008 &#8211; September 2011</span></span></strong><br />
	<strong><span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">Industry vs. DFA Relative to the S&amp;P 500 Index performance</span></span></strong></p>
<p><img alt="" src="http://www.equiuspartners.com/images/ac-images/equity_fund_flows.png" style="width: 600px; height: 304px; " /></p>
<p>The asset class mutual funds of Dimensional Fund Advisors (DFA) are available only to investors of approved investment advisors. The discipline and long-term focus of these advisors and their clients are evident in this graphic. Old-school Wall Street continues to promote emotion-based, short-term speculation as long-term investing, and millions of advisors and investors blindly follow its lead like lemmings off a cliff. For the enlightened few, there <em>is</em> a better way.</p>
<p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica">&nbsp;</p>
<p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">JT</span></span></p>
<p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica">&nbsp;</p>
<p><em>For illustration purposes only. Industry net new cash flow data for US-domiciled equity funds provided by Investment Company Institute &copy;2011. Quarterly cash flows are estimates that are adjusted to represent industry totals, based on reporting covering 95% of industry assets. Dimensional&#39;s figures are based on net new cash from financial advisors in US-domiciled funds. Industry and Dimensional data reflect investment in US and international equity markets and do not include funds of funds. S&amp;P 500 Index performance is based on monthly returns data. The S&amp;P data are provided by Standard &amp; Poor&#39;s Index Services Group. The S&amp;P 500 includes 500 US stocks chosen for market size. Past performance is no guarantee of future results.</em></p>
<p>&nbsp;</p>
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		<title>How to Think about Private Equity</title>
		<link>http://www.equiuspartners.com/blog/2012/01/how-to-think-about-private-equity/</link>
		<comments>http://www.equiuspartners.com/blog/2012/01/how-to-think-about-private-equity/#comments</comments>
		<pubDate>Mon, 23 Jan 2012 22:51:59 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=595</guid>
		<description><![CDATA[&#160; The private equity business has taken a pounding in the mainstream press, from both sides of the political spectrum, because of Mitt Romney&#39;s history with Bain Capital. The degree of misinformation, biased reporting, and outright ignorance on this topic does not surprise us&#8211;most of what we read on economics, finance, and investments in the [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p><img alt="" src="http://www.equiuspartners.com/images/blog-images/the_american.png" style="width: 478px; height: 90px; " /></p>
<p>The private equity business has taken a pounding in the mainstream press, from both sides of the political spectrum, because of Mitt Romney&#39;s history with Bain Capital. The degree of misinformation, biased reporting, and outright ignorance on this topic does not surprise us&#8211;most of what we read on economics, finance, and investments in the mainstream press (and now the blogosphere) is shamefully shallow and devoid of facts&#8211;so it&#39;s nice to come across an article worth a read.&nbsp;Steve Kaplan, the Neubauer Family Distinguished Service Professor of Entrepreneurship and Finance at the University of Chicago Booth School of Business, has written such an article in <a href="http://www.american.com/archive/2012/january/how-to-think-about-private-equity"><span style="text-decoration: underline ; letter-spacing: 0.0px; color: #0728a7">The American</span></a>&nbsp;this month.</p>
<p><span style="font-size:12px;">We&#39;re not endorsing private equity as an investment due to liquidity, risk, cost, and other factors, and we believe a globally diversified asset class portfolio of public securities is a better choice for long-term investors. In fact, it should be pointed out that Kaplan&#39;s statement that &quot;On average, every dollar invested in a private equity fund delivered at least 20 percent more than a dollar invested in the S&amp;P 500&quot; isn&#39;t that impressive when one considers that an index of small value stocks* delivered 35% more return than the S&amp;P 500 over the past 84 years.</span></p>
<p style="margin: 0.0px 0.0px 12.0px 0.0px; font: 14.0px Arial; color: #232323"><span style="font-size:12px;"><span style="letter-spacing: 0.0px">JT</span></span></p>
<p style="margin: 0.0px 0.0px 12.0px 0.0px; font: 14.0px Arial; color: #232323"><span style="font-size:12px;"><span style="letter-spacing: 0.0px">*DFA US Small Value index, 13.0%; S&amp;P 500 9.6%;1928-11/2011. Source: Dimensional Fund Advisors&nbsp;</span></span></p>
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		<title>What Does a Winning Streak Tell Us?</title>
		<link>http://www.equiuspartners.com/blog/2011/11/what-does-a-winning-streak-tell-us/</link>
		<comments>http://www.equiuspartners.com/blog/2011/11/what-does-a-winning-streak-tell-us/#comments</comments>
		<pubDate>Tue, 29 Nov 2011 23:20:39 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=567</guid>
		<description><![CDATA[ Weston Wellington  Vice President, Dimensional Fund Advisors &#160; Bill Miller is one of the most closely watched money managers in the industry, so it was big news when he announced his decision last week to step down as portfolio manager of Legg Mason Capital Management Value Trust (LMVTX) early next year. His departure also adds [...]]]></description>
			<content:encoded><![CDATA[<h2><a href="http://www.equiuspartners.com/blog/2011/11/what-does-a-winning-streak-tell-us/weston_wellington/" rel="attachment wp-att-568"><img class="size-full wp-image-568 alignleft" style="border-width: 1px; border-color: black; border-style: solid; margin: 0px;" title="weston_wellington" src="http://www.equiuspartners.com/blog/wp-content/uploads/2011/11/weston_wellington.jpg" alt="" width="110" height="153" /></a> Weston Wellington</h2>
<h4> Vice President, Dimensional Fund Advisors</h4>
<p>&nbsp;</p>
<p>Bill Miller is one of the most closely watched money managers in the industry, so it was big news when he announced his decision last week to step down as portfolio manager of Legg Mason Capital Management Value Trust (LMVTX) early next year. His departure also adds an intriguing chapter to the long-running debate regarding the value of active stock selection.</p>
<p>Miller&#8217;s most frequently cited accomplishment is the fifteen-year period from 1991 through 2005, during which Value Trust outperformed the S&amp;P 500 each calendar year, the only US equity fund manager to have ever done so. His success attracted a wide and enthusiastic following: Morningstar named him Portfolio Manager of the Decade in 1999, <em>Barron&#8217;s</em> included him in its All-Century Investment Team that same year, and a <em>Fortune</em> profile in 2006 described him as &#8220;one of the greatest investors of our time.&#8221; A former US Army intelligence officer and philosophy student, his formidable intellect covered a wide range of interests, and he believed that conventional investment analysis could be enhanced with insights drawn from literature, logic, biology, neurology, physics, and other fields not obviously related to finance. His expressed desire to &#8220;think about thinking&#8221; suggested an unusual ability to assess information differently from other market participants and arrive at a more profitable conclusion.</p>
<p>Miller&#8217;s bold and concentrated investment style would never be confused with a &#8220;closet index&#8221; approach. Big bets on Fannie Mae, Dell, and America Online, for example, were rewarded with handsome gains (as much as fifty times original cost in the case of Fannie Mae). Unfortunately, similar bets in recent years revealed the dangers of a concentrated strategy as heavy losses in stocks such as Bear Stearns and Eastman Kodak penalized results. For the five-year period ending December 31, 2010, LMVTX finished last among 1,187 US large cap equity funds tracked by Morningstar. Considering the enormous variation in outcomes among these carefully researched ideas, Miller&#8217;s overall investment record presents an interesting puzzle: How can we disentangle the contribution of good luck or bad luck, of skill or lack of skill?</p>
<p>Over the May 1982–October 2011 period, annualized return was 11.28% for the S&amp;P 500 Index and 11.76% for the Russell 1000 Value Index. Value Trust slightly outperformed the S&amp;P and underperformed the Russell index by over 0.40% per year. A three-factor regression analysis over the same period shows the fund underperformed its benchmark by 0.08% per month.</p>
<p>Do these results offer conclusive evidence of the failure of active management? Not necessarily. The fund&#8217;s expenses are above average at over 1.75% and provide a stiff headwind for any stock picker to overcome. Gross of fees, the fund&#8217;s performance over and above its benchmark goes from –0.08% to 0.07% per month. This swing from negative to positive raises an interesting point that Ken French speaks to at every Dimensional conference. There are almost certainly some mistakes in market prices and almost certainly some skillful managers who can exploit them. But who is likely to get the benefit of this knowledge—the investor with his capital or the clever money manager? If stock-picking talent is the scarce resource, economic theory suggests the lion&#8217;s share of benefits will accrue to the provider of the scarce resource—just what we see in this instance.</p>
<p>To cloud the discussion even further, both of these results, positive and negative, flunk the test for statistical significance; in neither case can they be attributed to anything more than chance. So even with twenty-nine years of data, we cannot find conclusive evidence of manager skill—or lack thereof. This is the inconvenient truth that every investor must confront: The time required to distinguish luck from skill is usually measured in decades, and often far exceeds the span of an entire investment career.</p>
<p>Miller is well aware of the challenge of distinguishing luck from skill and has conspicuously declined to boast about his results, even when they were unusually fruitful. He has acknowledged that topping the S&amp;P 500 each year for fifteen years was an accident of the calendar and that using other twelve-month periods produced a less headline-worthy result.</p>
<p>Commentators have said that Miller has &#8220;lost his touch&#8221; or that his investment style is no longer suitable in the current market environment. These arguments strike us as the last refuge for those who find the idea of market equilibrium so unpalatable that they search for any explanation of his change in fortune other than the most plausible one—prices are fair enough that even the smartest students of the market cannot consistently identify mispriced securities.</p>
<p>Where does this leave investors seeking the best strategy to grow their savings?</p>
<p>When asked by a <em>New York Times</em> reporter in 1999 to sum up his legacy, Miller replied, &#8220;As William James would say, we can&#8217;t really draw any final conclusions about anything.&#8221; Twelve years later, this observation seems more useful than ever. And investors would be wise to treat even the most impressive claims of financial success with a healthy degree of skepticism.</p>
<hr />
<p>REFERENCES</p>
<p>Andy Serwer, &#8220;Will the Streak Be Unbroken,&#8221; <em>Fortune</em>, November 27, 2006.</p>
<p>Edward Wyatt, &#8220;To Beat the Market, Hire a Philosopher,&#8221; <em>New York Times</em>, January 10, 1999.</p>
<p>Tom Sullivan, &#8220;It&#8217;s Miller Time,&#8221; <em>Barron&#8217;s</em>, October 12, 2009.</p>
<p>Diana B. Henriques, &#8220;Legg Mason Luminary Shifts Role,&#8221; <em>New York Times</em>, November 18, 2011.</p>
<p>Standard &amp; Poor&#8217;s</p>
<p>Morningstar Inc.</p>
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		<title>More on Bill Miller and &#8220;Star&#8221; Managers&#8230;</title>
		<link>http://www.equiuspartners.com/blog/2011/11/more-on-bill-miller-and-star-managers/</link>
		<comments>http://www.equiuspartners.com/blog/2011/11/more-on-bill-miller-and-star-managers/#comments</comments>
		<pubDate>Tue, 22 Nov 2011 22:10:49 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=556</guid>
		<description><![CDATA[From the Financial Times today (November 22, 2011), Randomness and the lost lesson of Bill Miller: Excerpt: All the same, we think there are some profound, if obvious, lessons here — mostly about hero worship in the investment world and how we fail to understand, or try to avoid understanding, the role of luck in our lives [...]]]></description>
			<content:encoded><![CDATA[<p>From the <em>Financial Times </em>today (November 22, 2011), <span style="text-decoration: underline;"><strong><a href="http://ftalphaville.ft.com/blog/2011/11/22/756681/randomness-and-the-lost-lesson-of-bill-miller/">Randomness and the lost lesson of Bill Miller</a></strong></span>:</p>
<p>Excerpt:</p>
<p><em>All the same, we think there are some profound, if obvious, lessons here — mostly about hero worship in the investment world and how we fail to understand, or try to avoid understanding, the role of luck in our lives and in the lives of those we emulate.</em></p>
<p><em>It’s a behavioural quirk that we feel the need to explain what we don’t really understand, and because we’re not good at understanding randomness, we tend to think that excellent outcomes are mostly the result of great decisions made by wise individuals — even in situations where we can’t verify if that’s the case.</em></p>
<p><em>That won’t change, and we’re a forgetful species. Eventually — maybe not for years, but eventually — the economy and the markets will be healed, and new fund managers will grace multiple Barron’s covers and be elevated in the minds of their peers to plains higher than what is justified or reasonable.</em></p>
<p><em>The cautionary tale of Bill Miller will be soon forgotten. Given the way his tenure as head of the Legg Mason Value Trust has ended, perhaps he can take solace in that.</em></p>
<p><a href="http://ftalphaville.ft.com/blog/2011/11/22/756681/randomness-and-the-lost-lesson-of-bill-miller/">More&#8230;</a></p>
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		<title>The Rise and Fall of Bill Miller</title>
		<link>http://www.equiuspartners.com/blog/2011/11/the-rise-and-fall-of-bill-miller/</link>
		<comments>http://www.equiuspartners.com/blog/2011/11/the-rise-and-fall-of-bill-miller/#comments</comments>
		<pubDate>Tue, 22 Nov 2011 19:50:44 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=550</guid>
		<description><![CDATA[As we pointed out in our November Asset Class article, All That&#8217;s Left Is Faith, the only remaining argument (specious as it is) for active management is the existence of &#8220;star&#8221; fund managers. These managers place highly concentrated bets on 20-50 stocks (out of about 15,000 listed in the U.S. alone) in an effort to garner [...]]]></description>
			<content:encoded><![CDATA[<p>As we pointed out in our November <em>Asset Class </em>article, <a href="http://www.equiuspartners.com/newsletter.php" target="_blank">All That&#8217;s Left Is Faith</a>, the only remaining argument (specious as it is) for active management is the existence of &#8220;star&#8221; fund managers. These managers place highly concentrated bets on 20-50 stocks (out of about 15,000 listed in the U.S. alone) in an effort to garner a 4 or 5 star rating from Morningstar. The high star ratings, in turn, attract billions of dollars in new fund assets from individual investors, 401(k) participants, and foundations and endowments, based on the unprofessional guidance of investment advisors, so-called fiduciaries, and the financial press. These billions in new assets translate to tens of millions of dollars in fees for the &#8220;star.&#8221;</p>
<p>The fact that these &#8220;stars&#8221; are a statistical certainty (just like the one &#8220;talented&#8221; orangutan out of a thousand that can flip ten heads in a row in a coin tossing contest) <span style="text-decoration: underline;">and</span> no one is able to predict &#8220;stars&#8221; in advance <span style="text-decoration: underline;">and</span> &#8221;stars&#8221; always flame out eventually (or get fired or die) is totally lost on the star-gazing advisors and their unfortunate clients.</p>
<p>The rise and fall of Legg Mason&#8217;s star manager, Bill Miller, is a case in point, as Jason Zweig in the video below explains (iPad, iPhone, and iPod users should click the link to <em>The Wall Street Journal</em> web site below).</p>
<p><object id="wsj_fp" width="512" height="363" 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="flashPlayer" value="videoGUID={54B425DC-E988-4EE7-8C42-68D775D2B669}&amp;playerid=1000&amp;plyMediaEnabled=1&amp;configURL=http://wsj.vo.llnwd.net/o28/players/&amp;autoStart=false" /><param name="src" value="http://s.wsj.net/media/swf/VideoPlayerMain.swf" /><param name="flashvars" value="videoGUID={54B425DC-E988-4EE7-8C42-68D775D2B669}&amp;playerid=1000&amp;plyMediaEnabled=1&amp;configURL=http://wsj.vo.llnwd.net/o28/players/&amp;autoStart=false" /><param name="base" value="http://s.wsj.net/media/swf/" /><param name="seamlesstabbing" value="false" /><param name="swliveconnect" value="true" /><param name="pluginspage" value="http://www.macromedia.com/shockwave/download/index.cgi?P1_Prod_Version=ShockwaveFlash" /><param name="allowfullscreen" value="true" /><param name="flashplayer" value="videoGUID={54B425DC-E988-4EE7-8C42-68D775D2B669}&amp;playerid=1000&amp;plyMediaEnabled=1&amp;configURL=http://wsj.vo.llnwd.net/o28/players/&amp;autoStart=false" /><embed id="wsj_fp" width="512" height="363" type="application/x-shockwave-flash" src="http://s.wsj.net/media/swf/VideoPlayerMain.swf" allowFullScreen="true" allowscriptaccess="always" flashPlayer="videoGUID={54B425DC-E988-4EE7-8C42-68D775D2B669}&amp;playerid=1000&amp;plyMediaEnabled=1&amp;configURL=http://wsj.vo.llnwd.net/o28/players/&amp;autoStart=false" flashvars="videoGUID={54B425DC-E988-4EE7-8C42-68D775D2B669}&amp;playerid=1000&amp;plyMediaEnabled=1&amp;configURL=http://wsj.vo.llnwd.net/o28/players/&amp;autoStart=false" base="http://s.wsj.net/media/swf/" seamlesstabbing="false" swliveconnect="true" pluginspage="http://www.macromedia.com/shockwave/download/index.cgi?P1_Prod_Version=ShockwaveFlash" allowfullscreen="true" flashplayer="videoGUID={54B425DC-E988-4EE7-8C42-68D775D2B669}&amp;playerid=1000&amp;plyMediaEnabled=1&amp;configURL=http://wsj.vo.llnwd.net/o28/players/&amp;autoStart=false" /></object></p>
<p>The video was posted on <em>The Wall Street Journal</em> web site <a href="http://online.wsj.com/video/the-rise-and-fall-of-bill-miller/54B425DC-E988-4EE7-8C42-68D775D2B669.html">here</a>.</p>
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		<title>Hans Rosling&#8217;s 200 Countries, 200 Years, 4 Minutes</title>
		<link>http://www.equiuspartners.com/blog/2011/10/hans-roslings-200-countries-200-years-4-minutes/</link>
		<comments>http://www.equiuspartners.com/blog/2011/10/hans-roslings-200-countries-200-years-4-minutes/#comments</comments>
		<pubDate>Thu, 27 Oct 2011 16:44:52 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=542</guid>
		<description><![CDATA[From the BBC: &#8220;Hans Rosling&#8217;s famous lectures combine enormous quantities of public data with a sport&#8217;s commentator&#8217;s style to reveal the story of the world&#8217;s past, present and future development. Now he explores stats in a way he has never done before &#8211; using augmented reality animation. In this spectacular section of &#8216;The Joy of [...]]]></description>
			<content:encoded><![CDATA[<p>From the BBC: &#8220;Hans Rosling&#8217;s famous lectures combine enormous quantities of public data with a sport&#8217;s commentator&#8217;s style to reveal the story of the world&#8217;s past, present and future development. Now he explores stats in a way he has never done before &#8211; using augmented reality animation. In this spectacular section of &#8216;The Joy of Stats&#8217; he tells the story of the world in 200 countries over 200 years using 120,000 numbers &#8211; in just four minutes. Plotting life expectancy against income for every country since 1810, Hans shows how the world we live in is radically different from the world most of us imagine.&#8221;</p>
<p>More about this programme: <a href="http://www.bbc.co.uk/programmes/b00wgq0l">http://www.bbc.co.uk/programmes/b00wgq0l</a></p>
<p><iframe src="http://www.youtube.com/embed/jbkSRLYSojo" frameborder="0" width="560" height="315"></iframe></p>
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		<title>Is capitalism a zero-sum game?</title>
		<link>http://www.equiuspartners.com/blog/2011/10/is-capitalism-a-zero-sum-game/</link>
		<comments>http://www.equiuspartners.com/blog/2011/10/is-capitalism-a-zero-sum-game/#comments</comments>
		<pubDate>Wed, 26 Oct 2011 22:19:02 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=531</guid>
		<description><![CDATA[From the bigthink.com web site, John Mackey, the CEO of Whole Foods, discusses &#8220;The Upward Spiral of Capitalism and the End of Poverty&#8221;:]]></description>
			<content:encoded><![CDATA[<p>From the <a href="http://bigthink.com/ideas/24920">bigthink.com</a> web site, John Mackey, the CEO of Whole Foods, discusses &#8220;The Upward Spiral of Capitalism and the End of Poverty&#8221;:</p>
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		<title>Déjà Vu All Over Again?</title>
		<link>http://www.equiuspartners.com/blog/2011/10/deja-vu-all-over-again/</link>
		<comments>http://www.equiuspartners.com/blog/2011/10/deja-vu-all-over-again/#comments</comments>
		<pubDate>Wed, 12 Oct 2011 16:59:26 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=485</guid>
		<description><![CDATA[Equius clients understand that lower stock prices result in higher expected returns. This is consistent with a risk-based approach to investing: falling prices are an indication of greater uncertainty and pessimism. Uncertainty equals risk, and as risk increases investors are rational to expect a higher future return as compensation for buying stocks during these times. [...]]]></description>
			<content:encoded><![CDATA[<p>Equius clients understand that lower stock prices result in higher expected returns. This is consistent with a risk-based approach to investing: falling prices are an indication of greater uncertainty and pessimism. Uncertainty equals risk, and as risk increases investors are rational to expect a higher future return as compensation for buying stocks during these times.</p>
<p>We do not engage in market timing in any form at Equius Partners, given that strategy&#8217;s abysmal track record. But we do try to guide investor expectations by reviewing short-term returns and the accounting fundamentals of asset classes relative to historical levels. In the <a href="www.equiuspartners.com/downloadfile.php?download_file=aug10ac.pdf" target="_blank">August 2010 <em>Asset Class</em> </a>newsletter article titled &#8220;Value Investing 2.0,&#8221; we reviewed the price-to-book ratios of the S&amp;P 500 and several of the value-tilted DFA funds. Our primary emphasis was on pointing out the wide valuation swings of the S&amp;P 500 index compared to passively-managed, well-structured, and value oriented asset class funds. We attribute this to the fact that the S&amp;P 500 index is essentially a &#8220;roach motel&#8221;: stocks check in, but they seldom check out (until they&#8217;re near death). The phrase isn&#8217;t in reference to the <em>quality</em> of the names in general.</p>
<p>In contrast, value-tilted asset class funds, like DFA&#8217;s, select stocks based on strict price-to-book ratio rules (relative, not absolute) and sell stocks that rise in price to the point where they no longer meet the criteria and buy stocks when they do. This tends to keep average valuations more constant (and drives the performance of these funds in a classic buy-low, sell-high fashion). Of course, as the old saying goes, a rising tide lifts all boats. So we expect average valuations for value stocks in general&#8211;large and small&#8211;to rise with a generally rising market. Here is a recent historical perspective to consider.</p>
<p>The first chart shows the change in price-to-book ratios and performance from late 2000, near the market peak, to September 2002, a market bottom. Note the dramatic change in the S&amp;P 500 valuation relative to the asset class funds.</p>
<p><a href="http://www.equiuspartners.com/blog/2011/10/deja-vu-all-over-again/chart-1-10-11-11-2/" rel="attachment wp-att-488"><img class="size-full wp-image-488 alignnone" title="Chart 1 10-11-11" src="http://www.equiuspartners.com/blog/wp-content/uploads/2011/10/Chart-1-10-11-111.jpg" alt="" width="617" height="431" /></a><a href="http://www.equiuspartners.com/blog/2011/10/deja-vu-all-over-again/chart-1-10-11-11/" rel="attachment wp-att-487"><br />
</a>This second chart shows the change from the market bottom to June 2007, that cycle&#8217;s market high. Here we see a pretty substantial change in the valuations of the large and small value funds.</p>
<p><a href="http://www.equiuspartners.com/blog/2011/10/deja-vu-all-over-again/chart-2-10-11-11/" rel="attachment wp-att-489"><img class="alignnone size-full wp-image-489" title="Chart 2 10-11-11" src="http://www.equiuspartners.com/blog/wp-content/uploads/2011/10/Chart-2-10-11-11.jpg" alt="" width="617" height="428" /></a></p>
<p>The third chart shows the change in valuations that occurred during the global financial crisis. Note in particular how far value stocks declined relative to the large growth stocks that dominate the S&amp;P 500 index. Yes, Virginia, value stocks <em>are</em> riskier.</p>
<p><a href="http://www.equiuspartners.com/blog/2011/10/deja-vu-all-over-again/chart-3-10-11-11/" rel="attachment wp-att-490"><img class="alignnone size-full wp-image-490" title="Chart 3 10-11-11" src="http://www.equiuspartners.com/blog/wp-content/uploads/2011/10/Chart-3-10-11-11.jpg" alt="" width="613" height="429" /></a></p>
<p>The fourth charts shows the recovery of valuations and returns since March 2009, the most recent market low.</p>
<p><a href="http://www.equiuspartners.com/blog/2011/10/deja-vu-all-over-again/chart-4-10-11-11/" rel="attachment wp-att-491"><img class="alignnone size-full wp-image-491" title="Chart 4 10-11-11" src="http://www.equiuspartners.com/blog/wp-content/uploads/2011/10/Chart-4-10-11-11.jpg" alt="" width="616" height="431" /></a></p>
<p>Finally, we compare valuations today with those in late 2002&#8211;the beginning of the recovery from the Internet boom-gone-bust. Notice the similarities in price-to-book ratios for the value-based asset class funds.</p>
<p><a href="http://www.equiuspartners.com/blog/2011/10/deja-vu-all-over-again/chart-5-10-11-11-2/" rel="attachment wp-att-519"><img class="alignnone size-full wp-image-519" title="Chart 5 10-11-11" src="http://www.equiuspartners.com/blog/wp-content/uploads/2011/10/Chart-5-10-11-111.jpg" alt="" width="612" height="429" /></a></p>
<p>We are not presenting this data to suggest a certain rate of return on large and small value stocks going forward. No system has been developed that can predict returns based on changes in fundamental accounting ratios. But the information might be useful in &#8220;seeing a light at the end of the tunnel&#8221; and believing it portends higher expected returns instead of another oncoming freight train.</p>
<p>JT</p>
<p><em>Source</em>: Dimensional Fund Advisors</p>
<p><strong><em></em></strong><em>Information contained herein has been obtained from sources believed to be reliable, but is not guaranteed. This blog entry is distributed for educational purposes and should not be considered investment advice or an offer of any security for sale. Past performance is not indicative of future results and no representation is made that the stated results will be replicated.</em></p>
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		<title>Misallocation of Resources&#8230;</title>
		<link>http://www.equiuspartners.com/blog/2011/10/misallocation-of-resources/</link>
		<comments>http://www.equiuspartners.com/blog/2011/10/misallocation-of-resources/#comments</comments>
		<pubDate>Tue, 11 Oct 2011 23:50:17 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=507</guid>
		<description><![CDATA[Economic Illiteracy, Thou Art Obama&#8217;s Defense of Solyndra From John Tamny at RealClearMarkets.com Dissembling about the capital destruction debacle that was his Administration&#8217;s loan guarantee to bankrupt green-energy firm Solyndra, President Obama told ABC News last week that &#8220;if we want to compete with China, which is pouring hundreds of billions of dollars into this space&#8230;we&#8217;ve [...]]]></description>
			<content:encoded><![CDATA[<p><strong>Economic Illiteracy, Thou Art Obama&#8217;s Defense of Solyndra</strong></p>
<p>From John Tamny at <a href="http://www.realclearmarkets.com/">RealClearMarkets.com</a></p>
<p style="padding-left: 30px;">Dissembling about the capital destruction debacle that was his Administration&#8217;s loan guarantee to bankrupt green-energy firm Solyndra, President Obama told ABC News last week that &#8220;if we want to compete with China, which is pouring hundreds of billions of dollars into this space&#8230;we&#8217;ve got to make sure that our guys here in the United States of America at least have a shot.&#8221;</p>
<p style="padding-left: 30px;">Of course if the president were better schooled in basic economics, he would well understand that &#8220;our guys&#8221; <em>do</em> have a shot to compete in this space thanks to U.S. capital markets being the deepest in the world. Thanks to angel financing, venture capital, PIPEs, convertible bonds, bonds themselves, and stock issuance, those with a good idea have myriad options when it comes to marrying their innovation with capital.</p>
<p style="padding-left: 30px;">And there lies the obvious problem with Solyndra. Unable to raise needed operating funds in the private markets, it was forced to go to the federal government to get what our markets would not provide.</p>
<p style="padding-left: 30px;">The implications for our economy are similarly obvious. Though $535 million is presently a laughable sum to a government that knows no limits, and which doles out a great deal more to support the waste that increasingly symbolizes Washington, there&#8217;s an unseen quality to this.</p>
<p><a href="http://www.realclearmarkets.com/printpage/?url=http://www.realclearmarkets.com/articles/2011/10/11/economic_illiteracy_thou_art_obamas_defense_of_solyndra_99302-full.html">Full article&#8230;</a></p>
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		<title>Is Social Security a Ponzi Scheme?</title>
		<link>http://www.equiuspartners.com/blog/2011/10/is-social-security-a-ponzi-scheme/</link>
		<comments>http://www.equiuspartners.com/blog/2011/10/is-social-security-a-ponzi-scheme/#comments</comments>
		<pubDate>Fri, 07 Oct 2011 18:56:18 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=480</guid>
		<description><![CDATA[A U.S. presidential candidate recently suggested that our Social Security system is a Ponzi scheme. The usual partisan bickering ensued, with one side in particular expressing outrage at such a sentiment. So here&#8217;s a test: who said the following? Hint: He&#8217;s a prominent Nobel Prize-winning economist and New York Times columnist. &#8220;Social Security is structured [...]]]></description>
			<content:encoded><![CDATA[<p>A U.S. presidential candidate recently suggested that our Social Security system is a Ponzi scheme. The usual partisan bickering ensued, with one side in particular expressing outrage at such a sentiment. So here&#8217;s a test: who said the following? Hint: He&#8217;s a prominent Nobel Prize-winning economist and <em>New York Times</em> columnist.</p>
<p style="padding-left: 30px;"><em>&#8220;Social Security is structured from the point of view of the recipients as if it were an ordinary retirement plan: what you get out depends on what you put in. So it does not look like a redistributionist scheme. In practice it has turned out to be strongly redistributionist, but only because of its Ponzi game aspect, in which each generation takes more out than it put in. Well, the Ponzi game will soon be over, thanks to changing demographics, so that the typical recipient henceforth will get only about as much as he or she put in (and today&#8217;s young may well get less than they put in).&#8221;</em></p>
<p>JT</p>
<p><em>Source</em>: December 1996/January 1997 issue of <em>Boston Review</em></p>
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		<title>New Asset Class iPad app Available!</title>
		<link>http://www.equiuspartners.com/blog/2011/10/new-asset-class-ipad-app-available/</link>
		<comments>http://www.equiuspartners.com/blog/2011/10/new-asset-class-ipad-app-available/#comments</comments>
		<pubDate>Sun, 02 Oct 2011 00:01:13 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=471</guid>
		<description><![CDATA[The Equius Team is pleased to announce the launching of our new Apple iPad app, Asset Class. It is currently available free and can be found by typing “asset class” in the App Store search box on your device or iTunes on your computer. A preview can also be found here. The current version of [...]]]></description>
			<content:encoded><![CDATA[<p><img class="size-full wp-image-472 alignleft" style="margin: 10px 20px;" title="assetclassapp" src="http://www.equiuspartners.com/blog/wp-content/uploads/2011/10/assetclassapp.jpg" alt="" width="116" height="109" /></p>
<p>The Equius Team is pleased to announce the launching of our new Apple iPad app, Asset Class. It is currently available free and can be found by typing “asset class” in the App Store search box on your device or iTunes on your computer. A preview can also be found <a href="http://itunes.apple.com/us/app/asset-class/id460156377?mt=8" target="_blank">here</a>.</p>
<p>The current version of the app features the most recent <em>Asset Class</em> newsletter, all of the past issues posted on our web site, our Equius Blog, and an “About Equius” section that includes our six core web site videos and a link to our web site. Our goal in developing the app was to provide the quickest and easiest delivery of an electronic copy of <em>Asset Class</em> to our clients, prospective clients, business associates, and others. As new issues of <em>Asset Class</em> and new blog postings are added to our website, the Asset Class app will be updated automatically.</p>
<p>We encourage you to share the availability of the Asset Class iPad app with family and friends who you believe may benefit from our investment insights. As you know, our goal with the <em>Asset Class</em> newsletter is to promote sound investing principles; warn of the pitfalls, myths, and charlatans of our industry; and increase confidence and reinforce the importance of discipline and structure to the success of a long-term asset class strategy. Those without an iPad can still access all of the content via our equiuspartners.com web site.</p>
<p>We look forward to adding new features to the app as time goes on. As always, we welcome your input and opinions. Once you have had a chance to review the app, please take a moment to add your comments in the Apple App store. Please keep comments/opinions/suggestions specific to the app and asset class investing in general, however, since the SEC strictly forbids testimonials about our services or team.</p>
<p>Thank you.<br />
<strong>The Equius Team</strong></p>
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		<title>The Government and the Great Depression</title>
		<link>http://www.equiuspartners.com/blog/2011/09/the-government-and-the-great-depression/</link>
		<comments>http://www.equiuspartners.com/blog/2011/09/the-government-and-the-great-depression/#comments</comments>
		<pubDate>Fri, 30 Sep 2011 16:32:33 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=467</guid>
		<description><![CDATA[Chris Edwards, the Director of Tax Policy at the Cato Institute, wrote a pithy article on policy decisions (he calls them &#8220;blunders&#8221;) by the Fed, Congress, and the Hoover and Roosevelt administrations that contributed to the depth and length of the Great Depression. Whether you agree with his conclusions or not, the article provides a [...]]]></description>
			<content:encoded><![CDATA[<p>Chris Edwards, the Director of Tax Policy at the Cato Institute, wrote a pithy article on policy decisions (he calls them &#8220;blunders&#8221;) by the Fed, Congress, and the Hoover and Roosevelt administrations that contributed to the depth and length of the Great Depression. Whether you agree with his conclusions or not, the article provides a lot of good facts that are often excluded from modern versions of the history of that era.</p>
<p><a href="http://www.cato.org/pubs/tbb/tbb-0508-25.pdf" target="_blank">The Government and the Great Depression</a> (PDF)</p>
<p>JT</p>
<p>&nbsp;</p>
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		<title>Wall Street: The Greatest Obstacle to Your Financial Peace of Mind</title>
		<link>http://www.equiuspartners.com/blog/2011/09/wall-street-the-greatest-obstacle-to-your-financial-peace-of-mind/</link>
		<comments>http://www.equiuspartners.com/blog/2011/09/wall-street-the-greatest-obstacle-to-your-financial-peace-of-mind/#comments</comments>
		<pubDate>Thu, 29 Sep 2011 19:16:34 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=445</guid>
		<description><![CDATA[My friend, Ron Ross, is an investment advisor in Eureka, California who has written an outstanding book on indexing and asset class investing: The Unbeatable Market. I took the time to reread it recently (it was published in 2002) and I highly recommend it to anyone engaged in &#8220;active management,&#8221; either on his (or her) [...]]]></description>
			<content:encoded><![CDATA[<p>My friend, Ron Ross, is an investment advisor in Eureka, California who has written an outstanding book on indexing and asset class investing: <em>The Unbeatable Market</em>. I took the time to reread it recently (it was published in 2002) and I highly recommend it to anyone engaged in &#8220;active management,&#8221; either on his (or her) own or through a financial planner, investment advisor, or stockbroker.</p>
<p>Even if you are among the enlightened who invests in index funds or structured asset class funds (like DFA&#8217;s), the book might serve as excellent reinforcement of principles and a reminder of how and why &#8220;Wall Street&#8221; is so corrupt and destructive when it comes to building meaningful wealth for the vast majority of individual investors.</p>
<p>I write often in <em>Asset Class</em> about &#8220;Wall Street.&#8221; Ron does a nice job describing what we mean by this term in the first chapter of his book. Please click on the link below for a PDF copy of the chapter:</p>
<p><a href="http://premieradvisor.com/pdf/unbeatable-market-ron-ross.pdf" target="_blank">Wall Street: The Greatest Obstacle to Your Financial Peace of Mind</a></p>
<p>The book can be purchased at Amazon <a href="http://www.amazon.com/Unbeatable-Market-Taking-Indexing-Financial/dp/0972223002/" target="_blank">here</a>.</p>
<div>JT</div>
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		<title>America Is a Value Stock</title>
		<link>http://www.equiuspartners.com/blog/2011/08/america-is-a-value-stock/</link>
		<comments>http://www.equiuspartners.com/blog/2011/08/america-is-a-value-stock/#comments</comments>
		<pubDate>Fri, 19 Aug 2011 17:21:52 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>
		<category><![CDATA[Wall Street Baloney]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=430</guid>
		<description><![CDATA[The August 2011 Asset Class (&#8220;America Is a Value Stock&#8221;) included a Morningstar (M*) screen for actively managed value funds. Here&#8217;s the screen: The &#8220;Distinct portfolios only&#8221; value eliminates all the multiple share classes of the same funds. Then we eliminate index funds, but, unfortunately, M* doesn&#8217;t consider all of DFA&#8217;s funds as index funds. [...]]]></description>
			<content:encoded><![CDATA[<p>The August 2011 <em>Asset Class</em> (&#8220;America Is a Value Stock&#8221;) included a Morningstar (M*) screen for actively managed value funds. Here&#8217;s the screen:</p>
<p><a href="http://www.equiuspartners.com/blog/2011/08/america-is-a-value-stock/m-screen/" rel="attachment wp-att-431"><img class="size-full wp-image-431 alignnone" title="M* screen" src="http://www.equiuspartners.com/blog/wp-content/uploads/2011/08/M-screen.jpg" alt="" width="651" height="204" /></a></p>
<p>The &#8220;Distinct portfolios only&#8221; value eliminates all the multiple share classes of the same funds. Then we eliminate index funds, but, unfortunately, M* doesn&#8217;t consider all of DFA&#8217;s funds as index funds. Then we make sure they all have 15-year track records. Finally, we eliminate master/feeder funds (those that own other funds as their holdings). The GMO fund still shows up, so we have to eliminate it as well.</p>
<p>We used a 60/40 mix of the Russell 1000 Value and Russell 2000 Value funds to compare to the actively managed fund survivors because that mix of large and small value stocks is our <em>default</em> mix for client portfolios. Of course, we use the DFA funds in portfolios.</p>
<p>JT</p>
<p>&nbsp;</p>
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		<title>Why Americans Hate Economics</title>
		<link>http://www.equiuspartners.com/blog/2011/08/why-americans-hate-economics/</link>
		<comments>http://www.equiuspartners.com/blog/2011/08/why-americans-hate-economics/#comments</comments>
		<pubDate>Fri, 19 Aug 2011 17:20:42 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Asset Class Investing]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=436</guid>
		<description><![CDATA[In university classrooms—and especially the Obama White House—fancy theories of macroeconomics defy basic common sense. Christina Romer, the University of California at Berkeley economics professor and President Obama&#8217;s first chief economist, once relayed the old joke that &#8220;there are two kinds of students: those who hate economics and those who really hate economics.&#8221; She doesn&#8217;t [...]]]></description>
			<content:encoded><![CDATA[<p><span style="color: #333333;"><em>In university classrooms—and especially the Obama White House—fancy theories of macroeconomics defy basic common sense.</em></span></p>
<p><img class="alignnone" src="http://si.wsj.net/public/resources/images/ED-AO103A_moore_D_20110818151737.jpg" alt="" width="210" height="139" /></p>
<p>Christina Romer, the University of California at Berkeley economics professor and President Obama&#8217;s first chief economist, once relayed the old joke that &#8220;there are two kinds of students: those who hate economics and those who really hate economics.&#8221; She doesn&#8217;t believe that, but it&#8217;s true. I&#8217;m surprised how many students tell me economics is their least favorite subject. Why? Because too often economic theories defy common sense. Alas, the policies of this administration haven&#8217;t boosted the profession&#8217;s reputation.</p>
<p>Consider what happened last week when Laura Meckler of this newspaper dared to ask White House Press Secretary Jay Carney how increasing unemployment insurance &#8220;creates jobs.&#8221; She received this slap down: &#8220;I would expect a reporter from The Wall Street Journal would know this as part of the entrance exam just to get on the paper.&#8221;</p>
<p>Mr. Carney explained that unemployment insurance &#8220;is one of the most direct ways to infuse money into the economy because people who are unemployed and obviously aren&#8217;t earning a paycheck are going to spend the money that they get . . . and that creates growth and income for businesses that then lead them to making decisions about jobs—more hiring.&#8221;</p>
<p>That&#8217;s a perfect Keynesian answer, and also perfectly nonsensical. What the White House is telling us is that the more unemployed people we can pay for not working, the more people will work. Only someone with a Ph.D. in economics from an elite university would believe this.</p>
<p><a title="Why Americans Hate Economics" href="http://online.wsj.com/article/SB10001424053111903596904576514552877388610.html?mod=WSJ_Opinion_BelowLEFTSecond" target="_blank">Full article&#8230;</a></p>
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		<title>Stupid Rich Guy</title>
		<link>http://www.equiuspartners.com/blog/2011/08/stupid-rich-guy/</link>
		<comments>http://www.equiuspartners.com/blog/2011/08/stupid-rich-guy/#comments</comments>
		<pubDate>Mon, 15 Aug 2011 19:08:22 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Investors]]></category>
		<category><![CDATA[Wall Street Baloney]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=413</guid>
		<description><![CDATA[There are basically two ways your average Joe and Sally investor can learn core principles of sound, long-term investing: 1. Read almost anything written by Ben Graham and make critical adjustments it for the modern era (e.g., elaborate stock picking techniques no longer work in markets made super-efficient due to high speed computers, the Internet [...]]]></description>
			<content:encoded><![CDATA[<p>There are basically two ways your average Joe and Sally investor can learn core principles of sound, long-term investing:</p>
<p>1. Read almost anything written by Ben Graham and make critical adjustments it for the modern era (e.g., elaborate stock picking techniques no longer work in markets made super-efficient due to high speed computers, the Internet and thousands of other information sources, and billions of securities transactions.)</p>
<p>2. Listen to ego-maniacs, especially one who made one really good mega-transaction, talk about how smart they are. Then do the opposite.</p>
<p>So, please, do yourself a favor and watch this video of Mr. T-Shirt &amp; Jeans who owns a basketball team tell you how to invest. Then go back to your broadly diversified, buy-and-hold-with-periodic-rebalancing asset class strategy with complete confidence that you are smarter than at least one billionaire. Now, if the class warfare crew can just figure out how to redistribute <em>his</em> wealth&#8230;</p>
<p>(Sorry, iPad users. The video is flash, so you&#8217;ll have to watch it on your iMac.)</p>
<p>JT</p>
<p><object id="wsj_fp" width="512" height="363"><param name="movie" value="http://s.wsj.net/media/swf/VideoPlayerMain.swf"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><param name="flashvars" value="videoGUID={233AE43E-9DA3-40A3-8F6B-9DC23DD82BEF}&#038;playerid=1000&#038;plyMediaEnabled=1&#038;configURL=http://wsj.vo.llnwd.net/o28/players/&#038;autoStart=false" base="http://s.wsj.net/media/swf/"name="flashPlayer"></param><embed src="http://s.wsj.net/media/swf/VideoPlayerMain.swf" bgcolor="#FFFFFF"flashVars="videoGUID={233AE43E-9DA3-40A3-8F6B-9DC23DD82BEF}&#038;playerid=1000&#038;plyMediaEnabled=1&#038;configURL=http://wsj.vo.llnwd.net/o28/players/&#038;autoStart=false" base="http://s.wsj.net/media/swf/" name="flashPlayer" width="512" height="363" seamlesstabbing="false" type="application/x-shockwave-flash" swLiveConnect="true" pluginspage="http://www.macromedia.com/shockwave/download/index.cgi?P1_Prod_Version=ShockwaveFlash"></embed></object></p>
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		<title>Living with Volatility</title>
		<link>http://www.equiuspartners.com/blog/2011/08/living-with-volatility/</link>
		<comments>http://www.equiuspartners.com/blog/2011/08/living-with-volatility/#comments</comments>
		<pubDate>Wed, 10 Aug 2011 19:07:54 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Markets]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=343</guid>
		<description><![CDATA[Jim Parker, Vice President, Dimensional Fund Advisors The current renewed volatility in financial markets is reviving unwelcome feelings among many investors—feelings of anxiety, fear, and a sense of powerlessness. These are completely natural responses. Acting on those emotions, though, can end up doing us more harm than good. At base, the increase in market volatility [...]]]></description>
			<content:encoded><![CDATA[<p><a rel="attachment wp-att-344" href="http://www.equiuspartners.com/blog/2011/08/living-with-volatility/jim_parker/"><img class="size-full wp-image-344 alignnone" style="margin-left: 10px; margin-right: 10px;" title="jim_parker" src="http://www.equiuspartners.com/blog/wp-content/uploads/2011/08/jim_parker.jpg" alt="" width="67" height="67" /></a><strong> </strong><strong>Jim Parker, Vice President, Dimensional Fund Advisors</strong></p>
<p>The current renewed volatility in financial markets is reviving  unwelcome feelings among many investors—feelings of anxiety, fear, and a  sense of powerlessness. These are completely natural responses. Acting  on those emotions, though, can end up doing us more harm than good.</p>
<p>At base, the increase in market volatility is an expression of  uncertainty. The sovereign debt strains in the US and Europe, together  with renewed worries over financial institutions and fears of another  recession, are leading market participants to apply a higher discount to  risky assets.</p>
<p>So, developed world equities, oil and industrial commodities,  emerging markets, and commodity-related currencies like the Australian  dollar are weakening as risk aversion drives investors to the perceived  safe havens of government bonds, gold, and Swiss francs.</p>
<p>It is all reminiscent of the events of 2008, when the collapse of  Lehman Brothers and the sub-prime mortgage crisis triggered a global  market correction. This time, however, the focus of concern has turned  from private-sector to public-sector balance sheets.</p>
<p>As to what happens next, no one knows for sure. That is the nature of  risk. But there are a few points individual investors can keep in mind  to make living with this volatility more bearable.</p>
<p><span style="color: #333333;"><strong>&#8211; Remember that markets are unpredictable and do not always react  the way the experts predict they will. The recent downgrade by Standard  &amp; Poor&#8217;s of the US government&#8217;s credit rating, following protracted  and painful negotiations on extending its debt ceiling, actually led to a  strengthening in Treasury bonds.</strong></span></p>
<p><span style="color: #333333;"><strong>&#8211; Quitting the equity market at a time like this is like running  away from a sale. While prices have been discounted to reflect higher  risk, that&#8217;s another way of saying expected returns are higher. And  while the media headlines proclaim that &#8220;investors are dumping stocks,&#8221;  remember someone is buying them. Those people are often the long-term  investors.</strong></span></p>
<p><span style="color: #333333;"><strong>&#8211; Market recoveries can come just as quickly and just as violently  as the prior correction.  For instance, in March 2009—when market  sentiment was last this bad—the S&amp;P 500 turned and put in seven  consecutive months of gains totaling almost 80 percent. This is not to  predict that a similarly vertically shaped recovery is in the cards this  time, but it is a reminder of the dangers for long-term investors of  turning paper losses into real ones and paying for the risk without  waiting around for the recovery.</strong></span></p>
<p><span style="color: #333333;"><strong>&#8211; Never forget the power of diversification. While equity markets  have had a rocky time in 2011, fixed income markets have  flourished—making the overall losses to balanced fund investors a little  more bearable. Diversification spreads risk and can lessen the bumps in  the road.</strong></span></p>
<p><span style="color: #333333;"><strong>&#8211; Markets and economies are different things. The world economy is  forever changing, and new forces are replacing old ones. As the IMF  noted recently, while advanced economies seek to repair public and  financial balance sheets, emerging market economies are thriving.<sup><a name="fnref1" href="https://my.dimensional.com/insight/outside_the_flags/74582/?u=amVmZkBlcXVpdXNwYXJ0bmVycy5jb20-521d5f8fb027d7ebdaddfd5b8bc0763a&amp;src=notify_52098_Individual#fn1">1</a></sup> A globally diversified portfolio takes account of these shifts.</strong></span></p>
<p><span style="color: #333333;"><strong>&#8211; Nothing lasts forever. Just as smart investors temper their  enthusiasm in booms, they keep a reserve of optimism during busts. And  just as loading up on risk when prices are high can leave you exposed to  a correction, dumping risk altogether when prices are low means you can  miss the turn when it comes. As always in life, moderation is a good  policy.</strong></span></p>
<p>The market volatility is worrisome, no doubt. The feelings being  generated are completely understandable. But through discipline,  diversification, and understanding how markets work, the ride can be  made bearable. At some point, value will re-emerge, risk appetites will  re-awaken, and for those who acknowledged their emotions without acting  on them, relief will replace anxiety.</p>
<p>&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;</p>
<p><a name="fn1" href="https://my.dimensional.com/insight/outside_the_flags/74582/?u=amVmZkBlcXVpdXNwYXJ0bmVycy5jb20-521d5f8fb027d7ebdaddfd5b8bc0763a&amp;src=notify_52098_Individual#fnref1">1</a>. World Economic Outlook, IMF, April 2011.</p>
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		<title>China&#8217;s economic miracle may be about to come off the rails</title>
		<link>http://www.equiuspartners.com/blog/2011/07/chinas-economic-miracle-may-be-about-to-come-off-the-rails/</link>
		<comments>http://www.equiuspartners.com/blog/2011/07/chinas-economic-miracle-may-be-about-to-come-off-the-rails/#comments</comments>
		<pubDate>Fri, 29 Jul 2011 18:34:23 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Alternative investments]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=339</guid>
		<description><![CDATA[Largely invisible to a radar screen dominated by concerns over the US and eurozone debt crises, the Chinese economic miracle, one of the few apparent bright spots that remains in a world beset by trouble, has in recent weeks also been showing unnerving signs of strain. Indeed, it may even be about to come off [...]]]></description>
			<content:encoded><![CDATA[<p><span style="color: #333333;">Largely invisible to a radar screen dominated by concerns over the US and    eurozone debt crises, the Chinese economic miracle, one of the few apparent    bright spots that remains in a world beset by trouble, has in recent weeks    also been showing unnerving signs of strain. Indeed, it may even be about to    come off the rails entirely – quite literally.</span><span style="color: #808080;"><a href="http://www.telegraph.co.uk/finance/comment/jeremy-warner/8669207/Chinas-economic-miracle-may-be-about-to-come-off-the-rails.html"></a></span></p>
<p><span style="color: #808080;"><a href="http://www.telegraph.co.uk/finance/comment/jeremy-warner/8669207/Chinas-economic-miracle-may-be-about-to-come-off-the-rails.html"><span style="color: #333333;">Full story&#8230;</span></a><br />
</span></p>
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		<title>Sovereign Debt and the Equity Investor</title>
		<link>http://www.equiuspartners.com/blog/2011/07/sovereign-debt-and-the-equity-investor/</link>
		<comments>http://www.equiuspartners.com/blog/2011/07/sovereign-debt-and-the-equity-investor/#comments</comments>
		<pubDate>Fri, 29 Jul 2011 01:26:19 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[General economics]]></category>
		<category><![CDATA[Markets]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=333</guid>
		<description><![CDATA[Sovereign Debt and the Equity Investor Weston Wellington, Vice President, Dimensional Fund Advisors Last week we came across an &#8220;Economic and Policy Watch&#8221; update prepared by a major investment bank that reviewed recent government proposals to address the nation&#8217;s funding crisis. Titled &#8220;It Just Gets Worse,&#8221; the report chided policymakers for actions that &#8220;look like [...]]]></description>
			<content:encoded><![CDATA[<h1 id="contentHeaderName"><img class="alignleft" style="margin-left: 10px; margin-right: 10px;" src="https://my.dimensional.com/csmedia/images/contributors/weston_wellington.jpg" alt="" width="108" height="108" /></h1>
<h1 style="padding-left: 90px; text-align: left;">Sovereign Debt and the Equity Investor</h1>
<div style="padding-left: 90px; text-align: left;">Weston Wellington, Vice President, Dimensional Fund Advisors</div>
<div>
<p>Last week we came across an &#8220;Economic and Policy Watch&#8221; update  prepared by a major investment bank that reviewed recent government  proposals to address the nation&#8217;s funding crisis. Titled &#8220;It Just Gets  Worse,&#8221; the report chided policymakers for actions that &#8220;look like a  poor cover for loose money, rising inflation, and fiscal problems,&#8221; and  warned that &#8220;government financing needs are corrupting monetary policy.&#8221;  As a result of these ill-advised tactics, the bank had turned &#8220;more  negative&#8221; on the outlook for financial stability and saw &#8220;little hope of  improvement in the inflation/currency mix.&#8221;</p>
<p>Amidst the barrage of news coverage from dozens of sources probing  the US debt/default/downgrade issue, such a conclusion might seem  unremarkable. We found it of interest because the focus of the report  was not the US Treasury but the government of Indonesia, and it appeared  over a decade ago, on July 16, 2001.</p>
<p>Indonesia&#8217;s sovereign debt rating at that time placed it firmly in  the &#8220;junk&#8221; (non-investment grade) category: B3 from Moody&#8217;s and single-B  from Standard &amp; Poor&#8217;s. Although Moody&#8217;s upgraded Indonesia to a B2  rating in 2003 and to Ba1 in early 2011, at no time over the past  decade was Indonesia deemed to merit an investment grade rating.</p>
<p>What has been the experience of equity investors in Indonesia since  this report was published? The Jakarta Composite Index closed at 415.09  on January 16, 2001, while the Dow Jones Industrial Average finished  that day at 10,652.66. On Wednesday, the Jakarta Composite closed at  4,087.09 and the Dow at 12,592.80. If the Dow Jones Average had kept  pace with Indonesian stocks over the past decade, it would be over  104,000 today.</p>
<p>Investors in Indonesia have had their share of ups and downs over the  years, and markets fell even harder than the US during the financial  crisis, with a peak-to-trough loss of nearly 60%. But the recovery was  sharper as well: The Jakarta Composite recouped all of its losses by  April 2010, and the all-time high on July 22 this year was 45% above the  high-water mark of early 2008.</p>
<p>For the ten-year period ending June 30, 2011, total return as  computed by MSCI was 29% per year in local currency and 33% in US dollar  terms. At no point throughout this period did Indonesia have an  investment grade rating for its sovereign debt, and outside observers  continue to find fault with the country&#8217;s troublesome level of  corruption, primitive infrastructure, and unpredictable regulatory  apparatus.</p>
<p>We are not suggesting that investors should dismiss the effects of a  US government credit downgrade. US Treasury securities are so widely  held around the world that any potentially destabilizing event is  worrisome. Nor are we suggesting that investors focus solely on  countries with low credit ratings. Just as a broadly diversified  portfolio includes companies with high and low credit quality, investing  in countries with both high and low ratings is equally sensible.</p>
<p>Some might say the strong performance of Indonesian stocks over the  past decade was at least partly attributable to the nation&#8217;s improving  credit profile, even if it remained at a relatively low level. The US,  in contrast, appears to be deteriorating. Our point is that a low credit  rating in and of itself is not necessarily a death sentence for equity  investors. Citizens of triple-A countries behave much like those living  in single-B territory—they eat, drink, shop, get stuck in traffic jams,  chatter on mobile phones, and check their Facebook pages. (Indonesia  claims the second-largest number of members in the world.) Companies  doing business in either location generate cash flows, and investors do  their best to evaluate what those cash flows are worth. A triple-A  sovereign debt rating is no guarantee of superior equity market returns,  and a &#8220;junk&#8221; rating is no assurance of failure. A diversified strategy  will have exposure to both.</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;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;</p>
<p>Research assistance by Victoria Choi.</p>
<p>Ray Farris, &#8220;It Just Gets Worse,&#8221; ING Barings <em>Economic and Policy Watch</em>, January 16, 2001.</p>
<p>&#8220;Global Credit Research,&#8221; <em>Moody&#8217;s Investors Service</em>, March 2004.</p>
<p>&#8220;Missing BRIC in the Wall,&#8221; <em>Economist</em>, July 21, 2011.</p>
<p>Securities data provided by Bloomberg.</p>
<p>Yahoo! Finance, <a href="http://finance.yahoo.com/">finance.yahoo.com</a> (accessed July 25, 2011).</p>
</div>
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		<title>Government-Sponsored Meltdown</title>
		<link>http://www.equiuspartners.com/blog/2011/07/government-sponsored-meltdown/</link>
		<comments>http://www.equiuspartners.com/blog/2011/07/government-sponsored-meltdown/#comments</comments>
		<pubDate>Tue, 12 Jul 2011 15:13:03 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[General economics]]></category>
		<category><![CDATA[Government]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=324</guid>
		<description><![CDATA[Fannie Mae did not contribute &#8216;marginally&#8217; to the financial crisis. It was the source of the declining mortgage underwriting standards that brought down the system. When the Financial Crisis Inquiry Commission (FCIC) reported in January that the 2008 crisis was caused by lax regulation, greed on Wall Street and faulty risk management at banks and [...]]]></description>
			<content:encoded><![CDATA[<p><span style="color: #333333;"><strong><em>Fannie Mae did not contribute &#8216;marginally&#8217; to the  financial crisis. It was the source of the declining mortgage  underwriting standards that brought down  		 			 			 	the system.</em></strong></span></p>
<p>When the Financial Crisis Inquiry Commission (FCIC) reported in  January that the 2008 crisis was caused by lax regulation, greed on Wall  Street and faulty risk management at banks and other financial firms,  few were surprised.</p>
<p>That, after all, was the narrative propagated by government sources  since 2008 and widely accepted in the media, in numerous books, and by  many commentators. Writing in the New York Times on June 30, for  example, Pro-Publica reporter Jesse Eisinger complained that bankers&#8217;  concerns about excessive regulation under the Dodd-Frank Act did not  take account of &#8220;the staggering costs of the crisis that the banks led  us into.&#8221;</p>
<p>The notion that the &#8220;banks led us into&#8221; the financial crisis echoes  the narrative of the FCIC&#8217;s Democratic majority, which placed the blame  for the financial crisis on the private sector and dismissed the idea  that government housing policy could have been responsible.</p>
<p>According to the FCIC majority report,  the government&#8217;s housing policies—led by the Department of Housing and  Urban Development and the government-sponsored enterprises (GSEs) Fannie  Mae and Freddie Mac—contributed only &#8220;marginally&#8221; to the crisis.  Moreover, Fannie and Freddie &#8220;followed rather than led Wall Street and  other lenders&#8221; into the subprime and other risky mortgage lending that  ultimately caused the financial crisis.</p>
<p>With  the publication of &#8220;Reckless Endangerment,&#8221; a new book about the causes  of the crisis, this story is beginning to unravel. The authors,  Gretchen Morgenson, a business reporter and commentator for the New York  Times, and Josh Rosner, a financial analyst, make clear that it was  Fannie Mae and the government housing policies it supported, pursued and  exploited that brought the financial system to a halt in 2008.</p>
<p><a href="http://online.wsj.com/article/SB10001424052702304760604576423670655568418.html?mod=WSJ_Opinion_LEFTTopOpinion&amp;_nocache=1310482869738&amp;mg=com-wsj">Read more at wsj.com</a> (registration required)</p>
<p><span style="color: #333333;"><em><br />
</em></span></p>
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		<title>Wealthy Americans and &#8216;Investor Fatigue&#8217;</title>
		<link>http://www.equiuspartners.com/blog/2011/07/wealthy-americans-and-investor-fatigue/</link>
		<comments>http://www.equiuspartners.com/blog/2011/07/wealthy-americans-and-investor-fatigue/#comments</comments>
		<pubDate>Sun, 10 Jul 2011 18:55:21 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Investors]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=321</guid>
		<description><![CDATA[An article in Financial Advisor magazine quotes a study by Spectrem Group that points out that only 47% of millionaires want to be actively involved in the day-to-day management of their investments, down from 69% in 2009. Millionaires are defined as those investors with a net worth of $1 million-$million, excluding their primary residence. The [...]]]></description>
			<content:encoded><![CDATA[<p>An article in <em>Financial Advisor</em> magazine quotes a study by Spectrem Group that points out that only 47% of millionaires want to be actively involved in the day-to-day management of their investments, down from 69% in 2009. Millionaires are defined as those investors with a net worth of $1 million-$million, excluding their primary residence. The numbers are similar for those with $5 million-$25 million of net worth.</p>
<p>“Wealthy Americans may simply be experiencing investor fatigue,  prompting them to pull back and allow their advisors to take the lead in  managing their assets,” said George H. Walper Jr., Spectrem Group  president. This was after “they underwent a period of intense vigilance  and participation during the financial crisis.”</p>
<p>Full article <a href="http://www.fa-mag.com/component/content/article/47-pw-news-online/7534.html?Itemid=178">here</a>.</p>
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		<title>The Future Still Belongs to America</title>
		<link>http://www.equiuspartners.com/blog/2011/07/the-future-still-belongs-to-america/</link>
		<comments>http://www.equiuspartners.com/blog/2011/07/the-future-still-belongs-to-america/#comments</comments>
		<pubDate>Sat, 02 Jul 2011 13:47:46 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[General economics]]></category>
		<category><![CDATA[Markets]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=316</guid>
		<description><![CDATA[This century will throw challenges at everyone. The U.S. is better positioned to adapt than China, Europe or the Arab world. By WALTER RUSSELL MEAD It is, the pundits keep telling us, a time of American decline, of a post-American world. The 21st century will belong to someone else. Crippled by debt at home, hammered [...]]]></description>
			<content:encoded><![CDATA[<p><em>This century will throw challenges at everyone. The U.S. is better positioned to adapt than China, Europe or the Arab world.</em></p>
<p>By <a href="http://online.wsj.com/search/term.html?KEYWORDS=WALTER+RUSSELL+MEAD&amp;bylinesearch=true">WALTER RUSSELL MEAD</a></p>
<p>It is, the pundits keep telling us, a time of American decline, of a  post-American world. The 21st century will belong to someone else.  Crippled by debt at home, hammered by the aftermath of a financial  crisis, bloodied by long wars in the Middle East, the American Atlas can  no longer hold up the sky. Like Britain before us, America is headed  into an assisted-living facility for retired global powers.</p>
<p>This fashionable chatter could not be more wrong. Sure, America has  big problems. Trillions of dollars in national debt and uncounted  trillions more in off-the-books liabilities will give anyone pause.  Rising powers are also challenging the international order even as our  key Cold War allies sink deeper into decline.</p>
<p><a href="http://online.wsj.com/article_email/SB10001424052702304450604576419700203110180-lMyQjAxMTAxMDAwMjEwNDIyWj.html">Read more</a>&#8230;</p>
]]></content:encoded>
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		<title>The Best of Times, the Worst of Times</title>
		<link>http://www.equiuspartners.com/blog/2011/06/the-best-of-times-the-worst-of-times/</link>
		<comments>http://www.equiuspartners.com/blog/2011/06/the-best-of-times-the-worst-of-times/#comments</comments>
		<pubDate>Sat, 25 Jun 2011 15:57:41 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Markets]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=306</guid>
		<description><![CDATA[The following perspective is provided by Weston Wellington, Vice President, Dimensional Fund Advisors. For the twelve-month period ending May 31, 2011, equity investors around the world enjoyed the equivalent of blue skies and bright sunshine while the economic news was partly cloudy at best. Among forty-five developed and emerging-country stock markets tracked by MSCI, all [...]]]></description>
			<content:encoded><![CDATA[<p><em>The following perspective is provided by Weston Wellington, Vice President, Dimensional Fund Advisors.</em></p>
<p>For the twelve-month period ending May 31, 2011, equity investors  around the world enjoyed the equivalent of blue skies and bright  sunshine while the economic news was partly cloudy at best. Among  forty-five developed and emerging-country stock markets tracked by MSCI,  all but four had double-digit total returns (in US dollar terms), and  twenty-six had returns of 30% or more.</p>
<p>If someone had told us a year ago that global markets would stage  such a broad-based rally, we would have been inclined to think that  trends in employment, housing, and financial distress were about to take  a pronounced turn for the better. It seems hard to argue they have done  anything of the sort. Somehow, despite gloomy financial page news that  keeps repeating itself, equity prices marched substantially higher.</p>
<p>The moral of the story? Investors should be skeptical of their  ability to predict future events and even more skeptical of their  ability to predict how other investors will react to them.</p>
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" alt="" width="599" height="823" /></p>
<p>Past performance is no guarantee of future results.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.equiuspartners.com/blog/2011/06/the-best-of-times-the-worst-of-times/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Let&#8217;s Pay People to Dig Holes&#8230;</title>
		<link>http://www.equiuspartners.com/blog/2011/06/lets-pay-people-to-dig-holes/</link>
		<comments>http://www.equiuspartners.com/blog/2011/06/lets-pay-people-to-dig-holes/#comments</comments>
		<pubDate>Thu, 16 Jun 2011 00:03:49 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[General economics]]></category>
		<category><![CDATA[Government]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=296</guid>
		<description><![CDATA[&#8230;and hire others to fill them in. Political Economics 101? If you have any doubts about why the current recovery is so anemic, listen to one of our politicians lecture us on economic theory. Good for Steve Jobs (rich guy)? How about the success of Apple stores versus Borders? Sadly, our president made the same [...]]]></description>
			<content:encoded><![CDATA[<p>&#8230;and hire others to fill them in. Political Economics 101?</p>
<p>If you have any doubts about why the current recovery is so anemic, listen to one of our politicians lecture us on economic theory.</p>
<p><a href="http://www.youtube.com/watch?feature=player_embedded&amp;v=D5X8W7MgbhM"></a><object classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" width="425" height="350" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"><param name="src" value="http://www.youtube.com/v/D5X8W7MgbhM&amp;feature" /><embed type="application/x-shockwave-flash" width="425" height="350" src="http://www.youtube.com/v/D5X8W7MgbhM&amp;feature"></embed></object></p>
<p>Good for Steve Jobs (rich guy)? How about the success of <a href="http://online.wsj.com/article/SB10001424052702304563104576364071955678908.html?KEYWORDS=apple+stores" target="_blank">Apple stores</a> versus Borders?</p>
<p>Sadly, our president made the same kind of reference recently. In an NBC News interview he stated:. &#8230; &#8220;There are some structural issues with our economy where a  lot of businesses have learned to become much more efficient with a lot  fewer workers. You see it when you go to a bank and you use an ATM, you  don&#8217;t go to a bank teller, or you go to the airport and you&#8217;re using a  kiosk instead of checking in at the gate.&#8221; The comment was in reference to a lack of job creation in the current economic environment.</p>
<p><a href="http://washingtonexaminer.com/opinion/columnists/2011/06/obama-doesnt-get-atms-or-job-creation" target="_blank">Philip Klein of the <em>Washington Examiner</em></a> followed the president&#8217;s interview with this:</p>
<p style="padding-left: 30px;">Obama may think automated teller machines are bad for the U.S. job market, but don&#8217;t tell that to the thousands of employees of Diebold Inc.</p>
<p style="padding-left: 30px;">Founded in 1859 by German immigrant Carl Diebold, the company shared a similar history over the next century with its rival, Mosler. Both companies were based in Ohio and built successful businesses making safes and other security products. But their paths began diverging in the early 1970s, when Diebold dabbled in the nascent ATM business.</p>
<p style="padding-left: 30px;">Four decades later, ATMs account for roughly 75 percent of Diebold&#8217;s business, which reported $2.8 billion in sales last year. Diebold is the nation&#8217;s largest ATM producer, with most of its 7,000 U.S. employees working in the ATM division &#8212; making the machines at their plant in Greensboro, N.C., servicing, maintaining and marketing them.</p>
<p style="padding-left: 30px;">Mosler never got into ATMs. After 134 years in business, they declared bankruptcy in 2001. Diebold spokesman Mike Jacobsen told me that Diebold could have shared its fate, if not for the new technology.</p>
<p>This kind of economic progress has been described as &#8220;creative destruction&#8221; by both Karl Marx and Austrian-American economist Joseph Schumpeter. I&#8217;ll leave it to the reader to assume which version Rep. Jackson and President Obama subscribe to. By the way, Rep. Jackson owns an iPad and according to another article stated last month that the iPad was &#8220;revolutionizing the country&#8221; and that it would &#8220;fundamentally alter how we will educate our children.&#8221; He also suggested that there should be an &#8220;iPad for every student in the nation.&#8221;</p>
<p>There are now around 500,000 apps for the iPhone, iTouch, and iPad today. Thousands, if not millions, of people around the world are competing with each other to develop the best apps to entertain, teach, inform, and assist end users who are willing to pay for the value delivered. People of all ages, color, culture, educational level, and business experience have started or are employed by new companies developing these apps. Established companies have added or expanded divisions to meet the demand.</p>
<p>Some will make great incomes, some will hit home runs, and many will fail. This is an exciting new phase of American business history, driven by innovation, creativity, hard work, and ambition. Rather than fear this change and try to control it (particularly if you&#8217;re a career politician or activist with no business experience) by diverting capital elsewhere because you think you&#8217;re smarter than the market, try allowing free people to make free, unsubsidized decisions with their money.</p>
<p>We need to unleash the private sector, not bash it, if we&#8217;re to climb out of this economic mess anytime soon.</p>
<p>JT</p>
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		<title>This Is Not the Worst Economy Since the Great Depression</title>
		<link>http://www.equiuspartners.com/blog/2011/06/this-is-not-the-worst-economy-since-the-great-depression/</link>
		<comments>http://www.equiuspartners.com/blog/2011/06/this-is-not-the-worst-economy-since-the-great-depression/#comments</comments>
		<pubDate>Wed, 15 Jun 2011 17:03:59 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[General economics]]></category>
		<category><![CDATA[Government]]></category>
		<category><![CDATA[Markets]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=291</guid>
		<description><![CDATA[In an effort to excuse the failings of current government policies in helping to revive the U.S. economy (as if&#8230;), the media consistently portrays the current economic challenges as &#8220;the worst since the Great Depression.&#8221; The implication, of course, is that it will take more time, more government spending, more flooding a dollars into the [...]]]></description>
			<content:encoded><![CDATA[<p>In an effort to excuse the failings of current government policies in helping to revive the U.S. economy (as if&#8230;), the media consistently portrays the current economic challenges as &#8220;the worst since the Great Depression.&#8221; The implication, of course, is that it will take more time, more government spending, more flooding a dollars into the system, and an incredible (almost unbelievable) amount of new regulation to get back to an acceptable level of economic growth. In at least two major areas, this perspective is wrong.</p>
<p>First, the 1981 recession was significantly worse than this one, so <em>it</em> was the worst since the Great Depression. Second, just like significant drops in the stocks market, steep drops in economic activity are almost always followed by steep recoveries. So the correct narrative should be:</p>
<p style="padding-left: 30px;"><span style="color: #000080;"><strong>This is the worst economy since <em>1981</em> and the worst <em>recovery</em> since the Great Depression.</strong></span></p>
<p>For a good perspective on this topic and the different approaches used by the government to help the economic recoveries, see Peter Ferrara&#8217;s article in <em>Forbes</em> magazine <a href="http://blogs.forbes.com/peterferrara/2011/05/05/reaganomics-vs-obamanomics-facts-and-figures/" target="_blank">here</a> (registration with <em>Forbes</em> might be required).</p>
<p>JT</p>
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		<title>Is Every Chinese Firm a Scam?</title>
		<link>http://www.equiuspartners.com/blog/2011/06/is-every-chinese-firm-a-scam/</link>
		<comments>http://www.equiuspartners.com/blog/2011/06/is-every-chinese-firm-a-scam/#comments</comments>
		<pubDate>Mon, 13 Jun 2011 17:15:40 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Alternative investments]]></category>
		<category><![CDATA[Government]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=284</guid>
		<description><![CDATA[In view of all the hype surrounding emerging markets investments, particularly as they relate to China, it&#8217;s important for investors to understand the unique risks involved. Holman Jenkins, of The Wall Street Journal, reminds us of some of these risks in an article published June 10 titled Is Every Chinese Firm a Scam? (registration might [...]]]></description>
			<content:encoded><![CDATA[<p>In view of all the hype surrounding emerging markets investments, particularly as they relate to China, it&#8217;s important for investors to understand the unique risks involved. Holman Jenkins, of <em>The Wall Street Journal</em>, reminds us of some of these risks in an article published June 10 titled <a href="http://online.wsj.com/article/SB10001424052702304259304576377312961165894.html" target="_blank">Is Every Chinese Firm a Scam?</a> (registration might be required). Here&#8217;s an intro:</p>
<p style="padding-left: 30px;"><em>Chinese business people have apparently taken a while to get the hang  of stock fraud. When a technique known as the Chinese &#8220;reverse  takeover&#8221; first surfaced, it was nearly 20 years ago in Hong Kong.</em></p>
<p style="padding-left: 30px;"><em></em><em>Back then, the son of one of Mao&#8217;s Long Marchers had hauled up in  town to establish a local affiliate of communist China&#8217;s showpiece  Shougang Steel Works. He promptly acquired a moribund local company  listed on the Hong Kong stock exchange and, to the surprise and delight  of anyone holding the stock, began stuffing it with mainland properties  at suspiciously friendly prices.</em></p>
<p style="padding-left: 30px;"><em></em><em>The stock soared 700%, enriching the company&#8217;s shareholders  overnight—at least until Zhou Beifang, the princeling in question, was  recalled to Beijing and jailed for corruption.</em></p>
<p>JT</p>
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		<title>Ten Stocks to Last the Decade</title>
		<link>http://www.equiuspartners.com/blog/2011/04/ten-stocks-to-last-the-decade/</link>
		<comments>http://www.equiuspartners.com/blog/2011/04/ten-stocks-to-last-the-decade/#comments</comments>
		<pubDate>Tue, 26 Apr 2011 23:14:49 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Wall Street Baloney]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=186</guid>
		<description><![CDATA[From &#8220;The Seven Immutable Laws of Investing,&#8221; by James Monitor: I’ve been waiting a decade to use Exhibit 1. It shows the performance of a $100 investment split equally among a list of stocks that Fortune Magazine put together in August 2000. For the article, they used this lead: “Admit it, you still have nightmares [...]]]></description>
			<content:encoded><![CDATA[<p>From &#8220;<a href="http://www.ritholtz.com/blog/2011/03/the-seven-immutable-laws-of-investing/" target="_blank">The Seven Immutable Laws of Investing</a>,&#8221; by James Monitor:</p>
<p>I’ve been waiting a decade to use Exhibit 1. It shows the performance of a $100 investment split equally among a list of stocks that <em>Fortune  Magazine</em> put together in August 2000.</p>
<p>For the article, they used this lead: “Admit it, you still have nightmares about the ones that got away. The Microsofts, the Ciscos, the Intels. They’re the top holdings in your ultimate ‘coulda, woulda, shoulda’ portfolio. Oh, what might have been, you tell yourself, had you ignored all the naysayers back in 1990 and plopped a modest $5,000 into, say, both Dell and EMC and then closed your eyes for the next ten   years. That’s $8.4 million you didn’t make.</p>
<p>“Now, hold on a minute. This is no time for mea culpas. Okay, so you didn’t buy the fastest growers of the past decade. Get over it. This is  a  new era – a new millennium, in fact – and the time for licking old wounds has passed. Indeed, the importance of stocks like Dell and EMC is no longer their potential as investments (which, though still lofty,  is unlikely to compare with the previous decade’s run). It’s in their ability to teach us some valuable lessons about investing from here on out.”</p>
<p>Rather than sticking with these “has been” stocks, Fortune put together a list of ten stocks that they described as “Ten Stocks to Last   the Decade” – a buy and forget portfolio. Well, had you bought the portfolio, you almost certainly would wish that you could forget about   it. The ten stocks were Nokia, Nortel, Enron, Oracle, Broadcom, Viacom, Univision, Schwab, Morgan Stanley, and Genentech. The average P/E at purchase for this basket was well into triple figures. If you had invested $100 in an equally weighted portfolio of these stocks, 10 years later you would have had just $30 left! That, dear reader, is the permanent impairment of capital, which can result when you invest with no margin of safety.</p>
<p><strong>Exhibit 1: Fortune Magazine’s Ten Stocks to Last the Decade</strong><br />
<img class="alignnone" src="http://www.johnmauldin.com/images/uploads/charts/032111-01.jpg" alt="" width="500" height="302" /></p>
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		<title>Where Are the Grownups?</title>
		<link>http://www.equiuspartners.com/blog/2011/04/where-are-the-grownups/</link>
		<comments>http://www.equiuspartners.com/blog/2011/04/where-are-the-grownups/#comments</comments>
		<pubDate>Thu, 14 Apr 2011 20:09:29 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Government]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=179</guid>
		<description><![CDATA[Source: Investors.com]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><img class="aligncenter" src="http://www.equiuspartners.com/images/blog-images/Ram-cartoon-pie.jpg" alt="" width="480" height="342" /></p>
<p style="text-align: center;">Source: <a href="http://www.investors.com/" target="_blank">Investors.com</a></p>
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		<title>The Current Market Aftershock</title>
		<link>http://www.equiuspartners.com/blog/2011/04/the-current-market-aftershock/</link>
		<comments>http://www.equiuspartners.com/blog/2011/04/the-current-market-aftershock/#comments</comments>
		<pubDate>Thu, 14 Apr 2011 18:09:19 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Markets]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=128</guid>
		<description><![CDATA[Using an illustrated timeline, David Booth chronicles US stock market performance in four periods since World War II. His review suggests prevailing market sentiment is often wrong and that investors must stay disciplined through all market environments to pursue their long-term goals. Video courtesy of Dimensional Fund Advisors. Note: David Booth&#8217;s thoughts on the market [...]]]></description>
			<content:encoded><![CDATA[<p>Using an illustrated timeline, David Booth chronicles US stock market performance in four periods since World War II. His review suggests prevailing market sentiment is often wrong and that investors must stay disciplined through all market environments to pursue their long-term goals.</p>
<p><script type="text/javascript" rel="videomatic" src="http://www.dfaus.com/js/videomatic.js?data=current_aftershock_public.xml&#038;lang=usen&#038;s=lg&#038;e=true&#038;w=512&#038;h=291"></script></p>
<p>Video courtesy of <a href="http://www.dfaus.com/" target="_blank">Dimensional Fund Advisors</a>.</p>
<p><em>Note: David Booth&#8217;s thoughts on the market aftershocks were recorded late last year before the earthquakes in New Zealand and Japan. In no way were they meant to refer to those tragic events. Having posted the day before the Japan earthquake, we have since renamed the video &#8220;The Current Market Aftershock&#8221; to clarify.</em></p>
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		<title>What&#8217;s Wrong With This Picture&#8230;</title>
		<link>http://www.equiuspartners.com/blog/2011/04/whats-wrong-with-this-picture/</link>
		<comments>http://www.equiuspartners.com/blog/2011/04/whats-wrong-with-this-picture/#comments</comments>
		<pubDate>Wed, 06 Apr 2011 06:42:57 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Government]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=119</guid>
		<description><![CDATA[Title of a front-page article in Pensions &#38; Investments magazine (April 4, 2011): Emerging markets equity up against capacity wall; 50% of managers close to new investors. The reason? &#8220;&#8230;years of strong performance and inflows from institutional investors.&#8221; What&#8217;s going on is that money managers who specialize in emerging markets are finding fewer opportunities in [...]]]></description>
			<content:encoded><![CDATA[<p>Title of a front-page article in <a href="http://www.pionline.com/" target="_blank"><em>Pensions &amp; Investments</em></a> magazine (<a href="http://www.pionline.com/section/TOC&amp;IssueDate=20110404" target="_blank">April 4, 2011</a>):<em> Emerging markets equity up against capacity  wall; 50% of managers close to new investors.</em></p>
<p>The reason?  &#8220;&#8230;years of strong performance and inflows from institutional  investors.&#8221;</p>
<p>What&#8217;s going  on is that money managers who specialize in emerging markets are finding  fewer opportunities in which to invest. There are only so many emerging  markets, and only so many stocks within those markets. And prices have  risen substantially. We don&#8217;t try to predict market tops or bottoms, but  when money managers start turning away more assets and more fees,  well&#8230; ya gotta wonder.</p>
<p>And wonder I  did as I flipped through to page 24 and found another article with an  emerging markets theme. James Wilbanks, the executive director of the  $10 billion Oklahoma Teachers Retirement System, has decided that he&#8217;s  not happy that his international stock managers are not at their 30%  &#8220;ceiling&#8221; for emerging markets investments. So he&#8217;s considering hiring  an emerging markets specialist as a result.</p>
<p>High <span style="text-decoration: underline;"><em>past</em></span> emerging markets returns = Increase your emerging markets allocation <em><span style="text-decoration: underline;">now</span></em>.</p>
<p>And we wonder  why we have a retirement crisis brewing in this country? Good luck,  Oklahoma teachers. You&#8217;ll need it with that kind of thinking from your  retirement executives.</p>
<p>JT</p>
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		<title>The Tortured ‘Logic’ of Active Managers</title>
		<link>http://www.equiuspartners.com/blog/2011/03/the-tortured-%e2%80%98logic%e2%80%99-of-active-managers/</link>
		<comments>http://www.equiuspartners.com/blog/2011/03/the-tortured-%e2%80%98logic%e2%80%99-of-active-managers/#comments</comments>
		<pubDate>Wed, 30 Mar 2011 00:25:14 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Wall Street Baloney]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=101</guid>
		<description><![CDATA[In the March issue of Asset Class, I take a critical look at recent articles by active managers who use indexing data to support value investing but then go on to suggest that active stock picking can achieve those same or better results. In one article, Charles Lahr, a portfolio manager for bond fund giant [...]]]></description>
			<content:encoded><![CDATA[<p>In the <a href="http://www.equiuspartners.com/downloadfile.php?download_file=mar11ac.pdf" target="_blank">March issue of </a><em><a href="http://www.equiuspartners.com/downloadfile.php?download_file=mar11ac.pdf" target="_blank">Asset Class</a>,</em> I take a critical look at recent articles by active managers who use indexing data to support value investing but then go on to suggest that active stock picking can achieve those same or better results. In one article, Charles Lahr, a portfolio manager for bond fund giant PIMCO, points out that value stock return premium is 3% annualized over the past <em>85 years</em>. He uses index data as his source and then argues for hiring PIMCO to buy and sell individual value stocks that, we assume, will generate the same or better returns than the index.</p>
<p>What are the chances they will succeed?</p>
<p>The survivorship-biased Morningstar mutual fund database gives us a very conservative clue. Before we do a screen, let’s set our bar at the Vanguard 500 index fund’s 15-year performance of 6.75% annually. So we want funds that returned 9.75% or more over that period.</p>
<p>Screening for all domestic (U.S.-only) stocks funds that have survived for fifteen years, we find 4,231 funds. Of those, 603 funds provided an annual return of 9.75% or better. That works out to 14.25%. So making your decision just on that screen alone, you have about a 1 in 7 chance of beating an unmanaged value stock index. Good luck, you’ll need it.</p>
<p>But let’s dig even deeper. First, enlightened investors know that there are three dimensions to stock returns, or, in other words, three risk factors that determine almost all of a portfolio’s return over time. They are the “market” (stocks in general are riskier than bonds and therefore should provide a higher return over time); size (small company stocks are riskier than large company stocks); and value (low-priced value stocks are riskier than higher-priced growth stocks). There are no better funds to capture these “risk premiums” than very style-specific DFA index funds. Here’s what we find looking at the past fifteen years:</p>
<p>S&amp;P 500 6.8%<br />
DFA US Large Value fund 8.4%<br />
DFA US Small Cap fund 9.6%<br />
DFA US Micro Cap fund 10.0%<br />
DFA US Small Value fund 11.7%</p>
<p>Clearly, the small cap and value premiums were alive and well over these last fifteen years. Any advisor (indexer or stock picker) who tilted portfolios toward these risk factors should have captured at least some of the extra return.</p>
<p>Note that the DFA US Small Cap index fund almost met the 3% return premium target the 603 stock pickers attained. The DFA US Micro Cap and US Small Value funds exceeded it (the latter by almost 5%!).</p>
<p>So let’s look at the 603 “winners’ more critically. When we screen for investment style (using the Morningstar Category field), we find that all but 64 funds were either concentrated in one sector or industry (e.g., energy, health, natural resources, real estate) or had a style bias to smaller and/or more value-oriented stocks. So taking these advantageous, higher risk biases away leaves just 1.5% of the database who are true winners on a risk-adjusted basis (setting aside luck versus skill).</p>
<p>Now consider survivorship bias. Standard &amp; Poor’s, in their March 2010 SPIVA report, points out that 29% of domestic equity funds left the databases over the past five years due to merger or liquidation. It’s a very reasonable assumption that funds disappear for performance reasons. And no fund company in its right mind would effectively wipe out the performance of a fund that beat the market, whether by 0.3% or 3% per year! So now those 14.75%and 1.5% numbers look high by about 30%.</p>
<p>In any event, what investor in their right mind would gamble their long-term, serious, retirement money on an investment philosophy (stock picking) that fails to beat a much more diversified, unmanaged index almost 100% of the time?</p>
<p>JT</p>
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		<title>World&#8217;s Greatest Emerging Market</title>
		<link>http://www.equiuspartners.com/blog/2011/03/worlds-greatest-emerging-market/</link>
		<comments>http://www.equiuspartners.com/blog/2011/03/worlds-greatest-emerging-market/#comments</comments>
		<pubDate>Fri, 04 Mar 2011 02:48:03 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[General economics]]></category>
		<category><![CDATA[Markets]]></category>

		<guid isPermaLink="false">http://www.equiuspartners.com/blog/?p=94</guid>
		<description><![CDATA[An article in The Huffington Post, March 3, 2011 by Gregory Bedrosian. My mentor, a very successful international investor, recently challenged me to name the world&#8217;s greatest emerging market. Knowing of my on-the-ground experience and career-long interest in emerging markets, he paused with a smile as I considered the logical answers &#8212; China, India, Brazil [...]]]></description>
			<content:encoded><![CDATA[<p>An article in <a href="http://www.huffingtonpost.com/gregory-bedrosian/worlds-greatest-emerging-markets_b_830492.html?view=screen" target="_self">The Huffington Post, March 3, 2011</a> by Gregory Bedrosian.</p>
<p><em>My mentor, a very successful international investor, recently challenged me to name the world&#8217;s greatest emerging market. Knowing of my on-the-ground experience and career-long interest in emerging markets, he paused with a smile as I considered the logical answers &#8212; China, India, Brazil and Russia. Or perhaps he had in mind a &#8220;frontier market&#8221; of Sub-Saharan Africa or South-East Asia. But his answer surprised me &#8212; the USA.</em></p>
<p><a href="http://www.huffingtonpost.com/gregory-bedrosian/worlds-greatest-emerging-markets_b_830492.html?view=screen" target="_blank">Read full article.</a></p>
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		<title>Principal-Guaranteed Products: Paying Others to Bear Risk</title>
		<link>http://www.equiuspartners.com/blog/2011/02/principal-guaranteed-products-paying-others-to-bear-risk/</link>
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		<pubDate>Fri, 25 Feb 2011 06:42:56 +0000</pubDate>
		<dc:creator>Jeff Troutner</dc:creator>
				<category><![CDATA[Alternative investments]]></category>

		<guid isPermaLink="false">http://demo.ephrontech.com/equius/blog/?p=64</guid>
		<description><![CDATA[Can principal-guaranteed products help an investor better manage portfolio risk? Ken French explains that principal protection would certainly be attractive if it were free. Unfortunately for investors, it is not. French discusses potential problems with principal-guaranteed products and argues that before purchasing these instruments investors should consider portfolio solutions that are simpler, transparent and more [...]]]></description>
			<content:encoded><![CDATA[<p>Can principal-guaranteed products help an investor better manage portfolio risk? Ken French explains that principal protection would certainly be attractive if it were free. Unfortunately for investors, it is not. French discusses potential problems with principal-guaranteed products and argues that before purchasing these instruments investors should consider portfolio solutions that are simpler, transparent and more cost effective.</p>
<p>Video courtesy of <a href="http://www.dfaus.com/" target="_blank">Dimensional Fund Advisors</a>.</p>
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