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	<title>WorthWild</title>
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	<link>http://worthwild.net/blog</link>
	<description>Financial Independence on your terms</description>
	<lastBuildDate>Wed, 15 Feb 2012 18:26:42 +0000</lastBuildDate>
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		<title>The Hero&#8217;s Journey to Financial Independence (Print and Kindle versions) on Amazon.com</title>
		<link>http://worthwild.net/blog/2012/397/</link>
		<comments>http://worthwild.net/blog/2012/397/#comments</comments>
		<pubDate>Wed, 15 Feb 2012 18:25:11 +0000</pubDate>
		<dc:creator>WR</dc:creator>
				<category><![CDATA[Financial Independence]]></category>
		<category><![CDATA[debt]]></category>
		<category><![CDATA[Follow your bliss]]></category>
		<category><![CDATA[Frugality]]></category>
		<category><![CDATA[Investing]]></category>
		<category><![CDATA[ipad 2]]></category>
		<category><![CDATA[ipad 3]]></category>
		<category><![CDATA[Joseph Campbell]]></category>
		<category><![CDATA[kindle fire]]></category>
		<category><![CDATA[Passion]]></category>
		<category><![CDATA[purpose in life]]></category>
		<category><![CDATA[random walk]]></category>

		<guid isPermaLink="false">http://worthwild.net/blog/?p=397</guid>
		<description><![CDATA[The Hero's Journey to Financial Independence Kindle Edition and Print Edition are available now! <a href="http://worthwild.net/blog/2012/397/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>The <a title="Buy on Amazon" href="http://www.amazon.com/gp/product/0984106014/ref=as_li_ss_il?ie=UTF8&amp;tag=herobookcom-20" target="_blank" rel="nofollow">Hero&#8217;s Journey to Financial Independence (print edition)</a> is available on Amazon.com</p>
<p><a href="http://www.amazon.com/gp/product/0984106014/ref=as_li_ss_il?ie=UTF8&amp;tag=herobookcom-20" rel="nofollow"><img class="aligncenter" src="http://ws.assoc-amazon.com/widgets/q?_encoding=UTF8&amp;Format=_SL160_&amp;ASIN=0984106014&amp;MarketPlace=US&amp;ID=AsinImage&amp;WS=1&amp;tag=herobookcom-20&amp;ServiceVersion=20070822" alt="" border="0" /></a>The<a title="Kindle Edition" href="http://www.amazon.com/gp/product/0984106014/ref=as_li_ss_il?ie=UTF8&amp;amp;tag=herobookcom-20" target="_blank" rel="nofollow"> Kindle Edition</a> is also available:</p>
<p><img style="border: none !important; margin: 0px !important;" src="http://www.assoc-amazon.com/e/ir?t=herobookcom-20&amp;l=as2&amp;o=1&amp;a=0984106014" alt="" width="1" height="1" border="0" /><a href="http://www.amazon.com/gp/product/B006NCVFLM/ref=as_li_ss_il?ie=UTF8&amp;tag=herobookcom-20" rel="nofollow"><img class="aligncenter" src="http://ws.assoc-amazon.com/widgets/q?_encoding=UTF8&amp;Format=_SL160_&amp;ASIN=B006NCVFLM&amp;MarketPlace=US&amp;ID=AsinImage&amp;WS=1&amp;tag=herobookcom-20&amp;ServiceVersion=20070822" alt="" border="0" /></a><img style="border: none !important; margin: 0px !important;" src="http://www.assoc-amazon.com/e/ir?t=herobookcom-20&amp;l=as2&amp;o=1&amp;a=B006NCVFLM" alt="" width="1" height="1" border="0" />-WR</p>
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		<title>Blog-O-Matic</title>
		<link>http://worthwild.net/blog/2012/blog-o-matic/</link>
		<comments>http://worthwild.net/blog/2012/blog-o-matic/#comments</comments>
		<pubDate>Wed, 15 Feb 2012 17:19:19 +0000</pubDate>
		<dc:creator>WR</dc:creator>
				<category><![CDATA[Financial Independence]]></category>

		<guid isPermaLink="false">http://worthwild.net/blog/?p=394</guid>
		<description><![CDATA[A look at noteworthy PF articles from around the web: &#160; First, J. Money never fails to impress. I feel smart and frugal after checking out his list of money wasters. Second, I am not qualified to link to this &#8230; <a href="http://worthwild.net/blog/2012/blog-o-matic/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>A look at noteworthy PF articles from around the web:</p>
<p>&nbsp;</p>
<p>First, J. Money never fails to <a title="Budgets are sexy" href="http://www.budgetsaresexy.com/" target="_blank">impress</a>. I feel smart and frugal after checking out his list of <a href="http://www.budgetsaresexy.com/2012/02/hilarious-ways-waste-money-luxury-items/#comment-85499" target="_blank">money wasters</a>.</p>
<p>Second, I am not qualified to link to <a title="not qualified" href="http://manvsdebt.com/" target="_blank">this </a>page (or any other for that matter) but here are few good links anyway&#8230;</p>
<p>Need a deal, check out <a title="Krazy!" href="http://thekrazycouponlady.com/" target="_blank">The Krazy Coupon Lady.<br />
</a></p>
<p>Oh, if we had all started this <a title="HS Student quest to be free of debt" href="http://www.getrichslowly.org/blog/2012/02/15/paying-for-college-a-high-school-students-quest-to-stay-debt-free/" target="_blank">young</a>.</p>
<p>Wise Bread has some good tips for us older folks on <a title="3.2.1 FIGHT" href="http://www.wisebread.com/how-to-start-fighting-debt-today" target="_blank">how to fight debt</a>.</p>
<p><a href="http://dealseekingmom.com/whole-organic-chickens-1-99lb-at-whole-foods/" target="_blank">$1.99 Organic whole chicken</a>? I am heading to Whole Foods on Friday!</p>
<p>Bargain Briana (and IKEA) just gave me a <a title="IKEA free breakfast days" href="http://bargainbriana.com/ikea-free-breakfast-218-220 " target="_blank">free breakfast!</a></p>
<p>-WR</p>
<p>&nbsp;</p>
]]></content:encoded>
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		<title>The Hero&#8217;s Journey to Financial Independence is in the Kindle Store</title>
		<link>http://worthwild.net/blog/2011/the-heros-journey-to-financial-independence-is-in-the-kindle-store/</link>
		<comments>http://worthwild.net/blog/2011/the-heros-journey-to-financial-independence-is-in-the-kindle-store/#comments</comments>
		<pubDate>Mon, 19 Dec 2011 00:21:34 +0000</pubDate>
		<dc:creator>WR</dc:creator>
				<category><![CDATA[Entrepreneurship]]></category>
		<category><![CDATA[Financial Independence]]></category>
		<category><![CDATA[Frugality]]></category>
		<category><![CDATA[Giving Back]]></category>
		<category><![CDATA[Investing]]></category>
		<category><![CDATA[Tax Strategies]]></category>
		<category><![CDATA[contingency fund]]></category>
		<category><![CDATA[debt]]></category>
		<category><![CDATA[Follow your bliss]]></category>
		<category><![CDATA[Joseph Campbell]]></category>
		<category><![CDATA[kindle]]></category>
		<category><![CDATA[Passion]]></category>
		<category><![CDATA[purpose in life]]></category>

		<guid isPermaLink="false">http://worthwild.net/blog/?p=379</guid>
		<description><![CDATA[The Kindle edition of The Hero's Journey to Financial Independence is out. 
The Hero's Journey to Financial Independence provides a robust strategy that will help you develop the habits necessary to become financially independent. Using the stages of the classic hero's journey as a guide, author William Radford lays out a series of practical steps that anyone can take become financially independent. You are sure to enjoy reading the timeless kernels of financial wisdom re-imagined in a compact, enjoyable volume. Each stage of the journey contains thoroughly referenced and immensely useful financial advice. You'll learn how to define your purpose and follow your bliss. You'll learn how to adopt the 5 rituals of wealth in your life and how to defeat the 5 enemies in your way. 

 <a href="http://worthwild.net/blog/2011/the-heros-journey-to-financial-independence-is-in-the-kindle-store/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><div class="wp-caption alignnone" style="width: 550px"><a href="http://www.amazon.com/gp/product/B006NCVFLM/ref=as_li_ss_tl?ie=UTF8&amp;tag=herobookcom-%20%2020&amp;linkCode=as2&amp;camp=1789&amp;creative=390957&amp;creativeASIN=B006NCVFLM" rel="nofollow"><img title="The Hero's Journey to Financial Independence" 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" alt="" width="540" height="720" /></a><p class="wp-caption-text">The Hero&#39;s Journey to Financial Independence</p></div></p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://worthwild.net/blog/2011/the-heros-journey-to-financial-independence-is-in-the-kindle-store/feed/</wfw:commentRss>
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		</item>
		<item>
		<title>Do What You Hate (so you can do what you love)</title>
		<link>http://worthwild.net/blog/2011/do-what-you-hate-so-you-can-do-what-you-love/</link>
		<comments>http://worthwild.net/blog/2011/do-what-you-hate-so-you-can-do-what-you-love/#comments</comments>
		<pubDate>Fri, 07 Oct 2011 01:12:52 +0000</pubDate>
		<dc:creator>WR</dc:creator>
				<category><![CDATA[Entrepreneurship]]></category>
		<category><![CDATA[Financial Independence]]></category>

		<guid isPermaLink="false">http://worthwild.net/blog/?p=362</guid>
		<description><![CDATA[When we focus only on our strengths we can refine them. A world class ballerina, bodybuilder or bowler must focus on little else than his or her craft in order to attain such greatness. These are narrow niches. If you want to be the best swimmer in a well defined pool you have to have talent, strength and focus. <a href="http://worthwild.net/blog/2011/do-what-you-hate-so-you-can-do-what-you-love/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong><em>Comfort Zone</em></strong>.</p>
<p>A phrase so overused it has become synonymous with the word &#8216;apathy&#8217;. There are good reasons for this. We have become accustomed to viewing our world and our place in it as sort of a reality show of strengths and weaknesses. If we are good at something, it is said, we should pursue it. Encourage it! Put our best foot forward.</p>
<p>Sometimes our best foot is the wrong foot.</p>
<p>When we focus only on our strengths we can refine them. A world class ballerina, bodybuilder or bowler must focus on little else than his or her craft in order to attain such greatness. These are narrow niches. If you want to be the best swimmer in a well defined pool you have to have talent, strength and focus.</p>
<p>However, when the challenge becomes more complex, the answer becomes more nuanced. The line between art and science becomes muddled. You can no longer focus on a well-defined discipline and hope to achieve greatness as those before you. What you need, usually, is a healthy dose of <em>balance</em>.</p>
<p><em>Pity the artist who does not understand business. </em></p>
<p><em>Pity the businessman who does not contemplate art.</em></p>
<p><em>Pity the athlete who does not read. </em></p>
<p><em>Pity the bookworm who does not sweat.</em></p>
<p>There is great value in the embracing the parade of opposites, doing that which you simply don&#8217;t do, embracing things you do not like. This is life. In order to fully understand <em>art</em> you must know <em>business</em>. On a more basic level, in order to fully appreciate joy you must, unfortunately, experience sorrow. These are the pairs of opposites that drive our lives.</p>
<p>Start by defining your passions, the things you love to do. List your talents, desires and skills.</p>
<p>Then ask,&#8221;What is the opposite of this?&#8221;</p>
<p>This will most likely be your <em><strong>hate</strong></em> list.</p>
<p>By doing what you hate, you actually liberate yourself to do what yo love, to do what you are.</p>
<p>Are you a wordsmith, unencumbered by numerical or financial idiosyncrasies? Watch a Khan Academy course on <a title="Learn the stuff you hate" href="http://www.khanacademy.org/video/simple-equations?playlist=Algebra">Algebra</a>. Take an accounting class. Do Sudoku. This will not erase your love of language but rather enhance your ability to share it with the world.</p>
<p>Are you a technologist, A pure engineer kind of  fearful of pursuing social relationships or speaking in front of groups? Join a local <a title="Give a speech" href="http://www.toastmasters.org/">Toastmasters International</a> club and become friends with a group of people who are eminently respectful and interested in your success as a leader and public speaker. This will not inhibit your technological talent but rather enable you to share your gift with the world.</p>
<p>The examples are too numerous, the challenge is yours.</p>
<p>Do what you hate and you can do what you love.</p>
<p>-WR</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
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		<title>Thinking Outside the Box : Debt Ceiling Edition</title>
		<link>http://worthwild.net/blog/2011/thinking-outside-the-box-debt-ceiling-edition/</link>
		<comments>http://worthwild.net/blog/2011/thinking-outside-the-box-debt-ceiling-edition/#comments</comments>
		<pubDate>Sun, 31 Jul 2011 19:37:06 +0000</pubDate>
		<dc:creator>WR</dc:creator>
				<category><![CDATA[Tax Strategies]]></category>

		<guid isPermaLink="false">http://worthwild.net/blog/?p=356</guid>
		<description><![CDATA[Welcome to this edition of &#8220;Thinking Outside the Box&#8221;. I have solved the debt ceiling problem and frankly I am surprised that the Tea Party and the White House have not contacted me yet. Here are a few of my &#8230; <a href="http://worthwild.net/blog/2011/thinking-outside-the-box-debt-ceiling-edition/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Welcome to this edition of &#8220;Thinking Outside the Box&#8221;.</p>
<p>I have solved the debt ceiling problem and frankly I am surprised that the Tea Party and the White House have not contacted me yet.</p>
<p>Here are a few of my best ideas (yes, there were worse ones):</p>
<p>1. Sell Nebraska, Iowa, Kansas and Missouri to China for 5 Trillion dollars. This new Chinese province situated right in the center of the continental U.S. could be the grand hub for all of our Chinese needs. They could open a Foxconn factory, hire the native population and make Ipads and sell them from fake Apple stores.</p>
<p><a href="http://worthwild.net/blog/wp-content/uploads/2011/07/Chinamerica.jpg"><img class="aligncenter size-full wp-image-357" title="Chinamerica" src="http://worthwild.net/blog/wp-content/uploads/2011/07/Chinamerica.jpg" alt="" width="805" height="467" /></a></p>
<p>2. Hire obese people to hand deliver tweets. Tweets would be printed out on fortune cookie paper, given to a tweet-walker (or tweet-biker) who would use human power to deliver the 140 character (or less) message throughout a nationwide network (except of course, the big new China in the middle, no social media goes in there). This would dramatically reduce healthcare costs and put millions of people to work.</p>
<p>3. Sell the National Parks to Disney. It&#8217;s a small world, after all.</p>
<p>4. Open a string of Government Run Social Security Casinos. Require seniors to pick up their S.S. money on site in the form of chips. Odds are always on the house!</p>
<p>Do you have any ideas?</p>
]]></content:encoded>
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		<title>Who owns the U.S. Debt?</title>
		<link>http://worthwild.net/blog/2011/who-owns-the-u-s-debt/</link>
		<comments>http://worthwild.net/blog/2011/who-owns-the-u-s-debt/#comments</comments>
		<pubDate>Mon, 25 Jul 2011 18:28:48 +0000</pubDate>
		<dc:creator>WR</dc:creator>
				<category><![CDATA[Financial Independence]]></category>
		<category><![CDATA[Tax Strategies]]></category>
		<category><![CDATA[china]]></category>
		<category><![CDATA[contingency fund]]></category>
		<category><![CDATA[debt]]></category>
		<category><![CDATA[debt ceiling]]></category>
		<category><![CDATA[financial planning]]></category>
		<category><![CDATA[Investing]]></category>
		<category><![CDATA[obama]]></category>
		<category><![CDATA[republicans]]></category>
		<category><![CDATA[stock market crash]]></category>
		<category><![CDATA[treasury]]></category>

		<guid isPermaLink="false">http://worthwild.net/blog/?p=350</guid>
		<description><![CDATA[In an interesting story over at Business Insider, the owners of the U.S. treasuries are enumerated. I had always assumed that China was the number one purchaser of U.S bonds. It turns out that Uncle Sam is the majority holder. &#8230; <a href="http://worthwild.net/blog/2011/who-owns-the-u-s-debt/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>In an interesting story over at <a title="U.S. Debt" href="http://www.businessinsider.com/who-owns-us-debt-2011-7">Business Insider</a>, the owners of the U.S. treasuries are enumerated. I had always assumed that China was the number one purchaser of U.S bonds. It turns out that Uncle Sam is the majority holder. This is just like Japan who owns a majority of Japanese public debt. I learned of the Japanese holding in much the same way I learned of the U.S. percentages, In a time of crisis. The Japanese nuclear disaster highlighted their domestic vulnerability much like the U.S. debt ceiling crisis is shining a bright light on our vulnerability.</p>
<p>While China, Japan and the U.S. make up the top 3 creditors, we hold a lions share of U.S. debt:</p>
<p><div id="attachment_351" class="wp-caption aligncenter" style="width: 552px"><a href="http://worthwild.net/blog/wp-content/uploads/2011/07/DEBT.jpg"><img class="size-full wp-image-351" title="U.S, Japan, China and the public debt" src="http://worthwild.net/blog/wp-content/uploads/2011/07/DEBT.jpg" alt="" width="542" height="377" /></a><p class="wp-caption-text">The U.S. owes the U.S most </p></div></p>
<p>&nbsp;</p>
<p>Here is a breakdown of all of the creditors to the U.S. :</p>
<p><div id="attachment_352" class="wp-caption aligncenter" style="width: 552px"><a href="http://worthwild.net/blog/wp-content/uploads/2011/07/Total-debt.jpg"><img class="size-full wp-image-352" title="Total-debt" src="http://worthwild.net/blog/wp-content/uploads/2011/07/Total-debt.jpg" alt="" width="542" height="377" /></a><p class="wp-caption-text">Who we owe</p></div></p>
<p>source:  <a href="http://www.businessinsider.com/" target="_blank">Business Insider</a></p>
<p>&nbsp;</p>
<p>The Wall Street Journal has a <a href="http://blogs.wsj.com/washwire/tag/Debt-Ceiling/">live blog</a> of the debt debate that is worth checking out.</p>
<h3><strong>Question: What changes have you made in your personal finances as a result of the ongoing debt debate?</strong></h3>
<p>I have reduced my exposure to equities recently and have increased cash. I could miss out on some gain and dividends but the market uncertainty leading up to the artificial debt deadline could precipitate a big correction or crash. Nobody knows.</p>
<p>I do hope they sort this out soon, though, it is really a dangerous political sideshow that is doing grave harm to our reputation around the world.</p>
<p>-WR</p>
<div id="_mcePaste" class="mcePaste" style="position: absolute; left: -10000px; top: 156px; width: 1px; height: 1px; overflow: hidden;">
<table border="0" cellspacing="0" cellpadding="0" width="363">
<colgroup>
<col style="mso-width-source: userset; mso-width-alt: 9874; width: 203pt;" width="270"></col>
<col style="mso-width-source: userset; mso-width-alt: 3401; width: 70pt;" width="93"></col>
</colgroup>
<tbody>
<tr style="height: 15.0pt;" height="20">
<td class="xl64" style="height: 15.0pt; width: 203pt;" width="270" height="20">Who?</td>
<td class="xl64" style="border-left: none; width: 70pt;" width="93">How Much?</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">Hong Kong</td>
<td class="xl63" style="border-top: none; border-left: none;">121.9</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">Caribbean   banking centers</td>
<td class="xl63" style="border-top: none; border-left: none;">148.3</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">Taiwan</td>
<td class="xl63" style="border-top: none; border-left: none;">153.4</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">Brazil</td>
<td class="xl63" style="border-top: none; border-left: none;">211.4</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">OPEC</td>
<td class="xl63" style="border-top: none; border-left: none;">229.8</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">Mutual funds</td>
<td class="xl63" style="border-top: none; border-left: none;">300.5</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">Commercial   banks</td>
<td class="xl63" style="border-top: none; border-left: none;">301.8</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">State, local   and federal retirement funds</td>
<td class="xl63" style="border-top: none; border-left: none;">320.9</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">Money market   mutual funds</td>
<td class="xl63" style="border-top: none; border-left: none;">337.7</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">United Kingdom</td>
<td class="xl63" style="border-top: none; border-left: none;">346.5</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">Private   pension funds</td>
<td class="xl63" style="border-top: none; border-left: none;">504.7</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">State and   local governments</td>
<td class="xl63" style="border-top: none; border-left: none;">506.1</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">Japan</td>
<td class="xl63" style="border-top: none; border-left: none;">912.4</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">U.S.   households</td>
<td class="xl63" style="border-top: none; border-left: none;">959.4</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">China</td>
<td class="xl63" style="border-top: none; border-left: none;">1160</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">The U.S.   Treasury</td>
<td class="xl63" style="border-top: none; border-left: none;">1630</td>
</tr>
<tr style="height: 15.0pt;" height="20">
<td class="xl63" style="height: 15.0pt; border-top: none;" height="20">Social   Security trust fund</td>
<td class="xl63" style="border-top: none; border-left: none;">2670</td>
</tr>
</tbody>
</table>
</div>
]]></content:encoded>
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		<slash:comments>2</slash:comments>
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		<item>
		<title>What Is A U.S. Company?</title>
		<link>http://worthwild.net/blog/2011/what-is-a-u-s-company/</link>
		<comments>http://worthwild.net/blog/2011/what-is-a-u-s-company/#comments</comments>
		<pubDate>Sun, 24 Jul 2011 17:28:33 +0000</pubDate>
		<dc:creator>WR</dc:creator>
				<category><![CDATA[Financial Independence]]></category>
		<category><![CDATA[Investing]]></category>
		<category><![CDATA[Tax Strategies]]></category>
		<category><![CDATA[debt ceiling]]></category>
		<category><![CDATA[default]]></category>
		<category><![CDATA[dow]]></category>
		<category><![CDATA[geithner]]></category>
		<category><![CDATA[outsourcing]]></category>
		<category><![CDATA[repatriation]]></category>

		<guid isPermaLink="false">http://worthwild.net/blog/?p=337</guid>
		<description><![CDATA[When you come to find out that only 33% of 3M employees are in the U.S. then you might start to wonder if they should really qualify as an American company at all <a href="http://worthwild.net/blog/2011/what-is-a-u-s-company/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p><em><strong>As we head into the final furlong of the debt debate it may be perplexing that our economy seems to be doing so poorly in terms of housing, joblessness, consumer confidence and myriad other &#8216;coal mine canaries&#8217;. I thought it would be interesting to understand why the stock market seems to be riding so high.<br />
</strong></em></p>
<h2></h2>
<h2><em><strong>What do the following organizations have in common?</strong></em></h2>
<table border="1" cellspacing="0" cellpadding="0" width="188" height="598">
<colgroup>
<col width="155"></col>
</colgroup>
<tbody>
<tr height="20">
<td width="155" height="20"><span style="color: #0000ff;">3M</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Alcoa</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">American Express</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">AT&amp;T</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Bank of America</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Boeing</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Caterpillar</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Chevron Corporation</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Cisco Systems</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Coca-Cola</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">DuPont</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">ExxonMobil</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">General Electric</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Hewlett-Packard</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">The Home Depot</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Intel</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">IBM</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Johnson &amp; Johnson</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">JPMorgan Chase</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Kraft Foods</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">McDonald&#8217;s</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Merck</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Microsoft</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Pfizer</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Procter &amp; Gamble</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Travelers</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">United Technologies Corporation</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Verizon Communications</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Wal-Mart</span></td>
</tr>
<tr height="20">
<td height="20"><span style="color: #0000ff;">Walt Disney</span></td>
</tr>
</tbody>
</table>
<p>If you answered that they are all American companies you&#8217;d be right, technically. There is a slight problem with <em><strong>these </strong></em>companies in particular though. They happen to be the 30 companies that make up the Dow Jones Industrial Average. When newsies say &#8220;<strong>The Dow is up</strong>&#8221; or &#8220;<strong>The Dow is down</strong>&#8221; what they are saying is the average price of these 30 companies stock has gone up or down. (The actual calculation is slightly more complicated, it is the sum of the prices of all 30 stocks divided by the &#8216;<em>Dow Divisor</em>&#8216;, a magic number used to take into account company changes such as stock splits or spinoff companies but the effect is the same.)</p>
<h2><em>So what&#8217;s the problem?</em></h2>
<p>When you read or hear something like this: &#8220;U.S. blue-chip stocks are riding high and the Dow Jones Industrial Average finished its best month of the year.&#8221; You&#8217;d be inclined to infer that the health of the U.S. Economy is somehow tied to the Dow. You&#8217;d be wrong. While all of the companies are technically American organizations, many of them are actually multinationals with a <em><strong>majority </strong></em>of employees and sales abroad.</p>
<h2><strong><em>Things that make you say MMM</em></strong></h2>
<p>When a company such as 3M (Originally called the Minnesota Mining and Manufacturing company. You can&#8217;t get more apple pie and baseball than that) has only 34% of sales in the U.S you could say, &#8220;Hey, great. They are selling stuff on the global market.&#8221; When you come to find out that only 33% of their employees are in the U.S. then you might start to wonder if they should really qualify as an American company at all, much less be listed prominently on the DOW.</p>
<p>&nbsp;</p>
<h2><strong><em><strong><em>Caution:Rant</em></strong></em></strong></h2>
<p>Perhaps this is why the DOW is sky high yet <a title="no jobs" href="http://www.bloomberg.com/news/2011-05-26/u-s-jobless-claims-unexpectedly-climbed-last-week-to-424-000.html">people can&#8217;t find jobs</a> or <a href="http://blogs.wsj.com/marketbeat/2011/05/24/home-sales-better-than-expected-still-bad/">buy houses</a> around the country. Incidentally, <a href="http://blogs.reuters.com/felix-salmon/2011/05/27/the-feds-secret-giveaway-to-european-banks/">how does the U.S. Federal Reserve lending $45 billion to european banks help U.S. citizens</a>? Many bankers and the people inside our own Fed are increasingly proving to be dirty, despicable people. Banks got a big bailout yet won&#8217;t lend to small businesses or American people. Maybe we shoulda let them fail.</p>
<p><strong>/Rant</strong></p>
<p>Which other companies on that list should perhaps not be there?</p>
<p>What should we use instead to measure the overall health of American enterprise?</p>
<p>When Tim Geithner says &#8220;<a title="CNN Debt Ceiling" href="http://money.cnn.com/2011/07/24/news/economy/debt_ceiling/">We&#8217;re almost out of runway</a>&#8221; it might be time to be very concerned.</p>
<p>&nbsp;</p>
<p>please let me know what you think.</p>
<p>&nbsp;</p>
]]></content:encoded>
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		<title>Personal Finance Roundup</title>
		<link>http://worthwild.net/blog/2011/personal-finance-roundup/</link>
		<comments>http://worthwild.net/blog/2011/personal-finance-roundup/#comments</comments>
		<pubDate>Sun, 17 Jul 2011 12:37:07 +0000</pubDate>
		<dc:creator>WR</dc:creator>
				<category><![CDATA[Entrepreneurship]]></category>
		<category><![CDATA[Financial Independence]]></category>
		<category><![CDATA[Frugality]]></category>
		<category><![CDATA[Tax Strategies]]></category>
		<category><![CDATA[amazon video]]></category>
		<category><![CDATA[debt ceiling]]></category>
		<category><![CDATA[harry potter]]></category>
		<category><![CDATA[inspiration]]></category>
		<category><![CDATA[tweet]]></category>
		<category><![CDATA[wise bread]]></category>

		<guid isPermaLink="false">http://worthwild.net/blog/?p=343</guid>
		<description><![CDATA[Personal Finance Roundup <a href="http://worthwild.net/blog/2011/personal-finance-roundup/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Here are some interesting tidbits from around the web-o-sphere. Regardless of your political persuasion, this is a powerful video:</p>
<p><iframe width="1280" height="750" src="http://www.youtube.com/embed/rKXDlnpUrNE?hd=1" frameborder="0" allowfullscreen></iframe></p>
<p>And here are a few excellent personal finance posts:</p>
<p>The<a title="SD" href="http://www.thesimpledollar.com/"> Simple Dollar</a> has <a title="Ten Pieces of Inspiration" href="http://www.thesimpledollar.com/2011/07/16/ten-pieces-of-inspiration-28/">Ten Pieces of Inspiration</a></p>
<p><a href="http://moneysavingmom.com/">Money Saving Mom</a> shows us how to <a title="MSM Tweet for Video" href="http://moneysavingmom.com/2011/07/amazon-com-free-5-video-on-demand-credit-twitter-offer.html">Tweet and get 5 bucks worth of Amazon Video</a></p>
<p>What Can <a href="http://www.wisebread.com/21-personal-finance-lessons-from-harry-potter">Harry Potter teach us about personal finance</a>? <a href="http://www.wisebread.com/">Wise Bread</a> has the scoop.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Should I Plan For A Market Correction?</title>
		<link>http://worthwild.net/blog/2011/should-i-plan-for-a-market-correction/</link>
		<comments>http://worthwild.net/blog/2011/should-i-plan-for-a-market-correction/#comments</comments>
		<pubDate>Tue, 24 May 2011 21:57:02 +0000</pubDate>
		<dc:creator>WR</dc:creator>
				<category><![CDATA[Financial Independence]]></category>
		<category><![CDATA[Investing]]></category>
		<category><![CDATA[case shiller]]></category>
		<category><![CDATA[debt ceiling]]></category>
		<category><![CDATA[house prices]]></category>
		<category><![CDATA[index funds]]></category>
		<category><![CDATA[market correction]]></category>
		<category><![CDATA[QE2]]></category>
		<category><![CDATA[quantitative easing]]></category>
		<category><![CDATA[warren buffet]]></category>

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		<description><![CDATA[Should I prepare for a stock market correction now? How do I? <a href="http://worthwild.net/blog/2011/should-i-plan-for-a-market-correction/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h2>Is a major market correction headed our way?</h2>
<h2>What should I do about it?</h2>
<h2>What is a market correction, anyway?</h2>
<h2>Why is it going to happen?</h2>
<p>&nbsp;</p>
<h3>Well, I believe there are 3 big reasons why we are going to see a <em><strong>major </strong></em>correction sometime soon.</h3>
<p>&nbsp;</p>
<p>But first, let&#8217;s answer the big question. <em>What exactly is a market correction?</em> In pure &#8216;big finance&#8217; terms a market correction is a drop of 5-20% in stock values in a relatively short amount of time. A quick market dip of sorts. Not quite as quick as the <a title="I love Wikipedia" href="http://en.wikipedia.org/wiki/2010_Flash_Crash" target="_blank">flash crash</a> but not nearly as long as a true bear market. I like the term &#8216;correction&#8217; here because it implies, usually rightly so, that stock prices are artificially high and need to be corrected to their fundamental values.</p>
<p>For an idea of what these fundamental values are and how to find them take a look at &#8220;<a href="http://www.amazon.com/Intelligent-Investor-Definitive-Investing-Practical/dp/0060555661?SubscriptionId=AKIAJKBSOGNSVCSLVUUQ&tag=herobookcom-20" target="_blank" rel="nofollow" title="" >The Intelligent Investor</a>&#8221; by Benjamin Graham.</p>
<p>For our purposes just suffice it to say that there has been a rapid run-up in stock prices that are not driven by the values of the underlying securities. said differently. Stock indexes are high because of undue optimism, government fiddling and other stuff that is not based on the actual value of the companies whose stocks make up the index.</p>
<p>So what are the 3 reasons a market correction is imminent?</p>
<p>1. June 30 marks the end of QE2. QE2 is the government policy of quantitative easing that was essentially the Federal Reserve’s program to buy a ton ($600 billion= a ton)  of  bonds. this was supposed to grease the skids by holding down long term interest rate in effect making  mortgages cheaper for people to get and reduce the cost of new  projects for businesses. The big problem here is that if this hail mary pass gets fumbled, the result will be that inflation will kick in and kill the fledgling recovery. To use another metaphor, the Fed is pushing the economic jalopy one last time hoping that businesses and consumers will pop the clutch and drive off into the sunset.</p>
<p><a rel="attachment wp-att-325" href="http://worthwild.net/blog/2011/should-i-plan-for-a-market-correction/jalopy-2/"><img class="aligncenter size-medium wp-image-325" title="Jalopy" src="http://worthwild.net/blog/wp-content/uploads/2011/05/Jalopy-286x300.jpg" alt="" width="286" height="300" /></a><br />
2. The smart money is heading to safer ground. What are billionaires doing? they are putting their assets in currency (i.e cold, hard cash). This is a fear/wait and see what is going to happen response. Cash is not a good investment because inflation will eat it up. Everyone knows this. Billionaires know this and are still fleeing to cash. Why? Perhaps they know something.<br />
3. How are house prices still going down? Impossible! Interest rates are at an all-time low and there is a glut of empty homes on the market. Home prices and interest rates are low, right? Not quite so fast. We are actually nowhere near the bottom in the U.S. housing market. Check out the <a href="http://en.wikipedia.org/wiki/Case%E2%80%93Shiller_index" target="_blank">Case Shiller</a>.</p>
<p><div id="attachment_322" class="wp-caption aligncenter" style="width: 613px"><a rel="attachment wp-att-322" href="http://worthwild.net/blog/2011/should-i-plan-for-a-market-correction/case-shiller-index-values/"><img class="size-full wp-image-322" title="Case Shiller Index Historical" src="http://worthwild.net/blog/wp-content/uploads/2011/05/Case-shiller-index-values.jpg" alt="Case Shiller " width="603" height="387" /></a><p class="wp-caption-text">Home Values Index Case Shiller</p></div></p>
<p>The collusion and corruption that artificially inflated home values has only been barely touched so far. After 1999 home prices took off not because homes started to become so well built and wonderful (quite the opposite) It was because incentives were in place for banks to screw us and politicians to look the other way. Unfortunately, Our fine public servants and regulators seem to still be in bed with Wall Street. Sad. Home prices will need to get to pre-1999 levels before growth in this sector picks up again. The economics of this are rather simple. The only way a middle-class family can afford to buy a home with the new, stricter lending rules in place is to buy a cheaper one. Requiring 20% down, for example, is good policy since it puts the buyers skin in the game and requires financial discipline to achieve. The downside for now is that 20% of $400,000 is $80,000. Way more than most families have at their disposal. With job security looking shaky for many and dropping prices all around people are afraid to get in. Even folks with the requisite 20% down and interested in buying have an incentive to wait for the bottom.</p>
<h2>So, as an investor, what are my options?</h2>
<p>It really depends on how you personally read the tea leaves. If you think that there will in fact be a major overall stock market drop of 20% or more then rebalancing your 401k/IRA dollars into cash or cash equivalents in the short term might be prudent. There are 2 major things coming up that are sure to create uncertainty in the marketplace: QE2 ending in late June and the debt ceiling being reached early August. Shifting from equities to cash for a few months might not be a bad idea.</p>
<p>But what if stocks keep going up? What if you are wrong and the DOW goes to 15,000?<br />
Rule # 1: As soon as you opt out of any investment it will take off like the Space Shuttle (or at least appear to). Right now stocks are close to an all-time high. If you stay fully invested in the stock market (assuming your positions are in index funds) you  could possibly eek out another 2-4 %.</p>
<p>If the DOW climbs steadily to 15K then I&#8217;ll eat my hat.</p>
<p><a rel="attachment wp-att-323" href="http://worthwild.net/blog/2011/should-i-plan-for-a-market-correction/my-hat/"><img class="aligncenter size-medium wp-image-323" title="my hat" src="http://worthwild.net/blog/wp-content/uploads/2011/05/my-hat-300x210.jpg" alt="" width="300" height="210" /></a></p>
<p>&nbsp;</p>
<p>If a correction happens it will be brief, don&#8217;t try to time the bottom since the bounce back up will be sudden. get back into equities and ride it all the way back up.</p>
<p>&nbsp;</p>
<p>In the <a title="Buffet Letter" href="http://www.berkshirehathaway.com/letters/2004.html" target="_blank">2004 Berkshire Hathaway chairman&#8217;s letter</a>, Warren buffet quipped, &#8220;Investors should remember that excitement and expenses are their enemies. And if they insist on trying to time their participation in equities, they should try to <em><strong>be fearful when others are greedy and greedy only when others are fearful.</strong></em>&#8221; (emphasis mine)</p>
<p>&nbsp;</p>
<p>Thoughts?</p>
<p>WR</p>
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		<title>Personal Finance Snapshot</title>
		<link>http://worthwild.net/blog/2011/personal-finance-snapshot/</link>
		<comments>http://worthwild.net/blog/2011/personal-finance-snapshot/#comments</comments>
		<pubDate>Tue, 17 May 2011 01:47:55 +0000</pubDate>
		<dc:creator>WR</dc:creator>
				<category><![CDATA[Financial Independence]]></category>
		<category><![CDATA[Frugality]]></category>
		<category><![CDATA[Investing]]></category>

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		<description><![CDATA[Some interesting things going on in the world. Gotta keep your eyes open or you might miss them. Here are a few of the more interesting tidbits: &#160; 1. Why is this even legal? O.K. Not PF but damn! How &#8230; <a href="http://worthwild.net/blog/2011/personal-finance-snapshot/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Some interesting things going on in the world. Gotta keep your eyes open or you might miss them. Here are a few of the more interesting tidbits:</p>
<p>&nbsp;</p>
<p>1. Why is <a title="Comcast Lobbyist" href="http://consumerist.com/2011/05/fcc-commissioner-turned-comcast-flunky-defends-herself.html">this </a>even legal? O.K. Not PF but damn! How can that be kosher?</p>
<p>2. Does it hurt when you <a href="http://www.washingtontimes.com/news/2011/may/16/federal-government-hits-14t-debt-limit/?page=1">hit the debt ceiling</a>? Why yes. Yes it does.</p>
<p>3. I have a <a href="http://www.thesimpledollar.com/2011/05/16/filing-day/">BIG pile</a> waiting for a place to call home.</p>
<p>4. Don&#8217;t think you qualify to refinance? <a title="refi" href="http://www.budgetsaresexy.com/2011/05/we-refinanced-our-mortgage/">Think again.</a></p>
<p>&nbsp;</p>
<p>Let me know what you think.</p>
<p>-WR</p>
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