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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/rss2full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><rss xmlns:media="http://search.yahoo.com/mrss/" xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" xmlns:creativeCommons="http://backend.userland.com/creativeCommonsRssModule" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" version="2.0"><channel><title>The MasterCharts</title><link>http://mastercharts.blogspot.com/</link><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/rss+xml" href="http://feeds.feedburner.com/mastercharts" /><description>The MasterBlog’s Charts on Stocks, Bonds, Futures, Soft &amp;amp; Hard Commodities, Financial &amp;amp; Economic Statistics and other Miscellaneous Data</description><language>en</language><managingEditor>noreply@blogger.com (djm)</managingEditor><lastBuildDate>Sun, 22 Jan 2012 15:32:17 PST</lastBuildDate><generator>Blogger http://www.blogger.com</generator><openSearch:totalResults xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/">128</openSearch:totalResults><openSearch:startIndex xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/">1</openSearch:startIndex><openSearch:itemsPerPage xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/">25</openSearch:itemsPerPage><feedburner:info uri="mastercharts" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><itunes:owner><itunes:email>noreply@blogger.com</itunes:email></itunes:owner><itunes:explicit>no</itunes:explicit><itunes:subtitle>The MasterBlog’s Charts on Stocks, Bonds, Futures, Soft &amp;amp; Hard Commodities, Financial &amp;amp; Economic Statistics and other Miscellaneous Data</itunes:subtitle><creativeCommons:license>http://creativecommons.org/licenses/by-nc-sa/3.0/</creativeCommons:license><feedburner:emailServiceId>mastercharts</feedburner:emailServiceId><feedburner:feedburnerHostname>http://feedburner.google.com</feedburner:feedburnerHostname><item><title>Investor Sentiment: Is This the End of the Road for the Rally? | ZeroHedge</title><link>http://feedproxy.google.com/~r/mastercharts/~3/IhpkyaZ4CyI/investor-sentiment-is-this-end-of-road.html</link><author>noreply@blogger.com (MasterBlog)</author><pubDate>Sun, 22 Jan 2012 15:32:17 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-8431482545989595392</guid><description>&lt;div class="original-url"&gt;&lt;span class="Apple-style-span"  style="color:#000000;"&gt;&lt;span class="Apple-style-span" style="font-weight: bold; -webkit-tap-highlight-color: rgba(26, 26, 26, 0.296875); -webkit-composition-fill-color: rgba(175, 192, 227, 0.230469); -webkit-composition-frame-color: rgba(77, 128, 180, 0.230469); font-size: medium; "&gt;Investor Sentiment: Is This the End of the Road for the Rally?&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="original-url"&gt;&lt;span class="Apple-style-span"  style="color:#000000;"&gt;&lt;span class="Apple-style-span" style="font-weight: bold; -webkit-tap-highlight-color: rgba(26, 26, 26, 0.296875); -webkit-composition-fill-color: rgba(175, 192, 227, 0.230469); -webkit-composition-frame-color: rgba(77, 128, 180, 0.230469); font-size: medium; "&gt;zerohedge.com&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="original-url"&gt;&lt;span class="Apple-style-span"  style="color:#000000;"&gt;&lt;span class="Apple-style-span" style="-webkit-tap-highlight-color: rgba(26, 26, 26, 0.292969); -webkit-composition-fill-color: rgba(175, 192, 227, 0.230469); -webkit-composition-frame-color: rgba(77, 128, 180, 0.230469); font-size: medium; "&gt;January 22, 2012&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div id="article" style="-webkit-hyphens: auto; "&gt;&lt;div class="page"&gt;&lt;p&gt;The "dumb money" indicator has become extremely bullish (bear signal), and this is what one would expect with rising prices. The higher prices go the more bulls that are recruited. &lt;span&gt;But is it the end of the road for the rally?&lt;/span&gt; Not necessarily so. In 1995, 2003, 2009, and Q4 2010/Q1 2011 we saw the phenomenon that I have dubbed "it takes bulls to make a bull market". It is a market characterized by rising prices and excessive bullishness. In the case of 1995, 2003, 2009, the excessive bullishness and multi-month rally seem to be warranted as the markets were bouncing back from steep losses or a prolong period of consolidation (1995). The Q4 2010/ Q1 2011 version of this phenomenon was a QE2 induced feeding frenzy. With investors taking their cues from the Federal Reserve and European Central Bank, the current market environment resembles Q4 2010/ Q1 2011. For now, we need to respect this dynamic as we could be witnessing another melt up. The bulls have the ball in their court and are on the cusp of turning this recent price move into a multi-month barn burner.&lt;/p&gt;&lt;p&gt;The “Dumb Money” indicator (see figure 1) looks for extremes in the data from 4 different groups of investors who historically have been wrong on the market: 1) Investors Intelligence; 2) MarketVane; 3) American Association of Individual Investors; and 4) the put call ratio. This indicator shows extreme bullishness.&lt;/p&gt;&lt;p&gt;&lt;span&gt;Figure 1. “Dumb Money”/ weekly&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.thetechnicaltake.com/wp-content/uploads/2012/01/fig-1-1.22.12.jpg"&gt;&lt;span class="Apple-style-span"  style="color:#000000;"&gt;&lt;img src="http://www.thetechnicaltake.com/wp-content/uploads/2012/01/fig-1-1.22.12-300x152.jpg" title="fig 1 1.22.12" width="300" height="152" class="reader-image-large" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Figure 2 is a weekly chart of the SP500 with the &lt;a href="https://www.insiderscore.com/" target="_blank"&gt;InsiderScore&lt;/a&gt; “entire market” value in the lower panel. From the InsiderScore weekly report: "Insider trading volume was seasonally thin last week, the result of most insiders being locked-up and prohibited from trading until after their companies' Q4'11 earnings announcements, as well as the market holiday."&lt;/p&gt;&lt;p&gt;&lt;span&gt;Figure 2. InsiderScore “Entire Market” value/ weekly&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.thetechnicaltake.com/wp-content/uploads/2012/01/fig-2-1.22.12.jpg"&gt;&lt;span class="Apple-style-span"  style="color:#000000;"&gt;&lt;img src="http://www.thetechnicaltake.com/wp-content/uploads/2012/01/fig-2-1.22.12-300x152.jpg" title="fig 2 1.22.12" width="300" height="152" class="reader-image-large" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Figure 3 is a weekly chart of the SP500. The indicator in the lower panel measures all the assets in the Rydex bullish oriented equity funds divided by the sum of assets in the bullish oriented equity funds plus the assets in the bearish oriented equity funds. When the indicator is green, the value is low and there is fear in the market; this is where market bottoms are forged. When the indicator is red, there is complacency in the market. There are too many bulls and this is when market advances stall. Currently, the value of the indicator is 65.09%. Values less than 50% are associated with market bottoms. Values greater than 58% are associated with market tops.&lt;/p&gt;&lt;p&gt;&lt;span&gt;Figure 3. Rydex Total Bull v. Total Bear/ weekly&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span class="Apple-style-span"  style="color:#000000;"&gt;&lt;a href="http://www.thetechnicaltake.com/wp-content/uploads/2012/01/fig-3-1.22.12.jpg"&gt;&lt;img src="http://www.thetechnicaltake.com/wp-content/uploads/2012/01/fig-3-1.22.12-300x152.jpg" title="fig 3 1.22.12" width="300" height="152" class="reader-image-large" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;Read the article online here:  &lt;span class="Apple-style-span" style="-webkit-tap-highlight-color: rgba(26, 26, 26, 0.296875); -webkit-composition-fill-color: rgba(175, 192, 227, 0.230469); -webkit-composition-frame-color: rgba(77, 128, 180, 0.230469); "&gt;&lt;a href="http://www.zerohedge.com/contributed/investor-sentiment-end-road-rally#.Txyb_fip5bw.blogger" style="-webkit-tap-highlight-color: rgba(26, 26, 26, 0.292969); -webkit-composition-fill-color: rgba(175, 192, 227, 0.230469); -webkit-composition-frame-color: rgba(77, 128, 180, 0.230469); "&gt;Investor Sentiment: Is This the End of the Road for the Rally? | ZeroHedge&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;!-- AddThis Button BEGIN --&gt;&lt;div class="addthis_toolbox addthis_default_style" title="data:post.title" url="data:post.url"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;_______________________________________&lt;div&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/IhpkyaZ4CyI" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-23T00:32:17.951+01:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2012/01/investor-sentiment-is-this-end-of-road.html</feedburner:origLink></item><item><title>Burgernomics shows Switzerland has the most overvalued currency @ECONdailycharts</title><link>http://feedproxy.google.com/~r/mastercharts/~3/KZtfeK03Cho/burgernomics-shows-switzerland-has-most.html</link><author>noreply@blogger.com (MasterNews)</author><pubDate>Fri, 13 Jan 2012 14:29:50 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-7707053439050562402</guid><description>&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;h3 class="ec-blog-headline" 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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; font-weight: bold; "&gt;&lt;span class="Apple-style-span" style="font-size: 17px;"&gt;The Big Mac index&lt;/span&gt;&lt;/h3&gt;&lt;p class="ec-blog-info" 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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; float: left; "&gt;Jan 12th 2012, 16:53 by The Economist online&lt;/p&gt;&lt;p class="ec-blog-info" 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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; float: left; "&gt;&lt;span class="Apple-style-span" style="-webkit-tap-highlight-color: rgba(26, 26, 26, 0.292969); -webkit-composition-fill-color: rgba(175, 192, 227, 0.230469); -webkit-composition-frame-color: rgba(77, 128, 180, 0.230469); "&gt;&lt;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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; "&gt;Burgernomics shows Switzerland has the most overvalued currency&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class="ec-blog-body" 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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; clear: both; "&gt;&lt;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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; "&gt;&lt;em 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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; "&gt;THE&lt;/em&gt;&amp;nbsp;&lt;em 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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; "&gt;ECONOMIST'&lt;/em&gt;&lt;em 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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; "&gt;s&lt;/em&gt;&amp;nbsp;Big Mac index is based on the theory of purchasing-power parity: in the long run, exchange rates should adjust to equal the price of a basket of goods and services in different countries. This particular basket holds a McDonald's Big Mac, whose price around the world we compared with its American average of $4.20. According to burgernomics the Swiss franc is a meaty 62% overvalued. The exchange rate that would equalise the price of a Swiss Big Mac with an American one is SFr1.55 to the dollar; the actual exchange rate is only 0.96. The cheapest burger is found in India, costing just $1.62. Though because Big Macs are not sold in India, we take the price of a Maharaja Mac, which is made with chicken instead of beef. Nonetheless, our index suggests the rupee is 60% undercooked. The euro, which recently fell to a 16-month low against the dollar, is now trading at less than €1.30 to the greenback. The last time we served up our index in&amp;nbsp;&lt;a href="http://www.economist.com/blogs/dailychart/2011/07/big-mac-index" target="_blank" style="text-decoration: underline; 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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; "&gt;July 2011&lt;/a&gt;, the euro was 21% overvalued against the dollar, but it is now just 6% overvalued. Other European currencies have also weakened against the dollar since our previous index, notably the Hungarian forint and Czech koruna, which have fallen by 23% and 16% respectively. Six months ago both currencies were close to fair value, but they are now undervalued by 37% and 18%.&lt;/p&gt;&lt;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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; "&gt;&lt;img class="imagecache-original-size" src="http://media.economist.com/sites/default/files/imagecache/original-size/20120121_WOC389_0.gif" alt="" style="border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; margin-top: 0px; margin-right: 0px; margin-bottom: 13px; margin-left: 15px; padding-top: 5px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-style: initial; border-color: initial; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; clear: both; float: right; "&gt;&lt;/p&gt;&lt;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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; "&gt;For the full data set see&amp;nbsp;&lt;a href="http://www.scribd.com/fullscreen/78055840?access_key=key-15f8eo0bvuir2hz6zsja" style="text-decoration: underline; 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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; "&gt;here&lt;/a&gt;.&lt;/p&gt;&lt;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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; "&gt;&amp;nbsp;&lt;/p&gt;&lt;/div&gt;&lt;div id="block-ec_components-share_inline_footer" class="block block-ec_components" style="margin-top: 25px; margin-right: 0px; margin-bottom: 25px; 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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; "&gt;&lt;div class="content clearfix" 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; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; display: block; "&gt;&lt;div class="share_inline_footer" style="margin-top: 0px; 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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/KZtfeK03Cho" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-13T23:29:50.952+01:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2012/01/burgernomics-shows-switzerland-has-most.html</feedburner:origLink></item><item><title>Market Breakout? S&amp;P 500’s Highest Close Since July Could Fuel More Buying</title><link>http://feedproxy.google.com/~r/mastercharts/~3/GAgG_PIZUKs/market-breakout-s-500s-highest-close.html</link><author>noreply@blogger.com (MasterBlog)</author><pubDate>Tue, 10 Jan 2012 16:52:07 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-4927662815863558168</guid><description>&lt;div&gt;&lt;/div&gt;&lt;div&gt;   	&lt;meta http-equiv="content-type" content="text/html; charset=utf-8"&gt;   	&lt;p&gt;Market Breakout?&lt;span class="Apple-style-span" style="-webkit-tap-highlight-color: rgba(26, 26, 26, 0.292969); -webkit-composition-fill-color: rgba(175, 192, 227, 0.230469); -webkit-composition-frame-color: rgba(77, 128, 180, 0.230469); "&gt;&amp;nbsp;S&amp;amp;P 500's Highest Close Since July Could Fuel More Buying -&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="-webkit-tap-highlight-color: rgba(26, 26, 26, 0.292969); -webkit-composition-fill-color: rgba(175, 192, 227, 0.230469); -webkit-composition-frame-color: rgba(77, 128, 180, 0.230469); "&gt;&lt;a href="http://CNBC.com"&gt;CNBC.com&lt;/a&gt; Article&lt;/span&gt;&lt;/p&gt; 	&lt;p&gt;The S&amp;amp;P 500 closed above its closing high hit last October, a technical breakout that could spark more buying, chart analysts and traders said. How much buying, is subject to debate.&lt;/p&gt; 	&lt;p&gt;Full Story:&lt;br&gt;&lt;a href="http://www.cnbc.com/id/45946824"&gt;http://www.cnbc.com/id/45946824&lt;/a&gt;&lt;/p&gt; 	&lt;p&gt;------------------------------------------------&lt;br&gt; 	Download CNBC Real-Time from the App Store for Free and get Streaming Real-Time quotes, breaking news and the latest videos from CNBC.&lt;br&gt; 	&lt;a href="http://www.itunes.com/apps/cnbcreal-time"&gt;http://www.itunes.com/apps/cnbcreal-time&lt;/a&gt;&lt;/p&gt;    &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;_______________________________________&lt;div&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/GAgG_PIZUKs" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-11T01:52:07.030+01:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2012/01/market-breakout-s-500s-highest-close.html</feedburner:origLink></item><item><title>The Chart That's Stirring Skepticism About the #Jobs Numbers</title><link>http://feedproxy.google.com/~r/mastercharts/~3/Vbo31EglyiU/chart-thats-stirring-skepticism-about.html</link><category>USA</category><category>News</category><category>Unemployment</category><category>Charts</category><author>noreply@blogger.com (MasterNews)</author><pubDate>Sun, 08 Jan 2012 04:52:59 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-7650132124893237310</guid><description>&lt;img 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" alt="" /&gt;&lt;br /&gt;
Courier jobs through the years. Click for big image.&lt;br /&gt;
http://s.wsj.net/public/resources/images/OB-RG876_courie_K_20120106104109.jpg&lt;br /&gt;
&lt;h3 class="byline"&gt;The Chart That's Stirring Skepticism About the Jobs Numbers&lt;/h3&gt;&lt;h3 class="byline"&gt;MarketBeat - WSJ&lt;br /&gt;
&lt;/h3&gt;&lt;h3 class="byline"&gt;By Mark Gongloff&lt;/h3&gt;&lt;div class="mceTemp" style="text-align: left"&gt;&lt;br /&gt;
&lt;dl class="wp-caption alignright caption-alignright " style="width: 262px"&gt;&lt;dt class="wp-caption-dt"&gt;&lt;a href="http://s.wsj.net/public/resources/images/OB-RG876_courie_K_20120106104109.jpg"&gt;&lt;img class="size-full wp-image-5" src="http://s.wsj.net/public/resources/images/OB-RG876_courie_D_20120106104109.jpg" alt="" height="174" width="262" /&gt;&lt;/a&gt;&lt;/dt&gt;
&lt;dd class="wp-caption-dd wp-cite-dd" style="text-align: right"&gt;RBC&lt;/dd&gt;&lt;dd class="wp-caption-dd" style="text-align: left"&gt;Courier jobs through the years. Click for big image.&lt;/dd&gt;&lt;/dl&gt;&lt;/div&gt;&lt;p&gt;The standard question people are asking about this morning’s strong  jobs report is whether it’s nothing more than so much holiday strength,  which will vanish with the turn of the calendar to cold, cold January.&lt;/p&gt;&lt;p&gt;The standard reply to that question has been, duh, the Bureau of Labor Statistics adjusts for that seasonality.&lt;/p&gt;&lt;p&gt;But there are still doubts about how well they’re doing that adjusting.&lt;/p&gt;&lt;p&gt;Tom Porcelli at RBC sent along this eye-catching chart which  demonstrates why people might be having these doubts. It’s a chart of  hiring in the sector known as “couriers and messengers,” a group that  includes the elf workers that help deliver gifts to good girls and boys  and coal to the naughty.&lt;/p&gt;&lt;p&gt;You don’t have to look too hard at the chart to see what looks an  awful lot like seasonality at work — these numbers spike every December  and then fade immediately.&lt;/p&gt;&lt;p&gt;Porcelli writes:&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;What we find peculiar is that the BLS once again looks to  have failed to properly adjust for the seasonal hiring of holiday  couriers.  This series is actually seasonally adjusted yet every  December over the past few years we see a surge in hiring in this space  followed by a rather large unwind in January.  This year in particular, a  sizeable 42k jobs were added meaning we should see about the same  number fall out next month.  Accounting for this anomaly, today’s +212k  (private sector payroll gain) loses a bit of its luster.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;Cardiff Garcia at FT Alphaville has been &lt;a href="http://ftalphaville.ft.com/blog/2011/12/20/806221/tis-the-seasonality-hold-the-jolly/" target="_blank"&gt;writing for a while&lt;/a&gt;  about the problems with adjusting economic numbers for seasonality. If  we see a drop in these jobs numbers next month, that question could gain  more traction.&lt;/p&gt;&lt;br /&gt;
&lt;a href="http://blogs.wsj.com/marketbeat/2012/01/06/the-chart-thats-stirring-skepticism-about-the-jobs-numbers/#.TwccHqBW8Ls.blogger"&gt;The Chart That's Stirring Skepticism About the Jobs Numbers - MarketBeat - WSJ&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/Vbo31EglyiU" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-08T13:52:59.856+01:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2012/01/chart-thats-stirring-skepticism-about.html</feedburner:origLink></item><item><title>Summarizing 2011 In Nine Easy Charts</title><link>http://feedproxy.google.com/~r/mastercharts/~3/-TGk227Kuhc/summarizing-2011-in-nine-easy-charts.html</link><author>noreply@blogger.com (MasterBlog)</author><pubDate>Thu, 29 Dec 2011 14:43:24 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-6669224148781909476</guid><description>&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="padding-top:8px;overflow-x:hidden;"&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;If one had to summarize 2011 in one sentence, it probably would be: "&lt;em&gt;a  year in which the market ended unchanged, in which the world got within  seconds of global coordinated bankruptcy, and in which central planning  finally took over everything.&lt;/em&gt;" Simple. On the other hand,  conveying a comparably concise message full of hope and despair at the  same time, using charts would actually be slightly more problematic. But  not for the Economist, which has managed to do just that, however not in  one but nine discrete charts. Here is what they did.&lt;/p&gt; &lt;p&gt;From the &lt;a href="http://www.economist.com/node/21542191"&gt;Economist&lt;/a&gt;:&lt;/p&gt; &lt;blockquote&gt;&lt;p&gt;IN 2008 banks were saved by governments. The question that dominated 2011 was how to save governments. The euro-area sovereign-debt crisis metastasised from a problem affecting small, peripheral states to one that threatens the single currency itself. The rise in Italian bond yields in particular marked a dangerous new stage in the saga (chart 1). European banks, stuffed full of government bonds, have suffered a severe funding squeeze since the summer (chart 2). The euro was oddly resilient against the dollar, but Switzerland and Japan intervened to hold down their currencies as investors sought shelter (chart 3).&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;Faced with skittish creditors, countries in Europe tried to instil confidence by cutting spending (chart 4). Austerity and growth do not mix, however. Euro-area GDP remains below its pre-crisis level. American output did at least regain that mark in 2011 (chart 5) but US unemployment remained very high.&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;The emerging economies again outshone their rich-world counterparts in terms of growth and jobs. But fears about inflation (chart 6) slowly gave way to fears about growth as the year went on and Europe's problems worsened. Emerging-market stocks dropped sharply in the summer as investors put their money into less risky assets (chart 7). Gold also benefited from another year of fear. The metal was set to post its 11th consecutive annual gain in 2011 (chart 8). Google searches for "gold price" rose whenever measures of market uncertainty did (chart 9). If governments aren't safe, after all, what is?&lt;/p&gt; &lt;/blockquote&gt; &lt;p&gt;Chart 1&lt;/p&gt; &lt;p&gt;&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/1.png"&gt;&lt;img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/1.png" width="595" height="335"&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;Chart 2&lt;/p&gt; &lt;p&gt;&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/2.png"&gt;&lt;img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/2.png" width="595" height="335"&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;Chart 3&lt;/p&gt; &lt;p&gt;&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/3.png"&gt;&lt;img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/3.png" width="595" height="335"&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;Chart 4&lt;/p&gt; &lt;p&gt;&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/4.png"&gt;&lt;img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/4.png" width="595" height="335"&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;Chart 5&lt;/p&gt; &lt;p&gt;&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/5.png"&gt;&lt;img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/5.png" width="595" height="335"&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;Chart 6&lt;/p&gt; &lt;p&gt;&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/6.png"&gt;&lt;img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/6.png" width="595" height="335"&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;Chart 7&lt;/p&gt; &lt;p&gt;&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/7.png"&gt;&lt;img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/7.png" width="595" height="335"&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;Chart 8&lt;/p&gt; &lt;p&gt;&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/8.png"&gt;&lt;img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/8.png" width="595" height="335"&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;Chart 9&lt;/p&gt; &lt;p&gt;&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/9.png"&gt;&lt;img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/12/9.png" width="595" height="335"&gt;&lt;/a&gt;&lt;/p&gt;&lt;/div&gt;&lt;br&gt;&lt;br&gt;&lt;div style="font-size:14pt;text-align:left"&gt;&lt;a href="http://www.zerohedge.com/news/summarizing-2011-nine-easy-charts"&gt;http://www.zerohedge.com/news/summarizing-2011-nine-easy-charts&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;_______________________________________&lt;div&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/-TGk227Kuhc" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-29T23:43:24.714+01:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/12/summarizing-2011-in-nine-easy-charts.html</feedburner:origLink></item><item><title>Gold and Stocks Signal Start of a Bear Market for 2012 :: The Market Oracle</title><link>http://feedproxy.google.com/~r/mastercharts/~3/_gkuhTjx4yk/gold-and-stocks-signal-start-of-bear.html</link><category>News</category><category>CentralBanks</category><category>Gold</category><category>stocks</category><author>noreply@blogger.com (masterfin)</author><pubDate>Sun, 18 Dec 2011 17:22:05 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-769657567709183536</guid><description>&lt;h1&gt;
&lt;b&gt;Gold and Stocks Signal Start of a Bear Market for 2012 &lt;/b&gt;&lt;/h1&gt;
&lt;a href="http://www.marketoracle.co.uk/Topic10.html" target="_blank"&gt;Stock-Markets&lt;/a&gt; / &lt;a href="http://www.marketoracle.co.uk/News-catid-242.html"&gt;Financial Markets 2012&lt;/a&gt;  &lt;span class="date"&gt;Dec 18, 2011 - 12:22 PM&lt;/span&gt;  &lt;br /&gt;
&lt;div class="caption"&gt;
By: &lt;a href="http://www.marketoracle.co.uk/UserInfo-Clive_Maund.html" target="_blank"&gt;Clive_Maund&lt;/a&gt; &lt;/div&gt;
&lt;span class="thumbnail"&gt;&lt;a href="http://www.marketoracle.co.uk/Topic10.html"&gt;  &lt;/a&gt;&lt;/span&gt;Last  week saw a severe breakdown in the Precious Metals sector that is now    viewed as marking the start of a bearmarket, and that means the onset  of a   deflationary episode that is likely to prove more serious than  that we witnessed   in 2008, because it will involve countries going  bust rather than "just" banks   and large corporations as was the case  in 2008.&lt;br /&gt;
At first glance gold's 3-year chart still doesn't look too bad, with  its   price in the vicinity of a still rising 200-day moving average,  but last week it   broke below this average for the first time since  2008, which is in itself a   serious warning, and ominous devolopments  on the charts for silver and the   Precious Metals stocks indices,  strongly suggest that gold is in the process of   completing an  important top area, which looks like it is taking the form of a    bearish Descending Triangle. Momentum as shown by the MACD indicator, is  now   firmly in negative territory, and failure of the important  support level at the   lower boundary of the suspected Descending  Triangle will lead to a severe   decline as shown.&lt;br /&gt;
&lt;img alt="Gold 3-Year Chart" height="351" src="http://www.marketoracle.co.uk/images/2011/Dec/gold-18-1.png" width="400" /&gt;&lt;br /&gt;
The Market Vectors Gold Miners Index (GDX) broke down last week from  the   Diamond formation that we had identified a week or two ago,  confirming that the   pattern that has developed this year is a large  top area. This being so it is   clear that both gold and silver are in  the late stages of large top areas from   which they are both soon  likely to break down, and also that a major   deflationary episode is in  the works that will see the still elevated broad   stockmarket suffer a  severe decline, probably similar to that which occurred in   2008. The  breakdown in the GDX was a very serious bearish development, so any    rallies arising from the current oversold condition are likely to meet  heavy   selling and are thus unlikely to get far. Whatever rallies now  occur should be   aggressively sold - the real downside fireworks are  likely to occur in the New   Year.&lt;br /&gt;
&lt;img alt="Market vectors Gold Miners 2-Year Chart" height="380" src="http://www.marketoracle.co.uk/images/2011/Dec/gold-18-2.png" width="400" /&gt;&lt;br /&gt;
On the 5-month chart for the GDX index we can clearly see the fine  example of   a rare "Fish Head" Triangle, which is what enabled us to &lt;a href="http://www.clivemaund.com/article.php?art_id=2642" target="_blank"&gt;call an imminent big move&lt;/a&gt;  in the sector last weekend,   although at the time we did not know  which way it would break. To enable those readers less endowed   with  imagination to spot the Fish Head pattern, an eye and mouth have been  added   to the chart. We placed a general stop beneath this Triangle  which took us out   of most positions, and a straddle was recommended  for speculators which has   already garnered big profits.&lt;br /&gt;
&lt;img alt="Market vectors Gold Miners 5-Month Chart" height="368" src="http://www.marketoracle.co.uk/images/2011/Dec/gold-18-3.png" width="400" /&gt;&lt;br /&gt;
At the same time that the PM sector started breaking down last week,  the   dollar broke out above an important resistance level, negating a  potential   Double Top, as we can see on its 6-month chart below,  although the breakout is   not as yet by a decisive margin. This has  opened up the possibility of another   strong upleg by the dollar, which  is of course what we would expect to see if   deflation strikes.&lt;br /&gt;
&lt;img alt="US Dollar Index 6-Month Chart" height="346" src="http://www.marketoracle.co.uk/images/2011/Dec/gold-18-4.png" width="400" /&gt;&lt;br /&gt;
How far could the dollar rally? The 5-year chart gives us a good idea  - it   could run swiftly to the 88 - 89 area during a major  deflationary episode.&lt;br /&gt;
&lt;img alt="US Dollar Index 5-Year Chart" height="343" src="http://www.marketoracle.co.uk/images/2011/Dec/gold-18-5.png" width="400" /&gt;&lt;br /&gt;
A big dollar rally of course implies further euro weakness. As we can  see on   the 5-year chart for the euro, it has just broken down from a  Head-and-Shoulders   top and could drop back swifly to the vicinity of  its 2010 lows in the 120 area   or even lower. This implies further  turmoil in Europe early next year, which is   hardly surprising given  the disorderly crew who are running Europe. Actually, it   is surprising  that the euro is not a lot lower considering what has gone down in    Europe in the recent past - it would appear that the markets have been  hanging   in and hoping for a solution - tough luck if one isn't  forthcoming.&lt;br /&gt;
&lt;img alt="Euro 5-Year Chart" height="343" src="http://www.marketoracle.co.uk/images/2011/Dec/gold-18-6.png" width="400" /&gt;&lt;br /&gt;
If the PM sector is signaling a major deflationary episide, then we  should   see signs of topping action in the broad stockmarket, and we  do. A large   Head-and-Shoulders top is completing in the S&amp;amp;P500  index, and with the index   high in the Right Shoulder we are believed  to be at an excellent point go short,   buy bear ETFs etc, which we will  be reviewing on the site shortly. One leading   market commentator who  actually has a very good track record recently said that   the markets  will continue higher "because people are going to continue getting   up  in the morning and going out to work in order to buy stuff for  themselves and   their families". Oh, is that right? - try telling that  to the 50% of Spanish   youth who are out of work and can't find it no  matter how hard they try &lt;b&gt;BECAUSE THE JOBS DON'T EXIST&lt;/b&gt;  due to the economy of Spain being ravaged by   deflation, aggravated by  the bursting of a huge property bubble - and what about   American  workers in the early 30's? - they didn't go around asking "buddy can    you spare a dime?" because they were lazy ****ers - they were likewise  the   victims of deflation. &lt;br /&gt;
This same writer portrayed the 2008 market meltdown as a   "once in a  lifetime event", implying that everything's OK now and that "the    great bull will climb the wall of worry". That might be so if the  problems   exposed by the 2008 financial crisis had been properly dealt  with, but they   weren't, they were simply "swept under the rug" -  papered over with more of the   stuff that created the problems in the  first place - debt and derivatives -   which means that the forces of  deflation have now built up to staggering   proportions - the lamed  zombie banks, who exist now only to line the pockets of   their elite  executives and sluice fuinds in the direction of favored   politicians,  and governments nursing monumental debt overhangs are now powerless   in  the face of the oncoming deflationary train wreck. The final denouement  will   be when bond markets crash and interest rates skyrocket - that's  when creditors   will finally get the message that they are not going  to get a penny back. One   big reason for the current procrastination is  that big private creditors are   scrambling to use the current window  of opportunity to offload as much bad paper   as possible onto  governments and thus the taxpayer before the final   collapse.&lt;br /&gt;
&lt;img alt="S&amp;amp;P500 3-Year Chart" height="343" src="http://www.marketoracle.co.uk/images/2011/Dec/gold-18-7.png" width="400" /&gt;&lt;br /&gt;
Let's stand back a moment now to consider the larger implications of  all   these developments on the charts. The breakdowns now occurring  across the PM   sector are an indication that the forces of deflation  are set to assert   themselves and come to the fore. These forces have  always been there, lurking in   the background since the first major  deflationary convulsion back in 2008, and   their intent is to cleanse  the world economic system of the dross of the   gargantuan debt and  derivatives overhang that is bringing the world economy to a   dead  stop. The key point to understand here is that these forces may be kept  at   bay for a while but they cannot be stopped - and creating even more  debt and   derivatives in an effort to stave off their impact, which is  what central banks   and governments have been doing since 2008, simply  creates a more disastrous   situation later on. Thus the accelerated  ramping of the money supply and the   maintenance of "zombie banks" and  the propping up of bond and stockmarkets is an   open invitation to  disaster on a massive scale. There is still a widespread   assumption  that somehow "they" will fix it, they will muddle through by creating    money out of nothing, juggling things around and engaging in  firefighting where   deflation threatens to break out and we will  eventually come out of the end of   the tunnel. We have even fallen for  this ourselves having been fooled   temporarily by the COTs and other  data which it has to be said may be being   tampered with. The problem  is that the continued increases in debt and   derivatives have created a  situation that is dangerously unstable and now   increasingly out of  control. There is also a widespread assumption that that the    entrenched powers that be, Goldman Sachs, the Republican Party etc are    unassailable and immortal - that's what the Tsar of Russia and his  family   thought before they were summarily shot by the Bolsheviks in  1918. Nothing is   forever.&lt;br /&gt;
&lt;b&gt;2012 is going to suck - it probably won't be as bad as the  movie "2012",   but it's going to suck. Prepare yourselves as best you  can - that's what we are   going to do on www.clivemaund.com&lt;/b&gt;&lt;br /&gt;
By Clive Maund&lt;br /&gt;&lt;a href="http://www.clivemaund.com/" target="_blank"&gt;CliveMaund.com &lt;/a&gt;&lt;br /&gt;
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© 2011 Clive Maund - The above represents the opinion  and analysis of Mr. Maund, based on data available to him, at the time  of writing. Mr. Maunds opinions are his own, and are not a  recommendation or an offer to buy or sell securities. No responsibility  can be accepted for losses that may result as a consequence of trading  on the basis of this analysis. &lt;/div&gt;
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Clive Maund &lt;a href="http://www.marketoracle.co.uk/UserInfo-Clive_Maund.html"&gt;Archive&lt;/a&gt;&lt;i&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;a href="http://www.marketoracle.co.uk/Article32206.html"&gt;Gold and Stocks Signa&lt;/a&gt;&lt;a href="http://www.marketoracle.co.uk/Article32206.html"&gt;l Start of a Bear Market for 2012 :: The Market Oracle :: Financial Markets Analysis &amp;amp; Forecasting Free Website&lt;/a&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/_gkuhTjx4yk" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-19T02:22:05.072+01:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/12/gold-and-stocks-signal-start-of-bear.html</feedburner:origLink></item><item><title>Why generalist funds should look at gold equities now</title><link>http://feedproxy.google.com/~r/mastercharts/~3/wkV7Wmpteuw/why-generalist-funds-should-look-at.html</link><author>noreply@blogger.com (MasterNews)</author><pubDate>Thu, 08 Dec 2011 05:11:10 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-6028670094735393971</guid><description>&lt;br&gt;&lt;div&gt;&lt;div&gt;&lt;div style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px;"&gt;&lt;span style="font-family:'Helvetica'; font-size:medium;"&gt;&lt;b&gt;Why generalist funds should look at gold equities now&lt;/b&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;br&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; font-family: Helvetica; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; font-size: medium; "&gt;&lt;div lang="EN-GB" link="blue" vlink="#606420"&gt;&lt;div&gt;&lt;/div&gt;&lt;div class="Section1" style="page: Section1; "&gt;&lt;div style="margin-top: 0cm; margin-right: 0cm; margin-bottom: 0pt; margin-left: 0cm; font-family: 'Times New Roman'; font-size: 12pt; "&gt;&lt;font color="black" face="Verdana"&gt;&lt;span style="font-family: Verdana; color: black; font-size: 10pt; "&gt;&lt;o:p&gt;&amp;nbsp;&lt;span class="181013211-08122011"&gt;&lt;font color="#0000ff" face="Arial"&gt;CONCLUSION: this chart shows two things: 1- you cannot make the argument anymore than gold equities are trading at a premium, yet it is the only commodity always trading on a positive contango ( should trade at premium). 2- Gives more reasons for gold producers to buy copper/base metal plays.&lt;/font&gt;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/div&gt;&lt;div style="margin-top: 0cm; margin-right: 0cm; margin-bottom: 0pt; margin-left: 0cm; font-family: 'Times New Roman'; font-size: 12pt; "&gt;&lt;font color="#0000ff" face="Arial"&gt;&lt;span style="font-family: Verdana; color: black; font-size: 10pt; "&gt;&lt;o:p&gt;&lt;span class="181013211-08122011"&gt;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="margin-top: 0cm; margin-right: 0cm; margin-bottom: 0pt; margin-left: 0cm; font-family: 'Times New Roman'; font-size: 12pt; "&gt;&lt;font color="#0000ff" face="Arial"&gt;&lt;span style="font-family: Verdana; color: black; font-size: 10pt; "&gt;&lt;o:p&gt;&lt;span class="181013211-08122011"&gt;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="margin-top: 0cm; margin-right: 0cm; margin-bottom: 0pt; margin-left: 0cm; font-family: 'Times New Roman'; font-size: 12pt; "&gt;&lt;font color="black" size="2" face="Verdana"&gt;&lt;span style="font-family: Verdana; color: black; font-size: 10pt; "&gt;&lt;a href="http://1.bp.blogspot.com/-XkUjOdwKyes/TuC3bmGAKzI/AAAAAAAAAF4/7FLZp2oiHkA/s1600/image003-770564.gif"&gt;&lt;img src="http://1.bp.blogspot.com/-XkUjOdwKyes/TuC3bmGAKzI/AAAAAAAAAF4/7FLZp2oiHkA/s320/image003-770564.gif"  border="0" alt="" id="BLOGGER_PHOTO_ID_5683744414451641138" /&gt;&lt;/a&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/div&gt;&lt;div style="margin-top: 0cm; margin-right: 0cm; margin-bottom: 0pt; margin-left: 0cm; font-family: 'Times New Roman'; font-size: 12pt; "&gt;&lt;font color="black" size="2" face="Verdana"&gt;&lt;span style="font-family: Verdana; color: black; font-size: 10pt; "&gt;&lt;o:p&gt;&lt;br&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/div&gt;&lt;div style="margin-top: 0cm; margin-right: 0cm; margin-bottom: 0pt; margin-left: 0cm; font-family: 'Times New Roman'; font-size: 12pt; "&gt;&lt;font color="black" size="2" face="Verdana"&gt;&lt;span style="font-family: Verdana; color: black; font-size: 10pt; "&gt;&lt;o:p&gt;Source: BMO Capital Markets&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;font color="gray" size="1" face="Verdana"&gt;&lt;div align="left"&gt;&lt;div&gt;&lt;span lang="EN-GB"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/font&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;br&gt;&lt;div class="blogger-post-footer"&gt;_______________________________________&lt;div&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/wkV7Wmpteuw" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-08T14:11:10.563+01:00</app:edited><media:thumbnail url="http://1.bp.blogspot.com/-XkUjOdwKyes/TuC3bmGAKzI/AAAAAAAAAF4/7FLZp2oiHkA/s72-c/image003-770564.gif" height="72" width="72" /><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/12/why-generalist-funds-should-look-at.html</feedburner:origLink></item><item><title>It's Time To Start Freaking Out About Oil Prices</title><link>http://feedproxy.google.com/~r/mastercharts/~3/lXQ3HUki6UQ/its-time-to-start-freaking-out-about.html</link><category>News</category><category>Inflation</category><category>Commodities</category><category>Oil</category><author>noreply@blogger.com (MailMaster)</author><pubDate>Tue, 06 Dec 2011 05:23:05 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-3121108422606360100</guid><description>&lt;img alt="Oil Prices" border="0" height="221" src="http://static7.businessinsider.com/image/4ede0225eab8ea3a3e00003f-620-344/oil-prices.jpg" style="background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #222222; font-family: arial, helvetica, sans-serif; font-size: 13px; line-height: 15px; margin-bottom: 0.25em; text-align: left;" width="400" /&gt;&lt;br /&gt;
&lt;a href="http://www.businessinsider.com/oil-prices-2011-12?utm_source=feedburner"&gt;It's Time To Start Freaking Out About Oil Prices&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;_______________________________________&lt;div&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/lXQ3HUki6UQ" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-06T14:23:05.466+01:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/12/its-time-to-start-freaking-out-about.html</feedburner:origLink></item><item><title>Goldman Sachs Has Some Bad News For New York Homeowners</title><link>http://feedproxy.google.com/~r/mastercharts/~3/fZq89RVhDhM/goldman-sachs-has-some-bad-news-for-new.html</link><category>USA</category><category>News</category><category>housing</category><category>foreclosure</category><category>Economics</category><author>noreply@blogger.com (masterfin)</author><pubDate>Tue, 06 Dec 2011 04:46:22 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-2399205235005882976</guid><description>this chart from Citi shows that 53% of foreclosed housing stock is in five states.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="image"&gt;
&lt;img alt="foreclosures" border="0" height="279" src="http://static5.businessinsider.com/image/4edd05c56bb3f7951f000010/foreclosures.jpg" width="400" /&gt;&lt;/div&gt;
&lt;br /&gt;
http://static5.businessinsider.com/image/4edd05c56bb3f7951f000010/foreclosures.jpg&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Read more: http://www.businessinsider.com/goldman-sachs-new-york-home-prices-are-going-down-2011-12#ixzz1fhRNdQmM&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.businessinsider.com/goldman-sachs-new-york-home-prices-are-going-down-2011-12"&gt;Goldman Sachs Has Some Bad News For New York Homeowners&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;
&lt;/div&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/fZq89RVhDhM" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-06T13:46:22.397+01:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/12/goldman-sachs-has-some-bad-news-for-new.html</feedburner:origLink></item><item><title>Here Is What Happened After The Last Global Coordinated Central Bank Intervention | ZeroHedge</title><link>http://feedproxy.google.com/~r/mastercharts/~3/mEzHhXAUEZU/here-is-what-happened-after-last-global.html</link><author>noreply@blogger.com (masterfin)</author><pubDate>Wed, 30 Nov 2011 07:09:23 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-698732522774022422</guid><description>&lt;h1 class="title"&gt;Here Is What Happened After The Last Global Coordinated Central Bank Intervention&lt;/h1&gt;                                 &lt;div class="picture"&gt;   &lt;a href="http://www.zerohedge.com/users/tyler-durden" title="View user profile."&gt;&lt;img src="http://www.zerohedge.com/sites/default/files/pictures/picture-5.jpg" alt="Tyler Durden's picture" title="Tyler Durden's picture" /&gt;&lt;/a&gt;&lt;/div&gt;         &lt;span class="submitted"&gt;Submitted by &lt;a href="http://www.zerohedge.com/users/tyler-durden"&gt;Tyler Durden&lt;/a&gt; on  11/30/2011 09:52 -0500&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Presented with little comment but following the &lt;a href="http://www.zerohedge.com/news/global-liquidity-bailout-arrives-ecb-announces-emergency-liquidity-providing-operations-conjunc"&gt;mid-September Global Save&lt;/a&gt;, things didn't end so well. &lt;p&gt;&lt;a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2011/12/20111130_ESsave.png"&gt;&lt;img src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2011/12/20111130_ESsave_0.png" height="279" width="500" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.zerohedge.com/news/here-what-happened-after-last-global-coordinated-central-bank-intervention"&gt;Here Is What Happened After The Last Global Coordinated Central Bank Intervention | ZeroHedge&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;!-- AddThis Button BEGIN --&gt;&lt;div class="addthis_toolbox addthis_default_style" title="data:post.title" url="data:post.url"&gt;&lt;a href="http://www.addthis.com/bookmark.php?v=250&amp;amp;username=masterblog" class="addthis_button_compact"&gt;Share&lt;/a&gt;&lt;a class="addthis_button_print"&gt;&lt;/a&gt;&lt;a class="addthis_button_rss_follow" url="http://feeds.feedburner.com/theMasterFeeds"&gt;&lt;/a&gt;&lt;a class="addthis_button_favorites"&gt;&lt;/a&gt;&lt;a class="addthis_button_twitter_follow" userid="MasterFeed"&gt;&lt;/a&gt;&lt;a class="addthis_button_stumbleupon"&gt;&lt;/a&gt;&lt;a class="addthis_button_google"&gt;&lt;/a&gt;&lt;a class="addthis_button_blogger"&gt;&lt;/a&gt;&lt;a class="addthis_button_delicious"&gt;&lt;/a&gt;&lt;a class="addthis_button_facebook"&gt;&lt;/a&gt;&lt;a class="addthis_button_email"&gt;&lt;/a&gt;&lt;script type="text/javascript"&gt;var addthis_config = {     ui_cobrand: "The MasterFeeds"}&lt;/script&gt;&lt;script type="text/javascript" src="http://s7.addthis.com/js/250/addthis_widget.js#username=masterblog"&gt;&lt;/script&gt;&lt;/div&gt;&lt;!-- AddThis Button END --&gt;-- &lt;a href="http://masterfeeds.blogspot.com/"&gt;The MasterFeeds&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;_______________________________________&lt;div&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/XIyxg3GWoxQ" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-25T13:07:20.450+01:00</app:edited><media:thumbnail url="http://1.bp.blogspot.com/-XdmzIPDuhVY/Ts97z5YAaKI/AAAAAAAAAMo/h9f_2UETDRg/s72-c/image-795331.jpeg" height="72" width="72" /><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/11/us-home-prices-in-terms-of-gold-ounces.html</feedburner:origLink></item><item><title>Keystone XL pipeline: Much ado about nothing?</title><link>http://feedproxy.google.com/~r/mastercharts/~3/wk-XO-cXm4k/keystone-xl-pipeline-much-ado-about.html</link><category>News</category><category>Charts</category><author>noreply@blogger.com (MasterNews)</author><pubDate>Fri, 25 Nov 2011 04:07:48 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-425323468117461215</guid><description>&lt;div&gt;&lt;span class="Apple-style-span" style="-webkit-tap-highlight-color: rgba(26, 26, 26, 0.296875); -webkit-composition-fill-color: rgba(175, 192, 227, 0.230469); -webkit-composition-frame-color: rgba(77, 128, 180, 0.230469); "&gt;&lt;b&gt;See below comments from BMO on the delay of the Keystone XL Pipeline from Canada's Oil Sands to the USA &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="-webkit-tap-highlight-color: rgba(26, 26, 26, 0.296875); -webkit-composition-fill-color: rgba(175, 192, 227, 0.230469); -webkit-composition-frame-color: rgba(77, 128, 180, 0.230469); "&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="-webkit-tap-highlight-color: rgba(26, 26, 26, 0.296875); -webkit-composition-fill-color: rgba(175, 192, 227, 0.230469); -webkit-composition-frame-color: rgba(77, 128, 180, 0.230469); "&gt;&lt;b&gt;Much ado about nothing?&lt;/b&gt;&lt;/span&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;  &lt;meta content="text/html; charset=us-ascii" http-equiv="Content-Type"&gt; &lt;meta name="GENERATOR" content="MSHTML 8.00.6001.19154"&gt;&lt;!--[if !mso]&gt; &lt;STYLE&gt;v\:* { 	BEHAVIOR: url(#default#VML) } o\:* { 	BEHAVIOR: url(#default#VML) } w\:* { 	BEHAVIOR: url(#default#VML) } .shape { 	BEHAVIOR: url(#default#VML) } &lt;/STYLE&gt; &lt;![endif]--&gt;&lt;o:smarttagtype name="PlaceType" namespaceuri="urn:schemas-microsoft-com:office:smarttags"&gt;&lt;/o:smarttagtype&gt;&lt;o:smarttagtype name="PlaceName" namespaceuri="urn:schemas-microsoft-com:office:smarttags"&gt;&lt;/o:smarttagtype&gt;&lt;o:smarttagtype name="State" namespaceuri="urn:schemas-microsoft-com:office:smarttags"&gt;&lt;/o:smarttagtype&gt;&lt;o:smarttagtype name="City" namespaceuri="urn:schemas-microsoft-com:office:smarttags"&gt;&lt;/o:smarttagtype&gt;&lt;o:smarttagtype name="place" namespaceuri="urn:schemas-microsoft-com:office:smarttags"&gt;&lt;/o:smarttagtype&gt;&lt;o:smarttagtype name="country-region" namespaceuri="urn:schemas-microsoft-com:office:smarttags"&gt;&lt;/o:smarttagtype&gt;&lt;o:smarttagtype name="PersonName" namespaceuri="urn:schemas-microsoft-com:office:smarttags"&gt;&lt;/o:smarttagtype&gt;&lt;!--[if !mso]&gt; &lt;STYLE&gt;st1\:* { 	BEHAVIOR: url(#default#ieooui) } &lt;/STYLE&gt; &lt;![endif]--&gt; &lt;style&gt;@page Section1 {size: 8.5in 11.0in; margin: 1.0in 1.25in 1.0in 1.25in; } P.MsoNormal { 	MARGIN: 0in 0in 0pt; FONT-FAMILY: "Times New Roman"; FONT-SIZE: 12pt } LI.MsoNormal { 	MARGIN: 0in 0in 0pt; FONT-FAMILY: "Times New Roman"; FONT-SIZE: 12pt } DIV.MsoNormal { 	MARGIN: 0in 0in 0pt; FONT-FAMILY: "Times New Roman"; FONT-SIZE: 12pt } A:link { 	COLOR: blue; TEXT-DECORATION: underline } SPAN.MsoHyperlink { 	COLOR: blue; TEXT-DECORATION: underline } A:visited { 	COLOR: purple; TEXT-DECORATION: underline } SPAN.MsoHyperlinkFollowed { 	COLOR: purple; TEXT-DECORATION: underline } P { 	FONT-FAMILY: "Times New Roman"; MARGIN-LEFT: 0in; FONT-SIZE: 12pt; MARGIN-RIGHT: 0in; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto } SPAN.EmailStyle18 { 	FONT-FAMILY: Arial; COLOR: windowtext; mso-style-type: personal } SPAN.EmailStyle19 { 	FONT-FAMILY: Arial; COLOR: navy; mso-style-type: personal-reply } DIV.Section1 { 	page: Section1 } &lt;/style&gt;   &lt;div dir="ltr" align="left"&gt;&amp;nbsp;&lt;/div&gt; &lt;div&gt;&lt;/div&gt; &lt;div class="Section1"&gt; &lt;p class="MsoNormal"&gt;&lt;b&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt; FONT-WEIGHT: bold"&gt;CONCLUSION:&lt;/span&gt;&lt;/font&gt;&lt;/b&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt; BMO's Randy  Ollenberger (Energy) and Carl Kirst (Pipelines) conclude that the delay for a  decision on Keystone XL is probably "much ado about nothing." Given the  availability of alternatives, we &lt;b&gt;&lt;u&gt;&lt;span style="FONT-WEIGHT: bold"&gt;do&lt;font color="navy"&gt;&lt;span style="COLOR: navy"&gt; &lt;/span&gt;&lt;/font&gt;not&lt;/span&gt;&lt;/u&gt; &lt;/b&gt;believe  that the delay or demise of Keystone will negatively impact the growth outlook  for the Western Canadian producers. Our analysis suggests that heavy oil and  bitumen producers will need to be able to access the PADD III market by 2015 or  else face significant price discounting. Given the availability of alternatives  within this time period we do not foresee a material increase in light-heavy  spreads. We &lt;b&gt;&lt;u&gt;&lt;span style="FONT-WEIGHT: bold"&gt;do see&lt;/span&gt;&lt;/u&gt;&lt;/b&gt; an  increased likelihood that Enbridge's Wrangler and Spearhead expansions proceed  as well as the probability that the Canadian federal government will attempt to  diversify away from the &lt;st1:place w:st="on"&gt;&lt;st1:country-region w:st="on"&gt;U.S.&lt;/st1:country-region&gt;&lt;/st1:place&gt;, favouring the Gateway and TMX  proposals. Please see Randy and Carl's report for full details.&lt;b&gt;&lt;u&gt;&lt;font color="navy"&gt;&lt;span style="COLOR: navy; FONT-WEIGHT: bold"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;u&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;Summary of alternatives to Keystone  for Western Canadian producers: &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/u&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;1- The most immediate alternative to  Keystone XL is a two-step expansion by the largest transporter of crude oil,  Enbridge (Wrangler/Spearhead)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;2- Rail. Sending oil by rail from  &lt;st1:place w:st="on"&gt;&lt;st1:state w:st="on"&gt;Alberta&lt;/st1:state&gt;&lt;/st1:place&gt; is an  option and some producers are doing it now, although it's a much more prevalent  alternative out of the Bakken. Typically producers own the cars, and lead time  to have these cars built is around 4–6 months. As we understand &lt;st1:place w:st="on"&gt;&lt;st1:state w:st="on"&gt;Alberta&lt;/st1:state&gt;&lt;/st1:place&gt; bitumen requires  specialized cars for movement, we see rail more as a robust alternative to pipes  in the Bakken.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;3- Seaway Reversal. Not a true  alternative, though Seaway carries crude northbound from &lt;st1:city w:st="on"&gt;Freeport&lt;/st1:city&gt;, &lt;st1:state w:st="on"&gt;Texas&lt;/st1:state&gt;, to  Cushing, as well as supplying refineries in the &lt;st1:place w:st="on"&gt;&lt;st1:city w:st="on"&gt;Houston&lt;/st1:city&gt;&lt;/st1:place&gt; area. Until recently, COP was reluctant  to reverse the 350k b/d pipeline, not surprising given the over-supply at  Cushing and depressing impact on WTI prices has helped increase Conoco's own  realized MidContinent refinery spread. That changed, however, in early November  when &lt;st1:place w:st="on"&gt;&lt;st1:city w:st="on"&gt;Enterprise&lt;/st1:city&gt;&lt;/st1:place&gt;  announced it was in talks with Conoco to buy out its joint venture partner  (while at the same time reaffirming its commitment to the larger Wrangler  proposal with Enbridge). This makes sense to us.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;4 - Longer-term: Crafting a path to  &lt;st1:place w:st="on"&gt;Asia&lt;/st1:place&gt;. &lt;b&gt;&lt;span style="FONT-WEIGHT: bold"&gt;Northern gateway:&lt;/span&gt;&lt;/b&gt; Gateway is a proposed  C$5.5 billion project that would transport 525k b/d of heavy oil from near  &lt;st1:place w:st="on"&gt;&lt;st1:city w:st="on"&gt;Edmonton&lt;/st1:city&gt;&lt;/st1:place&gt; to  Kitimat. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;st1:place w:st="on"&gt;&lt;st1:placename w:st="on"&gt;&lt;b&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt; FONT-WEIGHT: bold"&gt;Trans&lt;/span&gt;&lt;/font&gt;&lt;/b&gt;&lt;/st1:placename&gt;&lt;b&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt; FONT-WEIGHT: bold"&gt; &lt;st1:placetype w:st="on"&gt;Mountain&lt;/st1:placetype&gt;&lt;/span&gt;&lt;/font&gt;&lt;/b&gt;&lt;/st1:place&gt;&lt;b&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt; FONT-WEIGHT: bold"&gt;  Expansion&lt;/span&gt;&lt;/font&gt;&lt;/b&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;: Leveraging off its infrastructure  already in place, Kinder Morgan is (has been for some time) seeking to expand  its Trans Mountain Pipeline in phases, ultimately from 300k b/d today to 700k  b/d&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;&lt;img id="_x0000_i1025" src="cid:image002.jpg@01CCA2A6.C0616160" width="630" height="456"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt; &lt;p class="MsoNormal"&gt;&lt;font size="2" face="Arial"&gt;&lt;span style="FONT-FAMILY: Arial; FONT-SIZE: 10pt"&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;&lt;o:p&gt;&lt;span lang="EN-GB" style="font-family: 'Times New Roman'; font-size: 12pt; "&gt; &lt;/span&gt;&lt;/o:p&gt;&lt;p class="MsoNormal"&gt;&lt;font size="3" face="Times New Roman"&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;/div&gt; &lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;_______________________________________&lt;div&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/wk-XO-cXm4k" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-25T13:07:48.438+01:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/11/keystone-xl-pipeline-much-ado-about.html</feedburner:origLink></item><item><title>FT Alphaville » French exposure in pictures</title><link>http://feedproxy.google.com/~r/mastercharts/~3/fBRIxQt5kBE/ft-alphaville-french-exposure-in.html</link><category>News</category><category>Debt</category><category>Charts</category><author>noreply@blogger.com (masterfin)</author><pubDate>Fri, 25 Nov 2011 04:08:04 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-6994603882963741177</guid><description>Interconnectedness of the EuroZone Financial System, from the Banca d'Italia's latest financial Stability Report of Nov. 2, via the FT's Alphaville&lt;br /&gt;&lt;br /&gt;&lt;h2&gt;French exposure in pictures&lt;/h2&gt;    &lt;span class="byline"&gt;Posted by &lt;strong&gt;&lt;a href="http://ftalphaville.ft.com/blog/author/sidv/" title="Posts by Sid Verma"&gt;Sid Verma&lt;/a&gt;&lt;/strong&gt; on Nov 10 12:56.&lt;/span&gt;          &lt;p&gt;&lt;em&gt;Au bout du fossé, la culbute.&lt;/em&gt;&lt;/p&gt; &lt;p&gt;Brace yourself. Here are some reasons why markets are giving &lt;a title="Goodbye risk-free, hello French spreads at 21-year high - FT Alphaville" href="http://ftalphaville.ft.com/blog/2011/11/10/740611/goodbye-risk-free-hello-french-spreads-at-21-year-high/" target="_blank"&gt;France&lt;/a&gt;, in particular, a kicking today, according to the Banca D’Italia’s latest financial sector &lt;a title="Financial Stability Report - Banca D'Italia" href="http://www.bancaditalia.it/pubblicazioni/stabilita-finanziaria/rapporto-stabilita-finanziaria/2011/rsf_2011/stabfin_2_2011_2/1-Financial-Stability-Report.pdf" target="_blank"&gt;report&lt;/a&gt; on November 2:&lt;/p&gt; &lt;p&gt;(Click to enlarge)&lt;/p&gt; &lt;p&gt;&lt;a href="http://av.r.ftdata.co.uk/files/2011/11/Financial-Interconnectedness-in-Europe-Banca-DItalia.jpg" target="_blank"&gt;&lt;img class="alignnone size-full wp-image-740571" title="Financial Interconnectedness in Europe - Banca D'Italia" src="http://av.r.ftdata.co.uk/files/2011/11/Financial-Interconnectedness-in-Europe-Banca-DItalia.jpg" alt="" height="487" width="495" /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;&lt;em&gt;Source: Banca d’Italia&lt;/em&gt;&lt;/p&gt; &lt;p&gt;We will reserve judgement for now and let you mull this over. In the bank’s words: (&lt;em&gt;Emphasis ours&lt;/em&gt;)&lt;/p&gt; &lt;blockquote&gt;&lt;p&gt;Figure A shows the trend in the total gross assets held  by some large European Union countries (France, Germany, Italy, the  Netherlands and the United Kingdom) vis-à-vis Greece, Ireland and  Portugal in the aggregate and also Belgium, Italy and Spain.&lt;/p&gt; &lt;p&gt;The &lt;strong&gt;growth of gross assets was rapid for France, which had total exposure equal to about 60 per cent of its GDP at the end of 200&lt;/strong&gt;9.  For Germany the rise was more moderate but still resulted in an overall  exposure of more than 30 per cent of GD P. The United Kingdom’s  exposure to Greece, Ireland and Portugal rose particularly sharply (to  over 25 per cent of GDP).&lt;/p&gt; &lt;p&gt;For the &lt;strong&gt;Netherlands, whose degree of openness and financial  deepening is especially high, the exposure to the six countries comes to  more than 100 per cent of GDP&lt;/strong&gt;, owing in part to the massive  presence of special purpose entities controlled by European financial  companies. Italy’s overall exposure to the countries with sovereign debt  strains – not counting domestic assets – is much lower (less than 15  per cent of GD P), compared with the other main European countries.&lt;/p&gt; &lt;p&gt;For &lt;strong&gt;both France and Germany the largest component of the  exposure is debt securities (government and corporate), followed by bank  loans&lt;/strong&gt; (Figure B). For the &lt;strong&gt;UK the exposure consists primarily of substantial bank assets vis-à-vis Ireland&lt;/strong&gt;.&lt;/p&gt;&lt;/blockquote&gt; &lt;p&gt;And like manna from —  eurozone-financial-exposure-statistics —  heaven, the Institute for International Finance’s (IIF) Capital Markets &lt;a title="Capital Markets Monthly - IIF" href="http://www.iif.com/gcm/article+801.php" target="_blank"&gt;Monitor&lt;/a&gt;, published Wednesday, dishes out more reasons to be bearish, particularly viz a viz France. (Click here to enlarge:)&lt;/p&gt; &lt;p&gt;&lt;a href="http://av.r.ftdata.co.uk/files/2011/11/European-banks-exposure-IIF.jpg" target="_blank"&gt;&lt;img class="alignnone size-full wp-image-741381" title="European banks' exposure - IIF" src="http://av.r.ftdata.co.uk/files/2011/11/European-banks-exposure-IIF.jpg" alt="" height="234" width="361" /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;&lt;a href="http://av.r.ftdata.co.uk/files/2011/11/International-banks-claims-IIF.jpg" target="_blank"&gt;&lt;img class="alignnone size-full wp-image-741411" title="International banks' claims - IIF" src="http://av.r.ftdata.co.uk/files/2011/11/International-banks-claims-IIF.jpg" alt="" height="260" width="389" /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;&lt;a href="http://av.r.ftdata.co.uk/files/2011/11/US-Banks-claims-IIF1.jpg" target="_blank"&gt;&lt;img class="alignnone size-full wp-image-741441" title="US Banks' claims - IIF" src="http://av.r.ftdata.co.uk/files/2011/11/US-Banks-claims-IIF1.jpg" alt="" height="267" width="407" /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;Here come the bank deleveraging waves, current account adjustments,  spike in contingent liabilities on sovereign balance sheets, safe haven  bids etc… you know the drill by now.&lt;/p&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://ftalphaville.ft.com/blog/2011/11/10/740391/french-exposure-in-pictures/"&gt;FT Alphaville » French exposure in pictures&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;!-- AddThis Button BEGIN --&gt;&lt;div class="addthis_toolbox addthis_default_style" title="data:post.title" url="data:post.url"&gt;&lt;a href="http://www.addthis.com/bookmark.php?v=250&amp;amp;username=masterblog" class="addthis_button_compact"&gt;Share this&lt;/a&gt;&lt;span class="addthis_separator"&gt;|&lt;/span&gt;&lt;a class="addthis_button_rss_follow" url="http://feeds.feedburner.com/TheMasterBlog"&gt;&lt;/a&gt;&lt;a class="addthis_button_twitter_follow" userid="djmasterblog"&gt;&lt;/a&gt;&lt;a class="addthis_button_stumbleupon"&gt;&lt;/a&gt;&lt;a class="addthis_button_blogger"&gt;&lt;/a&gt;&lt;a class="addthis_button_delicious"&gt;&lt;/a&gt;&lt;a class="addthis_button_facebook"&gt;&lt;/a&gt;&lt;a class="addthis_button_google"&gt;&lt;/a&gt;&lt;a class="addthis_button_print"&gt;&lt;/a&gt;&lt;a class="addthis_button_email"&gt;&lt;/a&gt;&lt;a class="addthis_button_favorites"&gt;&lt;/a&gt;&lt;script type="text/javascript"&gt;var addthis_config = {     ui_cobrand: "The MasterBlog"}&lt;/script&gt;&lt;script type="text/javascript" src="http://s7.addthis.com/js/250/addthis_widget.js#username=masterblog"&gt;&lt;/script&gt;&lt;/div&gt;&lt;!-- AddThis Button END --&gt;________________________ &lt;a href="http://the-masterblog.blogspot.com/"&gt;The MasterBlog&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;_______________________________________&lt;div&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/fBRIxQt5kBE" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-25T13:08:04.581+01:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><media:content url="http://feedproxy.google.com/~r/mastercharts/~5/aGGOZnyLIRI/1-Financial-Stability-Report.pdf" fileSize="1312160" type="application/pdf" /><itunes:explicit>no</itunes:explicit><itunes:subtitle>Interconnectedness of the EuroZone Financial System, from the Banca d'Italia's latest financial Stability Report of Nov. 2, via the FT's Alphaville French exposure in pictures Posted by Sid Verma on Nov 10 12:56. Au bout du fossé, la culbute. Brace yourse</itunes:subtitle><itunes:author>noreply@blogger.com (masterfin)</itunes:author><itunes:summary>Interconnectedness of the EuroZone Financial System, from the Banca d'Italia's latest financial Stability Report of Nov. 2, via the FT's Alphaville French exposure in pictures Posted by Sid Verma on Nov 10 12:56. Au bout du fossé, la culbute. Brace yourself. Here are some reasons why markets are giving France, in particular, a kicking today, according to the Banca D’Italia’s latest financial sector report on November 2: (Click to enlarge) Source: Banca d’Italia We will reserve judgement for now and let you mull this over. In the bank’s words: (Emphasis ours) Figure A shows the trend in the total gross assets held by some large European Union countries (France, Germany, Italy, the Netherlands and the United Kingdom) vis-à-vis Greece, Ireland and Portugal in the aggregate and also Belgium, Italy and Spain. The growth of gross assets was rapid for France, which had total exposure equal to about 60 per cent of its GDP at the end of 2009. For Germany the rise was more moderate but still resulted in an overall exposure of more than 30 per cent of GD P. The United Kingdom’s exposure to Greece, Ireland and Portugal rose particularly sharply (to over 25 per cent of GDP). For the Netherlands, whose degree of openness and financial deepening is especially high, the exposure to the six countries comes to more than 100 per cent of GDP, owing in part to the massive presence of special purpose entities controlled by European financial companies. Italy’s overall exposure to the countries with sovereign debt strains – not counting domestic assets – is much lower (less than 15 per cent of GD P), compared with the other main European countries. For both France and Germany the largest component of the exposure is debt securities (government and corporate), followed by bank loans (Figure B). For the UK the exposure consists primarily of substantial bank assets vis-à-vis Ireland. And like manna from — eurozone-financial-exposure-statistics — heaven, the Institute for International Finance’s (IIF) Capital Markets Monitor, published Wednesday, dishes out more reasons to be bearish, particularly viz a viz France. (Click here to enlarge:) Here come the bank deleveraging waves, current account adjustments, spike in contingent liabilities on sovereign balance sheets, safe haven bids etc… you know the drill by now. 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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/fIPYoX5iEFk" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-25T13:07:48.435+01:00</app:edited><media:thumbnail url="http://lh5.ggpht.com/-h9XdOpg9Mg8/TrKCf0aLgxI/AAAAAAAAAAA/bj6nkpZJ1uk/s72-c/.jpg" height="72" width="72" /><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/11/new-picasa-web-albums-activity.html</feedburner:origLink></item><item><title>Who's Buying U.S. Debt?: 1955-Today - MarketBeat - WSJ</title><link>http://feedproxy.google.com/~r/mastercharts/~3/-6Va37o2Mas/whos-buying-us-debt-1955-today.html</link><category>News</category><category>Debt</category><category>Charts</category><author>noreply@blogger.com (djm)</author><pubDate>Fri, 25 Nov 2011 04:08:04 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-5223676602298603861</guid><description>&lt;h3 class="byline"&gt;Who's Buying U.S. Debt?: 1955-Today&lt;br /&gt;&lt;/h3&gt;&lt;h3 class="byline"&gt;MarketBeat - WSJ&lt;/h3&gt;&lt;h3 class="byline"&gt;By Matt Phillips&lt;/h3&gt;&lt;p&gt;As diehard Treasury bond geeks, you gotta love the charts that accompany &lt;a href="http://www.treasury.gov/resource-center/data-chart-center/quarterly-refunding/Documents/TBAC%20Discussion%20Charts%20Nov%202011.pdf" target="_blank"&gt;Treasury Borrowing Advisory Committee’s quarterly refunding report&lt;/a&gt;.&lt;/p&gt; &lt;p&gt;As we contemplate the massive amount of debt that the U.S. has  managed to pile up over the years, it’s worth taking a look at who’s  been loaning us the cash. This chart goes a long way to answer that  question, showing the major holders of Treasury debt over time. You have  to note that rather sharp uptick in Fed holdings of Treasurys lately.  (The red line.) But obviously the big story  has been among foreign  holders, whose lending to Uncle Sam has exploded over the last 20 years.&lt;/p&gt; &lt;div class="mceTemp" style="text-align: left"&gt; &lt;dl class="wp-caption aligncenter caption-centered " style="width: 359px"&gt;&lt;dt class="wp-caption-dt"&gt;&lt;a href="http://s.wsj.net/public/resources/images/OB-QJ663_Treasu_K_20111102103323.jpg" target="_blank"&gt;&lt;img class="size-full wp-image-5" src="http://s.wsj.net/public/resources/images/OB-QJ663_Treasu_E_20111102103323.jpg" alt="" height="239" width="359" /&gt;&lt;/a&gt;&lt;/dt&gt;&lt;dd class="wp-caption-dd wp-cite-dd" style="text-align: right"&gt;Treasury Department&lt;/dd&gt;&lt;/dl&gt; &lt;/div&gt; &lt;p&gt;The key question of course is why did foreign lending to the U.S.  pick up so much in the mid-19990s. Well, some people would argue that  this chart has a lot to do with it.&lt;/p&gt; &lt;div class="mceTemp" style="text-align: left"&gt; &lt;dl class="wp-caption aligncenter caption-centered " style="width: 359px"&gt;&lt;dt class="wp-caption-dt"&gt;&lt;a href="http://s.wsj.net/public/resources/images/OB-QJ670_CNYUSD_G_20111102110626.jpg" target="_blank"&gt;&lt;img class="size-full wp-image-5" src="http://s.wsj.net/public/resources/images/OB-QJ670_CNYUSD_E_20111102110626.jpg" alt="" height="239" width="359" /&gt;&lt;/a&gt;&lt;/dt&gt;&lt;dd class="wp-caption-dd wp-cite-dd" style="text-align: right"&gt;FactSet&lt;/dd&gt;&lt;/dl&gt; &lt;/div&gt; &lt;p&gt;This FactSet chart shows the  exchange rate between the U.S. dollar  and the Chinese Renminbi. It’s a little counter intuitive, but when the  line goes up, the CNY is getting cheaper against the greenback. So you  can that in early 1994, there was a large and sharp devaluation of the  Chinese currency against the dollar, making Chinese goods way more  competitive as exports. China devalued its currency, the yuan, to 8.7  yuan to the dollar from 5.8 yuan to the dollar on Jan. 1, 1994. More  recently the Chinese government has let its currency appreciate against  the dollar somewhat. But the U.S. wants a lot more.&lt;/p&gt; &lt;p&gt;By the way, another way of looking at this whole debt issue is  basically as the flip side of the U.S. trade deficit. The trade deficit  started getting bad in the 1980s. But it really really got terrible in  the 1990s and worsened up until the financial crisis. Here’s a look at  the current account deficits, which measures mostly trade in goods and  services and also includes transfer payments and investment income, as a  share of GDP.&lt;/p&gt; &lt;div class="mceTemp" style="text-align: left"&gt; &lt;dl class="wp-caption aligncenter caption-centered " style="width: 359px"&gt;&lt;dt class="wp-caption-dt"&gt;&lt;a href="http://s.wsj.net/public/resources/images/OB-QJ676_curren_K_20111102112207.jpg"&gt;&lt;img class="size-full wp-image-5" src="http://s.wsj.net/public/resources/images/OB-QJ676_curren_E_20111102112207.jpg" alt="" height="239" width="359" /&gt;&lt;/a&gt;&lt;/dt&gt;&lt;dd class="wp-caption-dd wp-cite-dd" style="text-align: right"&gt;FactSet&lt;/dd&gt;&lt;/dl&gt; &lt;/div&gt; &lt;p&gt;Basically, this means we started selling a lot less than we produce.  That means our trading partners were socking away massive amounts of  dollars that we paid them. And largely they stuck those dollars back  into U.S. Treasurys for safekeeping. That keeps the U.S. borrowing costs  low, which makes it easy for us to rely on too much debt. At that keeps  the whole corrosive cycle going.&lt;/p&gt;&lt;br /&gt;&lt;a href="http://blogs.wsj.com/marketbeat/2011/11/02/whos-buying-u-s-debt-1955-today/"&gt;Who's Buying U.S. Debt?: 1955-Today - MarketBeat - WSJ&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;_______________________________________&lt;div&gt;
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Read it all on &lt;a href="http://mastercharts.blogspot.com/"&gt;The MasterCharts&lt;/a&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6517014682167186379-5223676602298603861?l=mastercharts.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/-6Va37o2Mas" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-25T13:08:04.578+01:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><media:content url="http://feedproxy.google.com/~r/mastercharts/~5/yRDJe8JrPy8/TBAC%20Discussion%20Charts%20Nov%202011.pdf" fileSize="2325757" type="application/pdf" /><itunes:explicit>no</itunes:explicit><itunes:subtitle>Who's Buying U.S. Debt?: 1955-Today MarketBeat - WSJBy Matt Phillips As diehard Treasury bond geeks, you gotta love the charts that accompany Treasury Borrowing Advisory Committee’s quarterly refunding report. As we contemplate the massive amount of debt </itunes:subtitle><itunes:author>noreply@blogger.com (djm)</itunes:author><itunes:summary>Who's Buying U.S. Debt?: 1955-Today MarketBeat - WSJBy Matt Phillips As diehard Treasury bond geeks, you gotta love the charts that accompany Treasury Borrowing Advisory Committee’s quarterly refunding report. As we contemplate the massive amount of debt that the U.S. has managed to pile up over the years, it’s worth taking a look at who’s been loaning us the cash. This chart goes a long way to answer that question, showing the major holders of Treasury debt over time. You have to note that rather sharp uptick in Fed holdings of Treasurys lately. (The red line.) But obviously the big story has been among foreign holders, whose lending to Uncle Sam has exploded over the last 20 years. Treasury Department The key question of course is why did foreign lending to the U.S. pick up so much in the mid-19990s. Well, some people would argue that this chart has a lot to do with it. FactSet This FactSet chart shows the exchange rate between the U.S. dollar and the Chinese Renminbi. It’s a little counter intuitive, but when the line goes up, the CNY is getting cheaper against the greenback. So you can that in early 1994, there was a large and sharp devaluation of the Chinese currency against the dollar, making Chinese goods way more competitive as exports. China devalued its currency, the yuan, to 8.7 yuan to the dollar from 5.8 yuan to the dollar on Jan. 1, 1994. More recently the Chinese government has let its currency appreciate against the dollar somewhat. But the U.S. wants a lot more. By the way, another way of looking at this whole debt issue is basically as the flip side of the U.S. trade deficit. The trade deficit started getting bad in the 1980s. But it really really got terrible in the 1990s and worsened up until the financial crisis. Here’s a look at the current account deficits, which measures mostly trade in goods and services and also includes transfer payments and investment income, as a share of GDP. FactSet Basically, this means we started selling a lot less than we produce. That means our trading partners were socking away massive amounts of dollars that we paid them. And largely they stuck those dollars back into U.S. Treasurys for safekeeping. That keeps the U.S. borrowing costs low, which makes it easy for us to rely on too much debt. At that keeps the whole corrosive cycle going. Who's Buying U.S. Debt?: 1955-Today - MarketBeat - WSJ _______________________________________ Read it all on The MasterCharts</itunes:summary><itunes:keywords>News, Debt, Charts</itunes:keywords><feedburner:origLink>http://mastercharts.blogspot.com/2011/11/whos-buying-us-debt-1955-today.html</feedburner:origLink><enclosure url="http://feedproxy.google.com/~r/mastercharts/~5/yRDJe8JrPy8/TBAC%20Discussion%20Charts%20Nov%202011.pdf" length="2325757" type="application/pdf" /><feedburner:origEnclosureLink>http://www.treasury.gov/resource-center/data-chart-center/quarterly-refunding/Documents/TBAC%20Discussion%20Charts%20Nov%202011.pdf</feedburner:origEnclosureLink></item><item><title>Chart of the Day: MF Global gets hit; Yield jumps to 18%</title><link>http://feedproxy.google.com/~r/mastercharts/~3/pWe8Px17Rp0/chart-of-day-mf-global-gets-hit-yield.html</link><category>News</category><category>Debt</category><category>Charts</category><author>noreply@blogger.com (djm)</author><pubDate>Fri, 25 Nov 2011 04:08:04 PST</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-7472020300978672982</guid><description>&lt;h1 class="print-title"&gt;Chart of the Day&lt;/h1&gt;&lt;h1 class="print-title"&gt;&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/10/MF%20Global%20yields.jpg"&gt;&lt;img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/10/MF%20Global%20yields.jpg" height="373" width="500" /&gt;&lt;/a&gt;&lt;/h1&gt; MF Global gets hit; Yield jumps to 18% on Moody's downgrade...&lt;br /&gt;&lt;br /&gt;read the article below from zerohedge.com:&lt;br /&gt;&lt;br /&gt;&lt;h1 class="print-title"&gt;Will Goldman Be MF Global's Executioner With Terminal Collateral Calls, As Yields Explode?&lt;/h1&gt;     &lt;div class="print-submitted"&gt;By &lt;em&gt;Tyler Durden&lt;/em&gt;&lt;/div&gt;     &lt;div class="print-created"&gt;Created &lt;em&gt;10/26/2011 - 10:38&lt;/em&gt;&lt;/div&gt;        &lt;div class="picture"&gt;   &lt;a href="http://www.zerohedge.com/users/tyler-durden" title="View user profile."&gt;&lt;img src="http://www.zerohedge.com/sites/default/files/pictures/picture-5.jpg" alt="Tyler Durden's picture" title="Tyler Durden's picture" /&gt;&lt;/a&gt; &lt;span class="print-footnote"&gt;[1]&lt;/span&gt;&lt;/div&gt;         &lt;span class="submitted"&gt;Submitted by &lt;a href="http://www.zerohedge.com/users/tyler-durden"&gt;Tyler Durden&lt;/a&gt; &lt;span class="print-footnote"&gt;[1]&lt;/span&gt; on  10/26/2011 10:38 -0400&lt;/span&gt;&lt;span class="taxonomy"&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;    &lt;p&gt;We all know the &lt;a href="http://www.bloomberg.com/news/2011-10-26/corzine-s-mf-enters-distress-with-18-yields.html"&gt;news by now&lt;/a&gt; &lt;span class="print-footnote"&gt;[12]&lt;/span&gt;:  "MF reported its biggest quarterly loss ever yesterday, after having  its credit ratings cut a day earlier by Moody’s Investors Service on  concern that the broker won’t meet earnings targets and may not be able  to manage investments in European sovereign debt. The company’s shares  fell 48 percent. “It’s aggregated risk,” said Richard Repetto, an  analyst at Sandler O’Neill &amp;amp; Partners LP. The positions in Europe,  the further downgrade potential and the quarterly loss, combined to  discourage investors, he said." Here is where it gets worse: "Analysts  at KBW Inc., led by Niamh Alexander, wrote in a note yesterday that the  Moody’s downgrade and lower earnings could cause a ripple effect on the  company, raising borrowing costs and triggering collateral calls. “It  also exposes MF to collateral calls of up to $5 million,” the note said.  “&lt;strong&gt;We believe it could also prompt lenders to reduce financing,  clients to withdraw assets and trigger the need to recognize losses on  certain bilateral over- the-counter and off-balance sheet transactions&lt;/strong&gt;."  Well, judging by the bond yield chart below, MF is done (further  confirmed by WSJ reports that the company has hired restructuring expert  Evercore Partners). The only question is whether that ever so handy  uber collateral puller, Goldman Sachs, so critical in the extinction of  AIG and Dexia, will be the party responsible for the death of MF Global?  Considering who the current head of MF is, and his "&lt;a href="http://www.zerohedge.com/contributed/geithner-out-corzine"&gt;key man status&lt;/a&gt; &lt;span class="print-footnote"&gt;[13]&lt;/span&gt;" in the prospectus of the company's recently bonds (which are plummeting today), we somehow doubt it. &lt;/p&gt;  &lt;span class="print-footnote"&gt;[14&lt;/span&gt;&lt;br /&gt;&lt;a href="http://www.zerohedge.com/print/439611"&gt;Will Goldman Be MF Global's Executioner With Terminal Collateral Calls, As Yields Explode?&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;a href="http://mastermetalsblog.blogspot.com/"&gt;The MasterMetals Blog&lt;/a&gt;&lt;/p&gt;&lt;div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;_______________________________________&lt;div&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/pWe8Px17Rp0" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-25T13:08:04.585+01:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/10/chart-of-day-mf-global-gets-hit-yield.html</feedburner:origLink></item><item><title>US consumer spending: Hard times | The Economist</title><link>http://feedproxy.google.com/~r/mastercharts/~3/Cu3BPnA8xB0/us-consumer-spending-hard-times.html</link><category>Money</category><category>USA</category><category>News</category><category>recession</category><category>consumption</category><category>Statistics</category><category>Economics</category><category>Charts</category><author>noreply@blogger.com (djm)</author><pubDate>Tue, 25 Oct 2011 11:52:15 PDT</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-5363590782460593469</guid><description>&lt;h1 class="ec-blog-fly-title"&gt;US consumer spending&lt;/h1&gt;&lt;h3 class="ec-blog-headline"&gt;Hard times  &lt;/h3&gt;&lt;div class="ec-blog-info"&gt;Oct 25th 2011, 14:33 by The Economist online  &lt;/div&gt;&lt;div class="ec-blog-body"&gt;&lt;b&gt;How the economic slowdown has changed consumer spending in America&lt;/b&gt;&lt;br /&gt;
AMERICANS are spending less on clothes and eating out and  more on household fuel bills and healthcare, according to data from the  Bureau of Labour Statistics. Between 2007 and 2010, average  annual consumer spending per unit—defined as a family/shared household  or single/financially independent person—fell by 3.1% to $48,109.  Average prices over this period have risen by 5.2%, so real consumer  spending has fallen by almost 8%. The recession and economic slowdown  have reduced buying power and consumers are tightening their belts in  many ways, though spending on women’s clothes (and belts) fares slightly  better than men’s. There are some positive health effects to be gleaned  from the data. Real spending on tobacco products fell by 23%, probably  because the price of a nicotine fix has risen by 46% between 2007 and  2010. Similarly, people are spending more on fruit and vegetables (up by  9%) and less on sugar and sweets (down by 6.5%). During the good times  of 2003-06 consumer spending rose by 8.2%. In that time, Americans  boozed more and bought more cushions: spending on alcohol and household  furnishings increased by 19% and 13% respectively. Contrast that  with 2007-10 when spending on these items fell by over 16%.&lt;br /&gt;
&lt;img alt="" class="imagecache-original-size" height="400" src="http://media.economist.com/sites/default/files/imagecache/original-size/20111029_WOC845.gif" width="354" /&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.economist.com/blogs/dailychart/2011/10/us-consumer-spending?fsrc=scn%2Ftw%2Fte%2Fdc%2Fhardtimes"&gt;US consumer spending: Hard times | The Economist&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/Cu3BPnA8xB0" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-25T20:52:15.732+02:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/10/us-consumer-spending-hard-times.html</feedburner:origLink></item><item><title>Gold Price Set to Drop into Aggressive Accumulation Zone</title><link>http://feedproxy.google.com/~r/mastercharts/~3/fbgpkr4MxU4/gold-price-set-to-drop-into-aggressive.html</link><category>Money</category><category>currencies</category><category>Dollar</category><category>trading</category><category>News</category><category>copper</category><category>Commodities</category><category>Charts</category><category>metals</category><category>Gold</category><author>noreply@blogger.com (masterfin)</author><pubDate>Mon, 10 Oct 2011 10:47:09 PDT</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-3586558342414662985</guid><description>&lt;h1&gt;
&lt;a href="http://www.marketoracle.co.uk/images/diamond.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;b&gt;Gold Price Set to Drop into Aggressive Accumulation Zone &lt;/b&gt;&lt;/h1&gt;
&lt;a href="http://www.marketoracle.co.uk/Topic3.html" target="_blank"&gt;Commodities&lt;/a&gt; / &lt;a href="http://www.marketoracle.co.uk/News-catid-234.html"&gt;Gold and Silver 2011&lt;/a&gt;  &lt;span class="date"&gt;Oct 09, 2011 - 09:30 AM&lt;/span&gt;  &lt;br /&gt;
&lt;div class="caption"&gt;
By: &lt;a href="http://www.marketoracle.co.uk/UserInfo-Clive_Maund.html" target="_blank"&gt;Clive_Maund&lt;/a&gt; &lt;/div&gt;
&lt;div align="left"&gt;
It  now looks like we were a little too bullish in the last update, for the  way   gold has acted over the past week suggests that another sharp  drop is imminent   before the dust finally settles on this reactive  phase, that it likely to take   it to or some way below its recent panic  lows. &lt;/div&gt;
On gold's 4-month chart it is now apparent that a bear Pennant has  been   forming since the panic bottom, with the weak upside volume  portending an   imminent breakdown and steep drop. A reader pointed out  to me during last week   that gold's panic lows occurred in thin trading  on the Hong Kong market, and for   this reason we do not have to factor  in the tail of the hammer candlestick when   deciding where to draw the  boundaries of the Pennant. The measuring implications   of this Pennant  call for a drop at least to the vicinity of the intraday lows of   the  Reversal Hammer and possibly somewhat lower towards the $1520 area - at  this   point the decline should have completely run its course and we  will be looking   to buy aggressively. If we look carefully we can see  that a small "bearish   engulfing pattern" has formed in gold over the  past 2 trading days, implying   that breakdown from the Pennant and the  expected steep drop that will follow is   imminent. A reason why this  next drop should end the decline is that gold is   already deeply  oversold as shown by its MACD indicator, and it will of course be   even  more so after this impending decline. Those interested in going long  gold   investments in the near future should "keep their powder dry" but  stand ready to   wade in big time if gold drops into the bright green  "aggressive accumulation   zone" shown on our chart.    &lt;br /&gt;
&lt;br /&gt;
&lt;center&gt;     &lt;img border="0" height="400" hspace="5" src="http://www.marketoracle.co.uk/images/2011/Oct/gold4month091011.gif" width="368" /&gt;   &lt;/center&gt; &lt;br /&gt;
Other reasons why the imminent sharp drop expected should mark the  end of   gold's reactive phase are to be seen on its 1-year chart. On  this chart we can   see that a decline to or below its recent panic lows  will take it deep into   strong support near to its rising 200-day  moving average, the classic point for   a major reaction in an ongoing  bullmarket to end.    &lt;br /&gt;
&lt;br /&gt;
&lt;center&gt;     &lt;img border="0" height="400" hspace="5" src="http://www.marketoracle.co.uk/images/2011/Oct/goldytd091011.gif" width="370" /&gt;   &lt;/center&gt; &lt;br /&gt;
Still another reason for the reaction to terminate with this final  drop   are gold's now strongly bullish COT chart on which we can see  that Commercial   short and Large Spec long positions have dropped back  to relatively low levels -   the lowest for a long, long time.    &lt;br /&gt;
&lt;br /&gt;
&lt;center&gt;     &lt;img border="0" height="342" hspace="5" src="http://www.marketoracle.co.uk/images/2011/Oct/goldcot091011.gif" width="400" /&gt;   &lt;/center&gt; &lt;br /&gt;
There is certainly plenty of light at the end of the tunnel for gold  over   a longer time horizon, and not just that which arises from its  own COT charts.   The COT charts for the dollar are strongly bearish,  with the Commercials going   heavily short, and they are also going  heavily long the euro. This implies that   the current state of extreme  crisis in the Eurozone should ease soon and the   euro rally sharply,  and the dollar fall heavily - which suggests that european   leaders may  scale back their bickering soon and cooperate sufficiently to ease    the crisis with generous helpings of QE, which will of course be bullish  for   gold and silver. Our euro fx COT chart below shows the big long  position in the   that the Commercials have built up.    &lt;br /&gt;
&lt;br /&gt;
&lt;center&gt;     &lt;img border="0" height="339" hspace="5" src="http://www.marketoracle.co.uk/images/2011/Oct/eurofxcot091011b.gif" width="400" /&gt;   &lt;/center&gt; &lt;br /&gt;
Although the big Commercial short position in the dollar is a  harbinger   of doom for the current strong dollar rally, it looks on its  3-month chart like   it has a bit of life left in it yet. The  long-legged doji candlestick that   formed on Friday implies that it  will turn higher again next week and maybe make   new highs.    &lt;br /&gt;
&lt;br /&gt;
&lt;center&gt;     &lt;img border="0" height="400" hspace="5" src="http://www.marketoracle.co.uk/images/2011/Oct/usd3month091011.gif" width="371" /&gt;   &lt;/center&gt; &lt;br /&gt;
Bearish price action in both copper and oil on Friday suggests that they   too will turn down this coming week. &lt;br /&gt;
&lt;div align="left"&gt;
By Clive Maund&lt;br /&gt; &lt;a href="http://www.clivemaund.com/" target="_blank"&gt;CliveMaund.com &lt;/a&gt;&lt;/div&gt;
&lt;div align="left"&gt;
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&lt;div align="left"&gt;
© 2011 Clive Maund - The above represents the opinion  and analysis of Mr. Maund, based on data available to him, at the time  of writing. Mr. Maunds opinions are his own, and are not a  recommendation or an offer to buy or sell securities. No responsibility  can be accepted for losses that may result as a consequence of trading  on the basis of this analysis. &lt;/div&gt;
&lt;div align="left" class="style3"&gt;
Mr. Maund is an independent analyst who  receives no compensation of any kind from any groups, individuals or  corporations mentioned in his reports. As trading and investing in any  financial markets may involve serious risk of loss, Mr. Maund recommends  that you consult with a qualified investment advisor, one licensed by  appropriate regulatory agencies in your legal jurisdiction and do your  own due diligence and research when making any kind of a transaction  with financial ramifications. &lt;/div&gt;
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&lt;a href="http://www.marketoracle.co.uk/Article30878.html"&gt;Gold Price Set to Drop into Aggressive Accumulation Zone :: The Market Oracle :: Financial Markets Analysis &amp;amp; Forecasting Free Website&lt;/a&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/fbgpkr4MxU4" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-10T19:47:09.647+02:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/10/gold-price-set-to-drop-into-aggressive.html</feedburner:origLink></item><item><title>Fed Is 4 Times More Efficient At Selling Government Bonds Than The US Treasury... With A Taxpayer-Funded Twist</title><link>http://feedproxy.google.com/~r/mastercharts/~3/ABFYhYzKSaw/fed-is-4-times-more-efficient-at.html</link><category>Money</category><category>News</category><category>Treasuries</category><category>Fed</category><category>POMO</category><author>noreply@blogger.com (masterfin)</author><pubDate>Mon, 10 Oct 2011 10:47:54 PDT</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-4283703043897591777</guid><description>&lt;a href="http://www.zerohedge.com/print/438837?utm_source=feedburner&amp;amp;utm_medium=feed&amp;amp;utm_campaign=Feed%3A+zerohedge%2Ffeed+%28zero+hedge+-+on+a+long+enough+timeline%2C+the+survival+rate+for+everyone+drops+to+zero%29"&gt;         &lt;/a&gt;     &lt;br /&gt;
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Published on &lt;i&gt;ZeroHedge&lt;/i&gt; (&lt;a href="http://www.zerohedge.com/"&gt;http://www.zerohedge.com&lt;/a&gt;)&lt;br /&gt;
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&lt;blockquote&gt;
&lt;span style="font-style: italic;"&gt;We are confident that &lt;span style="font-weight: bold;"&gt;the "99%" will be delighted to learn &lt;/span&gt;that &lt;span style="font-weight: bold;"&gt; Operation Twist&lt;/span&gt;, while flattening the 2s10s and 10s30s massively, a  terminal scourge for the Net Interest Margin-reliant community, also &lt;span style="font-weight: bold;"&gt; contains in it the salvation for these very banks&lt;/span&gt;, and specifically the  bonuses for their bond trading divisions: &lt;span style="font-weight: bold;"&gt;because all QE or Twist or  whatever really is, is an ongoing subsidy via the bid/ask spread, funded  by US taxpayers, to keep America's hurting banks solvent&lt;/span&gt;. &lt;/span&gt;&lt;/blockquote&gt;
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&lt;a href="http://www.zerohedge.com/"&gt;Home&lt;/a&gt; &amp;gt; Fed Is 4 Times More Efficient At Selling Government Bonds Than The US Treasury... With A Taxpayer-Funded Twist&lt;/div&gt;
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Fed Is 4 Times More Efficient At Selling Government Bonds Than The US Treasury... With A Taxpayer-Funded Twist&lt;/h1&gt;
&lt;div class="print-submitted"&gt;
By &lt;i&gt;Tyler Durden&lt;/i&gt;&lt;/div&gt;
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Created &lt;i&gt;10/06/2011 - 13:07&lt;/i&gt;&lt;/div&gt;
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&lt;a href="http://www.zerohedge.com/users/tyler-durden" title="View user profile."&gt;&lt;img alt="Tyler Durden's picture" src="http://www.zerohedge.com/sites/default/files/pictures/picture-5.jpg" title="Tyler Durden's picture" /&gt;&lt;/a&gt; &lt;span class="print-footnote"&gt;[1]&lt;/span&gt;&lt;/div&gt;
&lt;span class="submitted"&gt;Submitted by &lt;a href="http://www.zerohedge.com/users/tyler-durden"&gt;Tyler Durden&lt;/a&gt; &lt;span class="print-footnote"&gt;[1]&lt;/span&gt; on  10/06/2011 13:07 -0400&lt;/span&gt;&lt;br /&gt;
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Something curious happened today. As we  pointed out earlier, for the first time as part of Operation Twist, the  Fed, instead of buying bonds in the open market, actually sold bonds: a  departure for Bernanke, and only the first time the Fed has practically  rebalanced its portfolio since the first Operation Twist 50 years ago.  In essence, by dint of its adjusted mandate, the Fed became the Treasury  - what proceeded at precisely 11 am was the announcement of a sale of  $8.87 billion in bonds with maturities from January 31, 2012 through  July 31, 2012, bonds that were sold not by the traditional issuer of  bonds, but by the Fed. Granted no new money was raised by the US in the  process, but it was still a curious development. What was far more  curious was the staggering turnout by the Dealer community, which  indicated an interest for, wait for it, &lt;b&gt;a whopping $242.6 billion in bonds&lt;/b&gt;!  Said in conventional terms, the &lt;b&gt;Bid To Cover was an unprecedented 27.3&lt;/b&gt;,  or there was $27 in demand for every $1 of bonds finally sold by the  Fed. Why is this worthy of bolding. Because, in a traditional Treasury  auction, the Bid to Cover by the Dealer community is far, far lower. In  fact, as the most recent 52 week Bill auction demonstrates, there was  $89.5 billion in Bids for $14 billion in bonds allocated to Dealers, or a  6.4 Bid To Cover. Said otherwise the Fed is about 4.3 times more  efficient at finding buyers than the Treasury. How is this possible? And  should the Fed take over Treasury in all future bond sales? Nope: the  answer is that this is nothing but yet another taxpayer funded gift to  the (recently expanded by 2 Canadian banks) Dealers. Let us explain.&lt;br /&gt;
First, here is what the mechanics of the &lt;a href="http://www.treasurydirect.gov/instit/annceresult/press/preanre/2011/R_20110920_2.pdf"&gt;most recent 52 week Bill &lt;/a&gt; &lt;span class="print-footnote"&gt;[7]&lt;/span&gt;sale looks like:&lt;br /&gt;
&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/52%20Week%20PDs_0.jpg"&gt;&lt;img height="304" src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/52%20Week%20PDs_0.jpg" width="600" /&gt;&lt;/a&gt; &lt;span class="print-footnote"&gt;[8]&lt;/span&gt;&lt;br /&gt;
One can see how the Dealer Bid To Cover is a respectable 6.4.&lt;br /&gt;
Alternatively, here is what today's Fed's POMO looked like in its &lt;a href="http://www.newyorkfed.org/markets/pomo/display/index.cfm"&gt;final form&lt;/a&gt; &lt;span class="print-footnote"&gt;[9]&lt;/span&gt;:&lt;br /&gt;
&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/POMO%2010.6.jpg"&gt;&lt;img height="209" src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/POMO%2010.6.jpg" width="600" /&gt;&lt;/a&gt; &lt;span class="print-footnote"&gt;[10]&lt;/span&gt;&lt;br /&gt;
Bid To Cover? &lt;b&gt;27.4!&lt;/b&gt;&lt;br /&gt;
How is this possible? Is the Fed really 4 times more efficient at  selling bonds than the Treasury? How and why can dealers have such a  huge apetite for paper which yields inside of 0.1% and thus provides  absolutely no real top or bottom line benefits? &lt;br /&gt;
Simple. As Zero Hedge has discussed many times in the past, POMO, in  whatever format, be it under LSAP auspices or Operation Twist, &lt;b&gt;is nothing but a taxpayer funded gift to the Dealer community&lt;/b&gt;.   As a reminder, the actual POMO process is conducted in the form of a  reverse dutch auction, where the collusive Dealer Community (recently  expanded to include 2 more Canadian Banks, &lt;a href="http://newyorkfed.org/newsevents/news/markets/2011/an111004.html"&gt;BMO and Bank of Nova Scotia&lt;/a&gt; &lt;span class="print-footnote"&gt;[11]&lt;/span&gt;,  which simply means that US Taxpayers are now on the hook to bailing out  two more banks which are part of the supposedly safe and stable  Canadian banking system) submits best bids or offers to the Fed,  depending on whether the community is buying or selling bonds. Today,  for the first time, it was buying, so it was Bidding. And while we can  not prove it as the actual details of the price allocation are a  non-public mystery, we are 100% confident that the answer lies precisely  in the risk-free arbitrage, funded by the Fed, and hence the US  taxpayers, consisting of a collusive wholesale bid at prices far lower  than prevailing market rates, and the ability to immediately flip the  bonds to the open market upon allocation for a tidy profit. &lt;br /&gt;
How tidy? We have no idea: the data is private. However, it is tidy  enough to generate 4 times more buying interest than would be there  normally. Hence the, pardon the pun, twist.&lt;br /&gt;
We are confident that the "99%" will be delighted to learn that  Operation Twist, while flattening the 2s10s and 10s30s massively, a  terminal scourge for the Net Interest Margin-reliant community, also  contains in it the salvation for these very banks, and specifically the  bonuses for their bond trading divisions: because all QE or Twist or  whatever really is, is an ongoing subsidy via the bid/ask spread, funded  by US taxpayers, to keep America's hurting banks solvent. &lt;br /&gt;
What is the ultimate top line benefit? We are not sure. But we are  confident the result will be made immediately obvious once the monthly  POMO details are revealed. We are eagerly looking forward to reverse  engineering just how much money the middle-class is now funneling into  America's banks via what is once again a daily POMO bail out.&lt;br /&gt;
And here is what the actual flip looks like in process: below we show  the price chart of one of the cheapest bonds in today's POMO,  912828NS5, which accounted for $1.2 billion of total, and how its price  changed starting at 11 am once the POMO was concluded. One can only  imagine the amount of leverage involved in this operation...&lt;br /&gt;
&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/UST%200.58.jpg"&gt;&lt;img height="390" src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/UST%200.58.jpg" width="599" /&gt;&lt;/a&gt; &lt;span class="print-footnote"&gt;[12]&lt;/span&gt;&lt;br /&gt;
And another:&lt;br /&gt;
&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/UST%201.875.jpg"&gt;&lt;img height="393" src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/UST%201.875.jpg" width="600" /&gt;&lt;/a&gt; &lt;span class="print-footnote"&gt;[13]&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;Links:&lt;/b&gt;&lt;br /&gt;[1] http://www.zerohedge.com/users/tyler-durden&lt;br /&gt;[2] http://www.zerohedge.com/taxonomy_vtn/term/166&lt;br /&gt;[3] http://www.zerohedge.com/taxonomy_vtn/term/124&lt;br /&gt;[4] http://www.zerohedge.com/taxonomy_vtn/term/304&lt;br /&gt;[5] http://www.zerohedge.com/taxonomy_vtn/term/10414&lt;br /&gt;[6] http://www.zerohedge.com/taxonomy_vtn/term/9652&lt;br /&gt;[7] http://www.treasurydirect.gov/instit/annceresult/press/preanre/2011/R_20110920_2.pdf&lt;br /&gt;[8] http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/52%20Week%20PDs_0.jpg&lt;br /&gt;[9] http://www.newyorkfed.org/markets/pomo/display/index.cfm&lt;br /&gt;[10] http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/POMO%2010.6.jpg&lt;br /&gt;[11] http://newyorkfed.org/newsevents/news/markets/2011/an111004.html&lt;br /&gt;[12] http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/UST%200.58.jpg&lt;br /&gt;[13] http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/UST%201.875.jpg&lt;br /&gt;[14] http://twitter.com/share&lt;/div&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/ABFYhYzKSaw" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-10T19:47:54.527+02:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><media:content url="http://feedproxy.google.com/~r/mastercharts/~5/zwK3VTIUfB8/R_20110920_2.pdf" fileSize="43998" type="application/pdf" /><itunes:explicit>no</itunes:explicit><itunes:subtitle> Published on ZeroHedge (http://www.zerohedge.com) We are confident that the "99%" will be delighted to learn that Operation Twist, while flattening the 2s10s and 10s30s massively, a terminal scourge for the Net Interest Margin-reliant community, also con</itunes:subtitle><itunes:author>noreply@blogger.com (masterfin)</itunes:author><itunes:summary> Published on ZeroHedge (http://www.zerohedge.com) We are confident that the "99%" will be delighted to learn that Operation Twist, while flattening the 2s10s and 10s30s massively, a terminal scourge for the Net Interest Margin-reliant community, also contains in it the salvation for these very banks, and specifically the bonuses for their bond trading divisions: because all QE or Twist or whatever really is, is an ongoing subsidy via the bid/ask spread, funded by US taxpayers, to keep America's hurting banks solvent. Home &amp;gt; Fed Is 4 Times More Efficient At Selling Government Bonds Than The US Treasury... With A Taxpayer-Funded Twist Fed Is 4 Times More Efficient At Selling Government Bonds Than The US Treasury... With A Taxpayer-Funded Twist By Tyler Durden Created 10/06/2011 - 13:07 [1] Submitted by Tyler Durden [1] on 10/06/2011 13:07 -0400 Something curious happened today. As we pointed out earlier, for the first time as part of Operation Twist, the Fed, instead of buying bonds in the open market, actually sold bonds: a departure for Bernanke, and only the first time the Fed has practically rebalanced its portfolio since the first Operation Twist 50 years ago. In essence, by dint of its adjusted mandate, the Fed became the Treasury - what proceeded at precisely 11 am was the announcement of a sale of $8.87 billion in bonds with maturities from January 31, 2012 through July 31, 2012, bonds that were sold not by the traditional issuer of bonds, but by the Fed. Granted no new money was raised by the US in the process, but it was still a curious development. What was far more curious was the staggering turnout by the Dealer community, which indicated an interest for, wait for it, a whopping $242.6 billion in bonds! Said in conventional terms, the Bid To Cover was an unprecedented 27.3, or there was $27 in demand for every $1 of bonds finally sold by the Fed. Why is this worthy of bolding. Because, in a traditional Treasury auction, the Bid to Cover by the Dealer community is far, far lower. In fact, as the most recent 52 week Bill auction demonstrates, there was $89.5 billion in Bids for $14 billion in bonds allocated to Dealers, or a 6.4 Bid To Cover. Said otherwise the Fed is about 4.3 times more efficient at finding buyers than the Treasury. How is this possible? And should the Fed take over Treasury in all future bond sales? Nope: the answer is that this is nothing but yet another taxpayer funded gift to the (recently expanded by 2 Canadian banks) Dealers. Let us explain. First, here is what the mechanics of the most recent 52 week Bill [7]sale looks like: [8] One can see how the Dealer Bid To Cover is a respectable 6.4. Alternatively, here is what today's Fed's POMO looked like in its final form [9]: [10] Bid To Cover? 27.4! How is this possible? Is the Fed really 4 times more efficient at selling bonds than the Treasury? How and why can dealers have such a huge apetite for paper which yields inside of 0.1% and thus provides absolutely no real top or bottom line benefits? Simple. As Zero Hedge has discussed many times in the past, POMO, in whatever format, be it under LSAP auspices or Operation Twist, is nothing but a taxpayer funded gift to the Dealer community. As a reminder, the actual POMO process is conducted in the form of a reverse dutch auction, where the collusive Dealer Community (recently expanded to include 2 more Canadian Banks, BMO and Bank of Nova Scotia [11], which simply means that US Taxpayers are now on the hook to bailing out two more banks which are part of the supposedly safe and stable Canadian banking system) submits best bids or offers to the Fed, depending on whether the community is buying or selling bonds. Today, for the first time, it was buying, so it was Bidding. And while we can not prove it as the actual details of the price allocation are a non-public mystery, we are 100% confident that the answer lies precisely in the risk-free arbitrage, funded by the Fed, and hence the US taxpayers,</itunes:summary><itunes:keywords>Money, News, Treasuries, Fed, POMO</itunes:keywords><feedburner:origLink>http://mastercharts.blogspot.com/2011/10/fed-is-4-times-more-efficient-at.html</feedburner:origLink><enclosure url="http://feedproxy.google.com/~r/mastercharts/~5/zwK3VTIUfB8/R_20110920_2.pdf" length="43998" type="application/pdf" /><feedburner:origEnclosureLink>http://www.treasurydirect.gov/instit/annceresult/press/preanre/2011/R_20110920_2.pdf</feedburner:origEnclosureLink></item><item><title>Copper keeps bearish momentum</title><link>http://feedproxy.google.com/~r/mastercharts/~3/8rzlxHnACEE/copper-keeps-bearish-momentum.html</link><category>trading</category><category>News</category><category>copper</category><category>Commodities</category><category>Charts</category><category>metals</category><author>noreply@blogger.com (masterfin)</author><pubDate>Wed, 05 Oct 2011 11:15:47 PDT</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-6831951905879894588</guid><description>&lt;span id="articleText"&gt;&lt;span class="focusParagraph"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;pre style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;a href="http://graphics.thomsonreuters.com/gfx1/CK_20110410115316.jpg"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span id="articleText"&gt;&lt;span class="focusParagraph"&gt;Copper keeps bearish momentum&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/pre&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/8rzlxHnACEE" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-05T20:15:47.063+02:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/10/copper-keeps-bearish-momentum.html</feedburner:origLink></item><item><title>Deficits for Dummies</title><link>http://feedproxy.google.com/~r/mastercharts/~3/X89XDLT37kM/deficits-for-dummies.html</link><category>Money</category><category>USA</category><category>Dollar</category><category>News</category><category>Bernanke</category><category>Corruption</category><category>Obama</category><category>Credit</category><category>Debt</category><category>government</category><category>Republicans</category><category>Democrats</category><author>noreply@blogger.com (djm)</author><pubDate>Sat, 10 Sep 2011 06:11:43 PDT</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-3220779794433938869</guid><description>&lt;a href="http://the-masterblog.blogspot.com/2011/09/deficits-for-dummies.html#.TmthNtaVIvs.blogger"&gt;Deficits for Dummies&lt;/a&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/X89XDLT37kM" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-10T15:11:43.504+02:00</app:edited><media:thumbnail url="http://1.bp.blogspot.com/-2qp3q7y4DIM/Tmtf1tGDkUI/AAAAAAAAA4o/ehx7W4rXNPk/s72-c/h78.png" height="72" width="72" /><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/09/deficits-for-dummies.html</feedburner:origLink></item><item><title>Global Currency Wars Sees Swiss Franc Devalue 8.5% Against Gold In Week | ZeroHedge</title><link>http://feedproxy.google.com/~r/mastercharts/~3/bH_zwo6408Q/global-currency-wars-sees-swiss-franc.html</link><category>Money</category><category>currencies</category><category>Dollar</category><category>Euro</category><category>News</category><category>Debt</category><category>USD</category><category>Charts</category><category>Forex</category><category>Gold</category><category>markets</category><category>Switzerland</category><author>noreply@blogger.com (djm)</author><pubDate>Sat, 10 Sep 2011 03:28:27 PDT</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-8571017415542777784</guid><description>&lt;div style="font-weight: bold;"&gt;
&lt;span style="font-size: large;"&gt;Gold in Swiss Francs&lt;/span&gt;&lt;/div&gt;
&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/gc%201_3.png"&gt;&lt;img height="201" src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/gc%201_3.png" width="500" /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;i&gt;Gold in Swiss Francs – 5 Day (Tick)&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/gc%203_0.png"&gt;&lt;img height="201" src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2011/09/gc%203_0.png" width="500" /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;i&gt;Gold in Swiss Francs in Nominal Terms – 40 Years (Quarterly)&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;From &lt;a href="http://www.zerohedge.com/news/global-currency-wars-sees-swiss-franc-devalue-85-against-gold-week"&gt;zerohedge.com&lt;/a&gt;:&lt;/i&gt;&lt;br /&gt;
The Swiss franc’s 10% plummet against gold this week clearly shows  how cash is far from ‘king’ and no fiat currency in the world, in any  bank in the world can be considered a “safe haven”.&lt;br /&gt;
Gold is again becoming the sovereign of sovereigns and reasserting itself as the safe haven money and asset par excellence.&lt;br /&gt;
If the Swiss franc, long considered the safest fiat currency in the  world, can devalue 10% in a week, then it can happen and likely will  happen to other currencies as well.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.zerohedge.com/news/global-currency-wars-sees-swiss-franc-devalue-85-against-gold-week"&gt;Global Currency Wars Sees Swiss Franc Devalue 8.5% Against Gold In Week | ZeroHedge&lt;/a&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/bH_zwo6408Q" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-10T12:28:27.953+02:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/09/global-currency-wars-sees-swiss-franc.html</feedburner:origLink></item><item><title>Switzerland's central bank EIU ViewsWire</title><link>http://feedproxy.google.com/~r/mastercharts/~3/FOgSMq-AYSM/switzerlands-central-bank-eiu-viewswire.html</link><category>Euro</category><category>News</category><category>Forex</category><category>Switzerland</category><author>noreply@blogger.com (djm)</author><pubDate>Fri, 09 Sep 2011 04:47:17 PDT</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-6487622058824616681</guid><description>&lt;div&gt;&lt;a href="http://viewswire.eiu.com/asset_images/408422025.GIF" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img align="right" alt="" border="0" hspace="5" src="http://viewswire.eiu.com/asset_images/408422025.GIF" title="" vspace="5" /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href="http://viewswire.eiu.com/asset_images/408422025.GIF"&gt;Swiss FX Reserves&lt;/a&gt;&lt;br /&gt;
&lt;a href="http://viewswire.eiu.com/asset_images/408422025.GIF"&gt;&lt;span class="Apple-style-span" style="color: rgba(77, 128, 180, 0.23); font-size: 13px;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href="http://viewswire.eiu.com/asset_images/408422025.GIF"&gt;http://viewswire.eiu.com/asset_images/408422025.GIF&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
see the whole article &lt;a href="http://masterfeeds.blogspot.com/2011/09/switzerlands-central-bank-eiu-viewswire.html#.Tmn8O3cQvYo.blogger"&gt;here&lt;/a&gt; and here:&lt;a href="http://masterfeeds.blogspot.com/2011/09/switzerlands-central-bank-eiu-viewswire.html#.Tmn8O3cQvYo.blogger"&gt;Switzerland's central bank EIU ViewsWire&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/FOgSMq-AYSM" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-09T13:47:17.542+02:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/09/switzerlands-central-bank-eiu-viewswire.html</feedburner:origLink></item><item><title>CHART OF THE DAY: Apple Made Twice As Much Profit On Phones As Everybody Else COMBINED</title><link>http://feedproxy.google.com/~r/mastercharts/~3/1HMh5me-IVo/chart-of-day-apple-made-twice-as-much.html</link><category>Money</category><category>USA</category><category>Tech</category><category>News</category><category>iPhone</category><category>Smartphones</category><category>Charts</category><category>Apple</category><author>noreply@blogger.com (MasterBlog)</author><pubDate>Fri, 29 Jul 2011 13:31:36 PDT</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-4847208278695210999</guid><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://static7.businessinsider.com/image/4e32fd0269bedd822d00000d/chart-of-the-day-operating-profit-mobile-companies-july-2011.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://static7.businessinsider.com/image/4e32fd0269bedd822d00000d/chart-of-the-day-operating-profit-mobile-companies-july-2011.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;CHART OF THE DAY: &lt;span style="font-weight: bold;"&gt;Apple Made Twice As Much Profit On Phones As Everybody Else COMBINED&lt;/span&gt;&lt;br /&gt;
Matt Rosoff | Jul. 29, 2011, 2:37 PM | 449 | 6&lt;br /&gt;
&lt;br /&gt;
Apple is now the leading phone manufacturer by market share. It passed Nokia for the first time last quarter.&lt;br /&gt;
&lt;br /&gt;
But more impressive: it captured two-thirds of all profits in the mobile phone business last quarter, according to statistics from Asymco.&lt;br /&gt;
&lt;br /&gt;
Another way of looking at it: Apple made about twice as much profit on mobile phones as Samsung, RIM, and HTC did -- combined. Nokia, Motorola, Sony-Ericsson, and LG all saw losses.&lt;br /&gt;
&lt;br /&gt;
Read more: http://www.businessinsider.com/apple-made-twice-as-much-profit-on-phones-as-everybody-else-combined-2011-7?utm_source=feedburner&amp;amp;utm_medium=feed&amp;amp;utm_campaign=Feed%3A+typepad%2Falleyinsider%2Fsilicon_alley_insider+%28Silicon+Alley+Insider%29#ixzz1TWo0Ss9U&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.businessinsider.com/apple-made-twice-as-much-profit-on-phones-as-everybody-else-combined-2011-7?utm_source=feedburner&amp;amp;utm_medium=feed&amp;amp;utm_campaign=Feed%3A+typepad%2Falleyinsider%2Fsilicon_alley_insider+%28Silicon+Alley+Insider%29"&gt;CHART OF THE DAY: Apple Made Twice As Much Profit On Phones As Everybody Else COMBINED&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/mastercharts/~4/1HMh5me-IVo" height="1" width="1"/&gt;</description><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-29T22:31:36.391+02:00</app:edited><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><feedburner:origLink>http://mastercharts.blogspot.com/2011/07/chart-of-day-apple-made-twice-as-much.html</feedburner:origLink></item><item><title>A head and shoulders top may be forming - Mark Hulbert - MarketWatch</title><link>http://feedproxy.google.com/~r/mastercharts/~3/oD43wWtyLvQ/head-and-shoulders-top-may-be-forming.html</link><author>noreply@blogger.com (MasterBlog)</author><pubDate>Wed, 27 Jul 2011 14:50:45 PDT</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6517014682167186379.post-3952231088724931251</guid><description>&lt;h1&gt;A head and shoulders top may be forming&lt;/h1&gt;   &lt;h2&gt;Commentary: Prominent technical analyst alarmed by what he sees&lt;/h2&gt;    &lt;div id="mainstory"&gt;                                   &lt;p id="byline" class=""&gt;    By &lt;a href="mailto:mhulbert@marketwatch.com"&gt;Mark Hulbert&lt;/a&gt;, MarketWatch          &lt;/p&gt;                             &lt;p id="" class="leadin"&gt;    CHAPEL HILL, N.C. (MarketWatch) — As if we didn’t already have enough to  worry about, with a completely dysfunctional political system possibly  leading the government into a default, a prominent technical analyst  just issued a bombshell:         &lt;/p&gt;                             &lt;p id="" class=""&gt;    According to an email he sent out on Tuesday, the stock market is very  possibly forming a massive head and shoulders top — with quite bearish  implications.         &lt;/p&gt;                             &lt;p id="" class=""&gt;    The analyst is W. H. C. Bassetti, who is an adjunct professor of finance  and economics at Golden Gate University in San Francisco. He is better  known in investment circles as the editor of the latest edition of the  classic textbook on technical analysis, originally written many decades  ago by Robert Edwards and John Magee: Technical Analysis of Stock  Trends.         &lt;/p&gt;                             &lt;p id="" class=""&gt;    A head and shoulders formation, for those of you not familiar with the  strange language of technical analysis, exists when the market rallies  on three successive occasions and when the second of those three rallies  rises to a higher level than the other two. The “shoulders” in this  pattern are formed by the first and third rallies, while the second one  forms the “head.”         &lt;/p&gt;                             &lt;p id="" class=""&gt;    The “neckline” is defined by the lows set between each of the two  shoulders and the head. The formation is complete when that neckline is  broken following the third rally.         &lt;/p&gt;                             &lt;p&gt;                   &lt;/p&gt;&lt;div class="chartinset"&gt;                             &lt;span class="bgQuote  down"&gt;                             &lt;span class="ticker"&gt;            &lt;a class="comparisionStock" id="comparisonStock0" href="http://www.marketwatch.com/investing/stock/SPX?link=MW_story_Chartquote"&gt;SPX&lt;/a&gt;            &lt;b&gt;&lt;span class="data bgLast"&gt;1,304.89&lt;/span&gt;&lt;/b&gt;,            &lt;span class="data bgChange"&gt;-27.05&lt;/span&gt;,            &lt;span class="data bgPercentChange"&gt;-2.03%&lt;/span&gt;           &lt;/span&gt;&lt;br /&gt;             &lt;/span&gt;                     &lt;div id="storychart124732823" class="chartinset-cont"&gt;&lt;br /&gt;&lt;/div&gt;                   &lt;/div&gt;                                &lt;p id="" class=""&gt;    Consider the S&amp;amp;P 500 index                 &lt;span&gt;         (SNC:SPX)        &lt;/span&gt;  . The head came in the rally into the late April high, while shoulders  were formed by the rallies in February and early July. The neckline is  in the 1250-1270 area and, if that neckline is broken, Bassetti says the  downside target is S&amp;amp;P 1127.52.         &lt;/p&gt;                             &lt;p id="" class=""&gt;    It’s tempting for those who aren’t technical analysts to dismiss this  talk as little more than crazy mumbo jumbo. And, indeed, in the 1970s  and 1980s, finance professors had great fun dismissing technical  analysis as a huge joke — a complete waste of time.         &lt;/p&gt;                             &lt;p id="" class=""&gt;    But in more recent decades there have been a number of academic studies  of technical analysis, including of the head and shoulders formation in  particular, that found that chart formations have some predictive  abilities after all.         &
