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	<title>simple financial analysis</title>
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		<title>Nitrogen pure play stocks &#8211; TNH, UAN, RNF</title>
		<link>http://takloo.wordpress.com/2012/01/12/nitrogen-pure-play-stocks-tnh-uan-rnf/</link>
		<comments>http://takloo.wordpress.com/2012/01/12/nitrogen-pure-play-stocks-tnh-uan-rnf/#comments</comments>
		<pubDate>Fri, 13 Jan 2012 03:28:44 +0000</pubDate>
		<dc:creator>takloo</dc:creator>
				<category><![CDATA[equities]]></category>
		<category><![CDATA[technical analysis]]></category>
		<category><![CDATA[charts]]></category>
		<category><![CDATA[commodities]]></category>
		<category><![CDATA[CVR Partners]]></category>
		<category><![CDATA[Fertilizer]]></category>
		<category><![CDATA[Rentech Nitrogen Partners]]></category>
		<category><![CDATA[Terra Nitrogen Company (TNH)]]></category>
		<category><![CDATA[UAN]]></category>

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		<description><![CDATA[I have been watching these 3 pure play nitrogen fertilizer stocks&#8230; Terra Nitrogen Co. LP (TNH), CVR Partners (UAN), Rentech Nitrogen Partners (RNF)&#8230; All three had a very good run since the beginning of the year to until about Monday, 9 Jan 2012&#8230; gaining anywhere from 11-22% in 5 days&#8230; however, they have fallen sharply [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=1018&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>I have been watching these 3 pure play nitrogen fertilizer stocks&#8230;</p>
<p>Terra Nitrogen Co. LP (<a class="zem_slink" title="NYSE: TNH" href="http://www.google.com/finance?q=NYSE:TNH" rel="googlefinance">TNH</a>), CVR Partners (<a href="http://www.google.com/finance?q=NYSE:UAN">UAN</a>), Rentech Nitrogen Partners (<a href="http://www.google.com/finance?q=NYSE:RNF">RNF</a>)&#8230;</p>
<p>All three had a very good run since the beginning of the year to until about Monday, 9 Jan 2012&#8230; gaining anywhere from 11-22% in 5 days&#8230; however, they have fallen sharply in the past couple days&#8230;</p>
<p>in my opinion, the up trend is likely to continue&#8230;</p>
<p>TNH &#8211; $166-170 entry point</p>
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" alt="" /></p>
<p>&nbsp;</p>
<p>UAN &#8211; I am inclined to wait for a little bit even though the recent drop has retraced the 50% fibonacci levels&#8230; I think good entry points in the $25 area..</p>
<p><img 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" alt="" /></p>
<p>RNF &#8211; this is a new issue and hasn&#8217;t traded long enough to deduce anything meaningful&#8230; although based on the recent run-up, I want to wait till it drops to the 50% fibonacci level around $18</p>
<p><img 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" 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<p>&nbsp;</p>
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			<wfw:commentRss>http://takloo.wordpress.com/2012/01/12/nitrogen-pure-play-stocks-tnh-uan-rnf/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
	
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			<media:title type="html">takloo</media:title>
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	</item>
		<item>
		<title>Silver heading to 25</title>
		<link>http://takloo.wordpress.com/2011/12/28/silver-heading-to-25/</link>
		<comments>http://takloo.wordpress.com/2011/12/28/silver-heading-to-25/#comments</comments>
		<pubDate>Wed, 28 Dec 2011 20:54:13 +0000</pubDate>
		<dc:creator>takloo</dc:creator>
				<category><![CDATA[commodities]]></category>
		<category><![CDATA[technical analysis]]></category>
		<category><![CDATA[charts]]></category>
		<category><![CDATA[fibonacci]]></category>
		<category><![CDATA[postaweek2011]]></category>

		<guid isPermaLink="false">http://takloo.wordpress.com/?p=1008</guid>
		<description><![CDATA[I’m using SLV as a proxy for Silver&#8230; SLV is down huge on above average volume when the overall trading volume is fairly low&#8230; · 50% Fibonacci retracement for the run from early 2009 to the May 2011 peak is around $25 · 25 is a nice round number to anchor psychologically · next major [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=1008&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>I’m using SLV as a proxy for Silver&#8230; SLV is down huge on above average volume when the overall trading volume is fairly low&#8230;</p>
<p>· 50% Fibonacci retracement for the run from early 2009 to the May 2011 peak is around $25</p>
<p>· 25 is a nice round number to anchor psychologically</p>
<p>· next major support is also at 25</p>
<p><a href="http://takloo.files.wordpress.com/2011/12/image001.png"><img class="alignnone size-full wp-image-1009" title="image001" src="http://takloo.files.wordpress.com/2011/12/image001.png?w=600&#038;h=455" alt="" width="600" height="455" /></a></p>
<br />Filed under: <a href='http://takloo.wordpress.com/category/commodities/'>commodities</a>, <a href='http://takloo.wordpress.com/category/market-analysis/technical-analysis/'>technical analysis</a> Tagged: <a href='http://takloo.wordpress.com/tag/charts/'>charts</a>, <a href='http://takloo.wordpress.com/tag/commodities/'>commodities</a>, <a href='http://takloo.wordpress.com/tag/fibonacci/'>fibonacci</a>, <a href='http://takloo.wordpress.com/tag/postaweek2011/'>postaweek2011</a>, <a href='http://takloo.wordpress.com/tag/technical-analysis/'>technical analysis</a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gocomments/takloo.wordpress.com/1008/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/comments/takloo.wordpress.com/1008/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godelicious/takloo.wordpress.com/1008/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/delicious/takloo.wordpress.com/1008/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gofacebook/takloo.wordpress.com/1008/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/facebook/takloo.wordpress.com/1008/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gotwitter/takloo.wordpress.com/1008/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/twitter/takloo.wordpress.com/1008/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gostumble/takloo.wordpress.com/1008/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/stumble/takloo.wordpress.com/1008/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godigg/takloo.wordpress.com/1008/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/digg/takloo.wordpress.com/1008/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/goreddit/takloo.wordpress.com/1008/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/reddit/takloo.wordpress.com/1008/" /></a> <img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=1008&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></content:encoded>
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		<slash:comments>0</slash:comments>
	
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			<media:title type="html">takloo</media:title>
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			<media:title type="html">image001</media:title>
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		<title>Link fest &#8211; Will the ECB backdoor bailout work?</title>
		<link>http://takloo.wordpress.com/2011/12/19/link-fest-will-the-ecb-backdoor-bailout-work/</link>
		<comments>http://takloo.wordpress.com/2011/12/19/link-fest-will-the-ecb-backdoor-bailout-work/#comments</comments>
		<pubDate>Mon, 19 Dec 2011 23:17:53 +0000</pubDate>
		<dc:creator>takloo</dc:creator>
				<category><![CDATA[fixed income]]></category>
		<category><![CDATA[macro economics]]></category>
		<category><![CDATA[ECB]]></category>
		<category><![CDATA[European Central Bank]]></category>
		<category><![CDATA[FT Alphaville]]></category>

		<guid isPermaLink="false">http://takloo.wordpress.com/?p=1004</guid>
		<description><![CDATA[How big could the Sarko trade go? (FT Alphaville) It is finally being recognized that the eurozone made a major policy breakthrough (Marginal Revolution) ECB backdoor bailout? (Business Insider, Modeled Behaviour) Why ECB lending won’t solve the euro crisis (Felix Salmon) Banks resist European pressure to buy government debt (IFRE) &#160; Filed under: fixed income, [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=1004&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>How big could the Sarko trade go? (<a href="http://ftalphaville.ft.com/blog/2011/12/15/802151/how-big-could-the-sarko-trade-go/">FT Alphaville</a>)</p>
<p>It is finally being recognized that the eurozone made a major policy breakthrough (<a href="http://marginalrevolution.com/marginalrevolution/2011/12/it-is-finally-being-recognized-that-the-eurozone-made-a-major-policy-breakthrough.html">Marginal Revolution</a>)</p>
<p>ECB backdoor bailout? (<a href="http://www.businessinsider.com/europe-back-door-bailout-wednesday-crisis-is-over-2011-12#ixzz1h1acKSI1">Business Insider</a>, <a href="http://modeledbehavior.com/2011/12/16/ecb-backdoor-bailout/">Modeled Behaviour</a>)</p>
<p>Why ECB lending won’t solve the euro crisis (<a href="http://blogs.reuters.com/felix-salmon/2011/12/17/why-ecb-lending-wont-solve-the-euro-crisis/">Felix Salmon</a>)</p>
<p>Banks resist European pressure to buy government debt (<a href="http://www.ifre.com/banks-resist-european-pressure-to-buy-government-debt/1620695.article">IFRE</a>)</p>
<p>&nbsp;</p>
<br />Filed under: <a href='http://takloo.wordpress.com/category/fixed-income/'>fixed income</a>, <a href='http://takloo.wordpress.com/category/macro-economics/'>macro economics</a> Tagged: <a href='http://takloo.wordpress.com/tag/ecb/'>ECB</a>, <a href='http://takloo.wordpress.com/tag/european-central-bank/'>European Central Bank</a>, <a href='http://takloo.wordpress.com/tag/ft-alphaville/'>FT Alphaville</a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gocomments/takloo.wordpress.com/1004/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/comments/takloo.wordpress.com/1004/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godelicious/takloo.wordpress.com/1004/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/delicious/takloo.wordpress.com/1004/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gofacebook/takloo.wordpress.com/1004/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/facebook/takloo.wordpress.com/1004/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gotwitter/takloo.wordpress.com/1004/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/twitter/takloo.wordpress.com/1004/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gostumble/takloo.wordpress.com/1004/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/stumble/takloo.wordpress.com/1004/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godigg/takloo.wordpress.com/1004/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/digg/takloo.wordpress.com/1004/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/goreddit/takloo.wordpress.com/1004/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/reddit/takloo.wordpress.com/1004/" /></a> <img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=1004&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></content:encoded>
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		<title>sitting out, staying put and clarity of thought</title>
		<link>http://takloo.wordpress.com/2011/10/07/sitting-out-staying-put-and-clarity-of-thought/</link>
		<comments>http://takloo.wordpress.com/2011/10/07/sitting-out-staying-put-and-clarity-of-thought/#comments</comments>
		<pubDate>Sat, 08 Oct 2011 00:31:19 +0000</pubDate>
		<dc:creator>takloo</dc:creator>
				<category><![CDATA[equities]]></category>
		<category><![CDATA[behavioural finance]]></category>
		<category><![CDATA[stocks]]></category>

		<guid isPermaLink="false">http://takloo.wordpress.com/?p=1001</guid>
		<description><![CDATA[I have been meaning to write this post for the last few days… and have finally found the time. At the beginning of stock market decline in Aug, I was about 7% stocks, 8% bonds and 85% cash… today I’m about 17% stocks, 8% bonds &#38; 75% cash… A lot of the blogs/comments I have [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=1001&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>I have been meaning to write this post for the last few days… and have finally found the time.</p>
<p>At the beginning of stock market decline in Aug, I was about 7% stocks, 8% bonds and 85% cash… today I’m about 17% stocks, 8% bonds &amp; 75% cash…</p>
<p>A lot of the blogs/comments I have read over the past two years and particularly during the stock market decline in Aug/Sep made me really realize the virtue and reward of staying out and staying put…</p>
<p>Knowing when to sit out and watch the market from the side lines is just as important as finding good trade setups and investment ideas… if you don’t find any, be patient, read/study, analyze and pound when the time is right… I have this much from many bloggers particularly the folks on Stocktwits.</p>
<p>Sitting out has tremendous benefits:</p>
<ul>
<li>I didn’t not feel the need to look at my portfolio 3 times a day even after the market dropped 10% and was dropping more&#8230; more time to do things I want to do</li>
<li>I was able to consume and more importantly comprehend whatever I read, be it MSM or the very informative, educational and mostly unbiased financial/econo-blogosphere – it is natural to comprehend less when you are worried.</li>
<li>I had all the time in the world to read about topics I was interested in rather than <em>looking for </em>topics/posts that would make me feel better and confirm my supposed rationale for holding stocks</li>
<li>I could analyze a trade or an investment idea with fewer inherent biases</li>
</ul>
<p>Sitting out is one of the hardest things to do possibly because of the fear of missing out&#8230; overcome the fear of missing out and you will have a clearer mind to analyze more opportunities ahead.</p>
<br />Filed under: <a href='http://takloo.wordpress.com/category/equities/'>equities</a> Tagged: <a href='http://takloo.wordpress.com/tag/behavioural-finance/'>behavioural finance</a>, <a href='http://takloo.wordpress.com/tag/stocks/'>stocks</a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gocomments/takloo.wordpress.com/1001/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/comments/takloo.wordpress.com/1001/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godelicious/takloo.wordpress.com/1001/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/delicious/takloo.wordpress.com/1001/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gofacebook/takloo.wordpress.com/1001/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/facebook/takloo.wordpress.com/1001/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gotwitter/takloo.wordpress.com/1001/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/twitter/takloo.wordpress.com/1001/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gostumble/takloo.wordpress.com/1001/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/stumble/takloo.wordpress.com/1001/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godigg/takloo.wordpress.com/1001/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/digg/takloo.wordpress.com/1001/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/goreddit/takloo.wordpress.com/1001/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/reddit/takloo.wordpress.com/1001/" /></a> <img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=1001&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></content:encoded>
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		<slash:comments>2</slash:comments>
	
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		<title>Range bound markets in WTI?</title>
		<link>http://takloo.wordpress.com/2011/10/07/range-bound-markets-in-wti/</link>
		<comments>http://takloo.wordpress.com/2011/10/07/range-bound-markets-in-wti/#comments</comments>
		<pubDate>Fri, 07 Oct 2011 23:16:50 +0000</pubDate>
		<dc:creator>takloo</dc:creator>
				<category><![CDATA[commodities]]></category>
		<category><![CDATA[technical analysis]]></category>
		<category><![CDATA[charts]]></category>
		<category><![CDATA[oil]]></category>

		<guid isPermaLink="false">http://takloo.wordpress.com/?p=999</guid>
		<description><![CDATA[Oil – expect to be range bound between 75-90 Disclosure: No position in oil or oil stocks Filed under: commodities, technical analysis Tagged: charts, commodities, oil, technical analysis<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=999&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p><strong>Oil – expect to be range bound between 75-90 </strong></p>
<p><a href="http://takloo.files.wordpress.com/2011/10/image001.png"><img src="http://takloo.files.wordpress.com/2011/10/image001.png?w=600&#038;h=375" alt="" title="image001" width="600" height="375" class="alignnone size-full wp-image-1000" /></a></p>
<p>Disclosure: No position in oil or oil stocks</p>
<br />Filed under: <a href='http://takloo.wordpress.com/category/commodities/'>commodities</a>, <a href='http://takloo.wordpress.com/category/market-analysis/technical-analysis/'>technical analysis</a> Tagged: <a href='http://takloo.wordpress.com/tag/charts/'>charts</a>, <a href='http://takloo.wordpress.com/tag/commodities/'>commodities</a>, <a href='http://takloo.wordpress.com/tag/oil/'>oil</a>, <a href='http://takloo.wordpress.com/tag/technical-analysis/'>technical analysis</a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gocomments/takloo.wordpress.com/999/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/comments/takloo.wordpress.com/999/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godelicious/takloo.wordpress.com/999/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/delicious/takloo.wordpress.com/999/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gofacebook/takloo.wordpress.com/999/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/facebook/takloo.wordpress.com/999/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gotwitter/takloo.wordpress.com/999/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/twitter/takloo.wordpress.com/999/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gostumble/takloo.wordpress.com/999/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/stumble/takloo.wordpress.com/999/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godigg/takloo.wordpress.com/999/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/digg/takloo.wordpress.com/999/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/goreddit/takloo.wordpress.com/999/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/reddit/takloo.wordpress.com/999/" /></a> <img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=999&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></content:encoded>
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		<slash:comments>1</slash:comments>
	
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			<media:title type="html">takloo</media:title>
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		<title>TSX trading near 2-year low&#8230; 11000 next downside target?</title>
		<link>http://takloo.wordpress.com/2011/09/29/tsx-trading-near-2-year-low-11000-next-downside-target/</link>
		<comments>http://takloo.wordpress.com/2011/09/29/tsx-trading-near-2-year-low-11000-next-downside-target/#comments</comments>
		<pubDate>Thu, 29 Sep 2011 16:10:22 +0000</pubDate>
		<dc:creator>takloo</dc:creator>
				<category><![CDATA[equities]]></category>
		<category><![CDATA[technical analysis]]></category>
		<category><![CDATA[canada]]></category>
		<category><![CDATA[charts]]></category>
		<category><![CDATA[stocks]]></category>
		<category><![CDATA[toronto]]></category>
		<category><![CDATA[tsx]]></category>

		<guid isPermaLink="false">http://takloo.wordpress.com/?p=996</guid>
		<description><![CDATA[Daily Chart: Weekly chart: Filed under: equities, technical analysis Tagged: canada, charts, stocks, technical analysis, toronto, tsx<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=996&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p><strong>Daily Chart:</strong></p>
<p><a href="http://takloo.files.wordpress.com/2011/09/image001.png"><img src="http://takloo.files.wordpress.com/2011/09/image001.png?w=600&#038;h=430" alt="" title="image001" width="600" height="430" class="alignnone size-full wp-image-997" /></a></p>
<p><strong>Weekly chart:</strong></p>
<p><a href="http://takloo.files.wordpress.com/2011/09/image002.png"><img src="http://takloo.files.wordpress.com/2011/09/image002.png?w=600&#038;h=422" alt="" title="image002" width="600" height="422" class="alignnone size-full wp-image-998" /></a></p>
<br />Filed under: <a href='http://takloo.wordpress.com/category/equities/'>equities</a>, <a href='http://takloo.wordpress.com/category/market-analysis/technical-analysis/'>technical analysis</a> Tagged: <a href='http://takloo.wordpress.com/tag/canada/'>canada</a>, <a href='http://takloo.wordpress.com/tag/charts/'>charts</a>, <a href='http://takloo.wordpress.com/tag/stocks/'>stocks</a>, <a href='http://takloo.wordpress.com/tag/technical-analysis/'>technical analysis</a>, <a href='http://takloo.wordpress.com/tag/toronto/'>toronto</a>, <a href='http://takloo.wordpress.com/tag/tsx/'>tsx</a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gocomments/takloo.wordpress.com/996/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/comments/takloo.wordpress.com/996/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godelicious/takloo.wordpress.com/996/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/delicious/takloo.wordpress.com/996/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gofacebook/takloo.wordpress.com/996/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/facebook/takloo.wordpress.com/996/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gotwitter/takloo.wordpress.com/996/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/twitter/takloo.wordpress.com/996/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gostumble/takloo.wordpress.com/996/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/stumble/takloo.wordpress.com/996/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godigg/takloo.wordpress.com/996/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/digg/takloo.wordpress.com/996/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/goreddit/takloo.wordpress.com/996/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/reddit/takloo.wordpress.com/996/" /></a> <img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=996&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></content:encoded>
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		<title>Funding sources for banks &#8211; Wholesale Funding&#8230; writing so I can remember (hopefully)</title>
		<link>http://takloo.wordpress.com/2011/09/27/funding-sources-for-banks-wholesale-funding-writing-so-i-can-remember-hopefully/</link>
		<comments>http://takloo.wordpress.com/2011/09/27/funding-sources-for-banks-wholesale-funding-writing-so-i-can-remember-hopefully/#comments</comments>
		<pubDate>Wed, 28 Sep 2011 01:02:06 +0000</pubDate>
		<dc:creator>takloo</dc:creator>
				<category><![CDATA[banks]]></category>
		<category><![CDATA[balance sheets]]></category>
		<category><![CDATA[bonds]]></category>
		<category><![CDATA[funding]]></category>
		<category><![CDATA[postaweek2011]]></category>

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		<description><![CDATA[In the previous post I wrote about the ‘primary’ source of funding for Banks i.e. Demand Deposits&#8230; In this post I will enumerate on Wholesale Funding sources. The level of detail might be random because my goal is to get a basic understanding and then try to look at the Euro crisis from this understanding&#8230; [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=992&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>In the previous <a href="http://takloo.wordpress.com/2011/09/24/funding-sources-for-banks-demand-deposits-writing-so-i-can-remember-hopefully/">post</a> I wrote about the ‘primary’ source of funding for Banks i.e. Demand Deposits&#8230; In this post I will enumerate on Wholesale Funding sources. The level of detail might be random because my goal is to get a basic understanding and then try to look at the Euro crisis from this understanding&#8230; and also refer to it later. There are many blogs and sites that have done a fantastic job of explaining the details and the mechanics.</p>
<p><span style="text-decoration:underline;"><strong>Wholesale Funding</strong></span></p>
<p>There are many types of Wholesale Funding sources available to a commercial bank:</p>
<p style="padding-left:30px;">– Interbank Market at or near the Central Bank’s overnight target rate</p>
<p style="padding-left:30px;">– REPO (Repurchase Agreement) – “&#8230;is the sale of securities together with an agreement for the seller to buy back the securities at a later date. The repurchase price should be greater than the original sale price, the difference effectively representing interest, sometimes called the <em>repo rate</em>&#8230;”</p>
<p style="padding-left:30px;">– Central Bank – various programs and facilities since the 2008 financial crisis</p>
<p style="padding-left:30px;">– Central Bank Discount Window at the Discount Rate</p>
<p>The Central bank becomes the clichéd &#8216;lender of last resort&#8217; when wholesale funding disappears.</p>
<p>Typical characteristics of wholesale funding:</p>
<p style="padding-left:30px;">– usually very sensitive to interest rate fluctuations and hence more expensive</p>
<p style="padding-left:30px;">– Less stable than demand deposits. The risk of wholesale funding is that can disappear anytime as is happening for some of the European banks and is also what exacerbated the 2008 financial crisis.</p>
<p><strong><em>Q – What does a bank’s balance sheet look like when any of the wholesale funding sources are present? </em></strong></p>
<p style="padding-left:30px;">– The economic effect of wholesale funding is identical to the bank receiving a loan from another financial institution. As far as the balance sheet goes, a matching asset and liability are created which expands the bank’s balance sheet.</p>
<p><span style="text-decoration:underline;"><strong>Raise Capital</strong></span></p>
<p>There is one more avenue a commercial bank can pursue and that is to raise capital by issuing Bonds, Debentures, Preferred shares, Common Shares, etc. Typically raising capital is the last resort and/or is reserved for long term investments or long term projects (e.g. new building)</p>
<p><strong><em>Q – What happens to a bank’s balance sheet when a bank raises capital by issuing bonds or stock? </em></strong></p>
<p style="padding-left:30px;">Let’s say, the Bank (from previous post) raises capital by issuing $100 of equity, the balance sheet looks like</p>
<p style="padding-left:30px;">A = Loan + Reserves + Cash = 90 + 10 + 100 = 200</p>
<p style="padding-left:30px;">L+E = Deposit + Equity = 100 + 100 = 200</p>
<p style="padding-left:30px;">(assume, $100 deposit, $90 loan and $10 reserves)</p>
<p style="padding-left:30px;"><em>Q &#8211; Now, what can the bank do with the $100 capital? Can the bank lend it to a borrower?</em></p>
<p style="padding-left:60px;">– Yes</p>
<p style="padding-left:30px;"><em>Q </em>–<em> Does the bank have to maintain a reserve on the full $200 or only on the $100?</em></p>
<p style="padding-left:60px;">– The bank needs to maintain reserves against the deposits so only on $100.</p>
<p style="padding-left:30px;">Q – Why and how does a bank hold government securities?</p>
<p style="padding-left:60px;">– The bank lends money to the government by buying government issued securities – this shows as an asset on the banks BS</p>
<br />Filed under: <a href='http://takloo.wordpress.com/category/banks/'>banks</a> Tagged: <a href='http://takloo.wordpress.com/tag/balance-sheets/'>balance sheets</a>, <a href='http://takloo.wordpress.com/tag/bonds/'>bonds</a>, <a href='http://takloo.wordpress.com/tag/funding/'>funding</a>, <a href='http://takloo.wordpress.com/tag/postaweek2011/'>postaweek2011</a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gocomments/takloo.wordpress.com/992/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/comments/takloo.wordpress.com/992/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godelicious/takloo.wordpress.com/992/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/delicious/takloo.wordpress.com/992/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gofacebook/takloo.wordpress.com/992/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/facebook/takloo.wordpress.com/992/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gotwitter/takloo.wordpress.com/992/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/twitter/takloo.wordpress.com/992/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gostumble/takloo.wordpress.com/992/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/stumble/takloo.wordpress.com/992/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godigg/takloo.wordpress.com/992/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/digg/takloo.wordpress.com/992/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/goreddit/takloo.wordpress.com/992/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/reddit/takloo.wordpress.com/992/" /></a> <img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=992&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></content:encoded>
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		<title>Funding sources for banks &#8211; Demand Deposits&#8230; writing so I can remember (hopefully)</title>
		<link>http://takloo.wordpress.com/2011/09/24/funding-sources-for-banks-demand-deposits-writing-so-i-can-remember-hopefully/</link>
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		<pubDate>Sat, 24 Sep 2011 14:44:51 +0000</pubDate>
		<dc:creator>takloo</dc:creator>
				<category><![CDATA[banks]]></category>
		<category><![CDATA[balance sheets]]></category>
		<category><![CDATA[bonds]]></category>
		<category><![CDATA[funding]]></category>

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		<description><![CDATA[Yesterday morning, I was reading a post on FTAV about Greek depositors fleeing Greek banks and with the Fed’s announcement of Operation Twist, I realized that I need to refresh my understanding of “how banks work”&#8230; and particularly the funding sources of a bank and eventually the role of central bank&#8230; There are two primary [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=989&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Yesterday morning, I was reading a post on FTAV about Greek depositors fleeing Greek banks and with the Fed’s announcement of Operation Twist, I realized that I need to refresh my understanding of “how banks work”&#8230; and particularly the funding sources of a bank and eventually the role of central bank&#8230;</p>
<p>There are two primary source of bank funding:</p>
<p style="padding-left:30px;">– Demand Deposits (cheapest source of funding)</p>
<p style="padding-left:30px;">– Wholesale Funding – from other banks and providers of capital</p>
<p>In this post my goal is to get a basic understanding of <strong>Demand Deposits:</strong></p>
<p><strong><em>Q – How does a bank fund itself by using demand deposits? What does a bank’s balance sheet look like when I deposit $100? </em></strong></p>
<p>In a fractional reserve banking system, a demand deposit is a bank’s liability to the depositor&#8230; the depositor can withdraw for his/her deposit at anytime. A bank can then loan out a portion of the deposit to a credible borrower (companies, persons, other banks, etc)&#8230; the portion of the deposit that is not lent is considered reserves&#8230; reserves appear as an asset on a bank’s balance sheet&#8230;</p>
<p>At Initiation, t = 0</p>
<p style="padding-left:30px;">Asset = Loan + Reserves = 90 + 10</p>
<p style="padding-left:30px;">Liability +Equity = Deposit = 100</p>
<p>In future, t = 1</p>
<p><em>Scenario A – Bank makes profit on the loan</em></p>
<p>The bank makes money by making a profit on the loan (assume bank does not have to pay interest to the depositor), let’s say the bank makes 5% on the loaned amount.</p>
<p style="padding-left:30px;">A = Loan + Reserves + Cash = 90 + 10 +5 = 105</p>
<p style="padding-left:30px;">L + E = Deposit + Profit (Retained Earning) = 100 + 5 = 105</p>
<p><em>Scenario B – Bank makes a loss on the loan</em></p>
<p>The bank loses $5 on the loan because the borrower will not be able to payback.</p>
<p style="padding-left:30px;">A = Loan + Reserves + Cash = 85 + 10 = 95</p>
<p style="padding-left:30px;">L + E = Deposit + Loss (Retained Earning) = 100 = 95</p>
<p>In this scenario, if the depositor demands his money, he must be paid $100 or the bank must go bankrupt. The bank has only $95 in assets&#8230;where and how does the bank get the ‘extra’ $5?</p>
<p style="padding-left:30px;">– The bank can fund the $5 in one or more of following ways:</p>
<p style="padding-left:60px;">– get more deposits</p>
<p style="padding-left:60px;">– borrow short-term money from other banks</p>
<p style="padding-left:60px;">– borrow from central</p>
<p style="padding-left:60px;">– raise capital in the open market (bonds, stocks, etc)</p>
<p style="padding-left:30px;">– Or the bank declares bankruptcy</p>
<p style="padding-left:30px;">– If this scenario happened after Scenario A, then the bank would have just enough ($5 profit cancels the $5 loss) to cover the deposit</p>
<p>Note that reserves only apply to demand deposits&#8230; The reserves ratio requirements imposed by some central banks create a ceiling on the amount that can be lent given a deposit amount&#8230; but if a bank has more credible borrowers than can be met by the level of its deposits, then the bank can fund these loans by raising capital or with wholesale funding&#8230;</p>
<p>Next post will be about wholesale funding&#8230;</p>
<br />Filed under: <a href='http://takloo.wordpress.com/category/banks/'>banks</a> Tagged: <a href='http://takloo.wordpress.com/tag/balance-sheets/'>balance sheets</a>, <a href='http://takloo.wordpress.com/tag/bonds/'>bonds</a>, <a href='http://takloo.wordpress.com/tag/funding/'>funding</a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gocomments/takloo.wordpress.com/989/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/comments/takloo.wordpress.com/989/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godelicious/takloo.wordpress.com/989/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/delicious/takloo.wordpress.com/989/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gofacebook/takloo.wordpress.com/989/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/facebook/takloo.wordpress.com/989/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gotwitter/takloo.wordpress.com/989/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/twitter/takloo.wordpress.com/989/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gostumble/takloo.wordpress.com/989/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/stumble/takloo.wordpress.com/989/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godigg/takloo.wordpress.com/989/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/digg/takloo.wordpress.com/989/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/goreddit/takloo.wordpress.com/989/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/reddit/takloo.wordpress.com/989/" /></a> <img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=989&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></content:encoded>
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		<title>Return</title>
		<link>http://takloo.wordpress.com/2011/09/23/return/</link>
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		<pubDate>Fri, 23 Sep 2011 23:39:41 +0000</pubDate>
		<dc:creator>takloo</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[postaweek2011]]></category>

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		<description><![CDATA[End of summer, start of autumn, return from hiatus&#8230; Actually, after CFA L2, I was super busy at work with an overseas project and I also moved homes so didn’t get any time to blog&#8230; I recently read this post which has inspired and motivated me to restart/resume/continue blogging&#8230; particularly this comparison: Writing Is Like [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=986&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>End of summer, start of autumn, return from hiatus&#8230; Actually, after CFA L2, I was super busy at work with an overseas project and I also moved homes so didn’t get any time to blog&#8230; I recently read <a href="http://thebasispoint.com/2011/09/17/blogging-is-like-working-out/">this</a> post which has inspired and motivated me to restart/resume/continue blogging&#8230; particularly this comparison:</p>
<blockquote><p><strong>Writing Is Like Working Out:</strong> Like working out, writing gets more and more difficult each day you skip. And if you skip a week or more, the mob euphemism “ForgetAboutIt” becomes quite literal. First you forget about your ideas, then you forget how to string them together into any coherent or entertaining thread, then you just say ‘forget it’ and saddle up on the couch for some despondent channel surfing. You stare at your Twitter or Facebook streams waiting for something to inspire you, and when it does, you might re-Tweet or Like it, or maybe you just let it pass as you search for something even more inspiring. Then the nights and weeks have passed and you haven’t even tried to get back into the swing.</p></blockquote>
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		<title>How much higher can bonds go?</title>
		<link>http://takloo.wordpress.com/2011/08/02/how-much-higher-can-bonds-go/</link>
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		<pubDate>Wed, 03 Aug 2011 03:30:06 +0000</pubDate>
		<dc:creator>takloo</dc:creator>
				<category><![CDATA[real-estate]]></category>
		<category><![CDATA[bond yields]]></category>
		<category><![CDATA[interest rates]]></category>
		<category><![CDATA[stocks]]></category>
		<category><![CDATA[tsx]]></category>

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		<description><![CDATA[In case you haven’t noticed, the TSX is down 5% YTD and 10% from April 2011 highs&#8230; which puts it squarely in a typical correction territory&#8230; while Bonds (as represented by XBB &#8211; DEX Universe Bond Index) are up 2.5% and 4.25% for the same period as illustrated by the TSX/XBB weekly charts Here is [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=takloo.wordpress.com&amp;blog=13417207&amp;post=978&amp;subd=takloo&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>In case you haven’t noticed, the TSX is down 5% YTD and 10% from April 2011 highs&#8230; which puts it squarely in a typical correction territory&#8230; while Bonds (as represented by XBB &#8211; DEX Universe Bond Index) are up 2.5% and 4.25% for the same period as illustrated by the TSX/XBB weekly charts</p>
<p><a href="http://takloo.files.wordpress.com/2011/08/image001.png"><img src="http://takloo.files.wordpress.com/2011/08/image001.png?w=600&#038;h=373" alt="" title="image001" width="600" height="373" class="alignnone size-full wp-image-979" /></a></p>
<p>Here is look at the bond performance over the past decade&#8230; and today XBB gaped up!</p>
<p><a href="http://takloo.files.wordpress.com/2011/08/image003.jpg"><img src="http://takloo.files.wordpress.com/2011/08/image003.jpg?w=600&#038;h=208" alt="" title="image003" width="600" height="208" class="alignnone size-full wp-image-980" /></a></p>
<p>The question is not how low can stocks go but rather how much higher <em>can</em> bonds go?</p>
<p>Bond prices are inversely related to interest rates i.e. if bonds are rising then interest rates/yields are falling&#8230; for all intents and purposes, XBB reflects all rates along the yield curve i.e. short and long term rates&#8230;</p>
<p>short term rates are above their record lows but 1% is still low historically</p>
<p>10 yr GOC yield is at 2.8%&#8230; which is ~10 bp higher than the most recent low of 2.68% from a year ago</p>
<p>So there is room for bonds to go up further especially considering the Euro area weakness&#8230; but will we see new lows in 10-year yields?</p>
<p>(in case you are wondering why the 10-year yields&#8230; the trend of 10-year yields is usually considered a good barometer of future economic growth)</p>
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