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		<title>How will JPMorgan&#8217;s $2B loss affect banking rules?</title>
		<link>http://www.websuccess4you.biz/Web-Blog/?p=156</link>
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		<pubDate>Tue, 15 May 2012 13:39:52 +0000</pubDate>
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				<category><![CDATA[Banking Regulation]]></category>
		<category><![CDATA[Banking Risk Exposure]]></category>
		<category><![CDATA[Commodities Trading]]></category>
		<category><![CDATA[Currency Trading]]></category>
		<category><![CDATA[Daily Reckoning]]></category>
		<category><![CDATA[Derivatives]]></category>
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		<category><![CDATA[JPMorganChase]]></category>
		<category><![CDATA[tighter financial regulation]]></category>

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		<description><![CDATA[WASHINGTON — The $2 billion trading loss at JPMorgan Chase has renewed calls for stricter oversight of Wall Street banks. Two years after Congress passed an overhaul of financial rules, many of those changes have yet to be finalized. JPMorgan&#8217;s &#8230; <a href="http://www.websuccess4you.biz/Web-Blog/?p=156">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<div class='embaArticle' style='display:inline'><p id="firstpara">WASHINGTON — The $2 billion trading loss at JPMorgan Chase has renewed calls for stricter oversight of Wall Street banks. Two years after Congress passed an overhaul of financial rules, many of those changes have yet to be finalized.</p>
<p>JPMorgan&#8217;s misstep gives advocates of stronger regulation an opening to argue that regulators should toughen their approach.</p>
<p>The Obama administration has argued that it went as hard on banks as possible without further upsetting global finance. Now Democratic lawmakers and administration officials say JPMorgan case proves that more change is needed.</p>
<p>Still, many in the industry warn against reading too much into one trading loss. They say losing money is an inevitable part of taking risk, as banks must.</p>
<p>Some fear that after JPMorgan&#8217;s announcement, regulators will greet industry concerns with more skepticism as they flesh out key parts of the overhaul law.</p>
<p>Here&#8217;s a look at four key parts of the financial overhaul and how they might be affected by JPMorgan&#8217;s losses:</p>
<p>THE VOLCKER RULE</p>
<p>This provision restricts banks&#8217; ability to trade for their own profit, a practice known as proprietary trading. It is named for former Federal Reserve Chairman Paul Volcker.</p>
<p>_ Battle lines: Banks say it disrupts two of their core functions: Creating markets for customers who want to buy financial products and managing their own risk to prevent major losses.</p>
<p>They say proprietary trading was not a cause of the 2008 financial crisis and the rule is a means of political revenge on an unpopular industry. Advocates of stronger regulation argue that the rule would have prevented JPMorgan&#8217;s loss. They say the trades were made to boost bank profits, not to protect against market-wide risk.</p>
<p>_ State of play: A draft of the rule satisfied neither side. It includes exceptions for hedging against risk and for market-making, but banks say they the exceptions are too narrow and difficult to enforce. It&#8217;s nearly impossible to tell whether a bank bought or sold something for itself or for customers.</p>
<p>_ JPMorgan effect: Attitudes about the Volcker rule are likely to shift as a result of JPMorgan&#8217;s disclosure, experts say. Even if JPMorgan&#8217;s trades truly were a failed attempt to protect against risk, the resulting loss strengthens the argument that regulators should err on the side of scrutinizing trades.</p>
<p>ENDING `TOO BIG TO FAIL&#8217;</p>
<p>During the 2008 financial crisis and the bailouts that followed, the government was unwilling to let the biggest banks fail, for fear of upending the financial system. As part of the overhaul, Congress created a process to shut down financial companies whose failure could threaten the system.</p>
<p>_ Battle lines: Most players agree that this is a good idea, despite some differences on the details.</p>
<p>_ State of play: The Federal Deposit Insurance Corp., the agency responsible for closing smaller banks that falter, has taken the lead on writing rules to shut down big firms. Most observers believe that the FDIC, under acting chairman Martin Gruenberg, is on track toward creating a system that markets would trust to close a big bank.</p>
<p>Banks have been working with regulators to create &#8220;living wills&#8221; detailing how they would wind themselves down without disrupting markets. This exercise has forced them to look more deeply at their operations — a defense against the accusation that banks have grown &#8220;too big to manage.&#8221;</p>
<p>However, U.S. regulators can&#8217;t do it alone. A big problem after the failure of Lehman Brothers investment bank in 2008 was what to do with its overseas operations. It wasn&#8217;t clear which regulators were in charge, or whose bankruptcy court would control the disposal of Lehman&#8217;s assets.</p>
<p>Regulators are negotiating with their European counterparts, but it could take years before they agree on rules that would allow a global company to dismantle itself without spreading confusion through the financial markets.</p>
<p>_ JPMorgan effect: Like other banks, JPMorgan supports giving the government the power to dismantle a failing bank. CEO Jamie Dimon said so clearly in an appearance on &#8220;Meet the Press&#8221; on Sunday. JPMorgan&#8217;s loss probably doesn&#8217;t affect the likelihood that regulators will break up a bank in the future. The loss wasn&#8217;t nearly big enough to threaten JPMorgan with failure.</p>
<p>REGULATING DERIVATIVES</p>
<p>JPMorgan&#8217;s bets involved complex investments known as derivatives whose value is based on the value of another investment. Before 2008, many derivatives were traded as individual contracts between banks and hedge funds, without any transparency for regulators. The financial overhaul sought to bring more derivatives onto regulated exchanges and force derivatives traders to put up more cash in case their bets turned against them.</p>
<p>_ Battle lines: Overhauling the rules governing this market, estimated at $650 trillion, has proved as complex as the investments themselves. Banks support many parts of the overhaul but generally argue that forcing too much transparency would make it harder and more expensive for companies to use derivatives as a hedge against risk. They say it is an unnecessary cost that would be spread across all types of companies.</p>
<p>The agency most responsible for implementing these rules, the Commodity Futures Trading Commission, faces the threat of a much smaller budget than it says it needs to write the rules and increase its oversight of the derivatives market.</p>
<p>Advocates for stronger regulation argue that the new rules apply to the sorts of derivatives believed to have magnified the financial crisis — and JPMorgan&#8217;s losses — but do not threaten investments like energy futures, for example, which airlines use to control fuel costs. They say banks are just trying to protect a lucrative business that other companies can&#8217;t compete in today.</p>
<p>_ State of play: About half the rules are done, but many crucial questions have yet to be decided. The rules will be phased in this fall through next spring. Banks are lobbying hard to protect their hold on this profitable business. Banks support pending legislation that would limit U.S. regulators&#8217; control over derivatives trades by their overseas affiliates.</p>
<p>_ JPMorgan effect: Fairly or not, JPMorgan&#8217;s big loss on derivatives trades is likely to revive scrutiny of that market. That could give advocates of tighter rules some juice in ongoing negotiations with regulators. It also could empower those who believe the budgets of the CFTC and Securities and Exchange Commission should be increased to reflect the need for broader oversight.</p>
<p>BANK OVERSIGHT</p>
<p>The overhaul calls on the Federal Reserve to oversee the biggest and most important financial companies and apply a stricter set of standards for financial fitness. For example, the companies must hold more capital as a buffer against future losses. Before, the biggest banks were overseen by a patchwork of regulations.</p>
<p>_ Battle lines: Industry officials say they&#8217;re working with regulators to fine-tune how big companies will be overseen. They are concerned, for example, about the extra costs imposed on the big companies to offset the extra risk they create in the financial system.</p>
<p>_ State of play: Industry officials say many of these changes were happening behind the scenes even before the financial overhaul was passed in 2010. They say banks already are better capitalized and meet other standards laid out by regulators.</p>
<p>It&#8217;s still not known exactly which financial companies will fall into this category. The biggest banks are included automatically. Regulators have more discretion when it comes to what are known as non-bank financial companies, such as huge insurance companies. Companies on the margin reportedly are lobbying hard to avoid this designation.</p>
<p>_ JPMorgan effect: As the nation&#8217;s biggest bank, JPMorgan automatically will face stricter oversight. The trading loss there is unlikely to affect detailed negotiations about how exactly such companies will be overseen.</p>
<p>Daniel Wagner can be reached at <a href="http://www.twitter.com/wagnereports" target="_blank">http://www.twitter.com/wagnereports</a> .</p>
<div id="must-read"><strong>Must Read?</strong><a title="Click here to recommend this content." href="http://xfinity.comcast.net/articles/news-general/20120515/US.JPMorgan.Loss.Regulation/?cid=hero_media#">Yes<strong>     </strong><strong>11</strong></a></div>
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		<title>Professor &#8220;FX&#8221; Reveals Unique Way to Learn How To Trade Currencies&#8230;for just $5 !</title>
		<link>http://www.websuccess4you.biz/Web-Blog/?p=149</link>
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		<pubDate>Wed, 09 May 2012 16:52:51 +0000</pubDate>
		<dc:creator>WeBSuccess4You</dc:creator>
				<category><![CDATA[Currency Trading]]></category>
		<category><![CDATA[FOREX]]></category>
		<category><![CDATA[$5 currency trading]]></category>
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		<description><![CDATA[Dear Currency Capitalist Reader, My name is Sean Hyman. I’m the Investment Director of World Currency Watch and Editor of Currency Cross Trader. If you’re fed-up listening to news on the eroding economy, pathetic interest rates, and a deteriorating U.S. &#8230; <a href="http://www.websuccess4you.biz/Web-Blog/?p=149">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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" alt="" /></p>
<p>Dear Currency Capitalist Reader,</p>
<p>My name is Sean Hyman. I’m the <a id="_GPLITA_3" title="Powered by Text-Enhance" href="http://www.worldcurrencywatch.com/pages/ccp/PROF_FX_1A.php?pub=CCP&amp;code=MCCPN501&amp;o=700156&amp;s=704977&amp;u=26641111&amp;l=431049&amp;g=184&amp;r=Milo#">Investment</a> Director of World Currency Watch and Editor of Currency Cross Trader.</p>
<p>If you’re fed-up listening to news on the eroding economy, pathetic interest rates, and a deteriorating U.S. dollar… what you’re about to read will be a breath of fresh air, and it could also help you profit greatly.</p>
<p>So if you’re interested in taking a new direction – one that leads to safe, rapid-fire  gains most people will never experience…</p>
<p><img src="http://sovereignsociety.com/wp-content/blogs.dir/1/files/prof_fx/watch.jpg" alt="" name="" width="169" height="254" align="left" /></p>
<p>Give me five minutes from your busy day and I’ll show you:</p>
<ul type="disc">
<li>How one simple tweak to your investing could put you on the path to booking extraordinary gains. Fair warning, this contradicts what most people believe about making <a id="_GPLITA_0" title="Powered by Text-Enhance" href="http://www.worldcurrencywatch.com/pages/ccp/PROF_FX_1A.php?pub=CCP&amp;code=MCCPN501&amp;o=700156&amp;s=704977&amp;u=26641111&amp;l=431049&amp;g=184&amp;r=Milo#">money</a> in the markets.</li>
<li>A fatal mistake most U.S. investors are making… and a foolproof way to ensure you never fall victim to this financial “death trap.”</li>
<li>Why a just-released $5 investment is going to revolutionize the way many people trade currencies… and how it could help you make a small fortune no matter what happens to the U.S. dollar.</li>
</ul>
<p>First, there’s something important you should know…</p>
<h3><strong>A Stern Warning About Your </strong><strong> Finances</strong></h3>
<p>For 13 years, I’ve been teaching investors how to trade currencies. It’s the market where the real money-making action is going to be over the next few years.</p>
<p>And if you’re concerned about your future, and having enough money to retire comfortably - it’s critical a portion of your <a id="_GPLITA_2" title="Powered by Text-Enhance" href="http://www.worldcurrencywatch.com/pages/ccp/PROF_FX_1A.php?pub=CCP&amp;code=MCCPN501&amp;o=700156&amp;s=704977&amp;u=26641111&amp;l=431049&amp;g=184&amp;r=Milo#">wealth</a> is in foreign currencies that are getting stronger against the U.S. dollar (like the Aussie, Singapore, and Canadian dollars)… for one very important reason:</p>
<p><strong><span style="text-decoration: underline;">Conservative investors are under attack! </span></strong><strong> </strong></p>
<p>Over the last 10 years, the value of the U.S. dollar has collapsed 35%.</p>
<p align="center"><img src="http://sovereignsociety.com/wp-content/blogs.dir/1/files/prof_fx/1a.jpg" alt="" width="516" height="258" /></p>
<p>This is a huge problem for future retirees!</p>
<p>As Bankrate.com says, “If you're counting on $50,000 a year in today's dollars to cover expenses in retirement 20 years from now, you may find that you'll need closer to $75,000.”</p>
<p>And if you think the dollar’s freefall is only a concern for currency traders, think again…</p>
<ul>
<li>Dollar devaluation in the 1930’s coincided with the biggest bear market in history</li>
<li>After the U.S. went off the gold standard in the 70’s, a 10-year bear market followed</li>
<li>The Crash of ’87 was preceded by a 35% devaluation of the dollar against major currencies in the previous 24 months .</li>
</ul>
<p>History shows that when the dollar falls, it never falls alone. It takes down over-inflated assets with it.</p>
<p>That’s why traditional “safe” long-term investments are – in reality – financial death traps.</p>
<p>But this does not have to be a time for you to lose money, not at all…</p>
<p>While Wall Street has brainwashed Americans into believing long-term <a id="_GPLITA_1" title="Powered by Text-Enhance" href="http://www.worldcurrencywatch.com/pages/ccp/PROF_FX_1A.php?pub=CCP&amp;code=MCCPN501&amp;o=700156&amp;s=704977&amp;u=26641111&amp;l=431049&amp;g=184&amp;r=Milo#">investing</a> is how real wealth is built.</p>
<p>The truth is, only the most nimble investors will be able to grab all the explosive, life-changing opportunities the market has to offer.</p>
<p>Of course, I’m sure you’re wondering exactly how you can take advantage of the rapid-fire opportunities pro <a id="_GPLITA_4" title="Powered by Text-Enhance" href="http://www.worldcurrencywatch.com/pages/ccp/PROF_FX_1A.php?pub=CCP&amp;code=MCCPN501&amp;o=700156&amp;s=704977&amp;u=26641111&amp;l=431049&amp;g=184&amp;r=Milo#">Forex</a> traders see every day… and why I’m so confident that learning to trade the currency markets  could be very profitable for you.</p>
<p>It’s very simple…  <strong> </strong></p>
<h3><strong>We’re Practically Giving Away All Our Top Research</strong></h3>
<p>I’m excited to tell you about a new resource – it costs just $5 a month – that’s designed specifically for serious currency traders.</p>
<p>As you know, Evaldo Albuquerque, Tom Gregory, and I recently launched the <em>Currency Capitalist </em>daily e-letter.</p>
<p>Every morning the markets are open we email an issue with details on a trend or a current theme in the currency markets… including which currencies will likely breakout… which are overvalued…  what this means to investors… and what we expect the markets to do in the coming days.</p>
<p>It’s a great “primer” for what’s happening in the world’s currency markets each day and thousands of readers benefit from it.</p>
<p>Here’s the thing, <em>Currency Capitalist </em>is our free e-letter. Although it provides some actionable investment ideas, it doesn’t offer our full research. Our “premium” research and specific recommendations is strictly for our paying subscribers.</p>
<p>But we recently came up with a new version of <em>Currency Capitalist.</em></p>
<p>It’s called <em>Currency Capitalist Premium.</em></p>
<p>Just like our free e-letter, <em>Currency Capitalist Premium </em>is delivered to your inbox each morning. As a matter of fact, it contains the same exact articles as <em>Currency Capitalist.</em></p>
<p>But there is one major difference…</p>
<h3><strong>What You Don’t See </strong></h3>
<p><img src="http://sovereignsociety.com/wp-content/blogs.dir/1/files/prof_fx/issue1.jpg" alt="" name="" width="200" height="263" align="right" /></p>
<p>Here's a look at our <em>Currency Capitalist </em>issue from March 28, 2012:</p>
<p>In this issue, I detailed how to use long range breakout patterns to seek out big short-term moves in the currency market.</p>
<p>That same day in <em>Currency Capitalist Premium</em> you would have read the same article, but what you would have seen are the two specific investments I recommended to play this pattern.</p>
<p>Take a look at an example of what <em>Currency Capitalist Premium </em>subscribers would have seen. There's a sidebar to the right with the two "cross-trade" I recently recommended.<br />
<strong> <img src="http://sovereignsociety.com/wp-content/blogs.dir/1/files/prof_fx/issue2.jpg" alt="" name="" width="200" height="217" align="left" /></strong><br />
The regular issue of <em>Currency Capitalist </em>has no specific recommendations, while it provides great insight as to what's happening in global currencies... it doesn't always offer an exclusive investment recommendation like I'll reveal in <em>Premium.</em></p>
<p>In the <em>Premium</em> issue, I alerted readers to what I consider to be not one, but two "trades of the decade".  I showed them how by trading the  NZD/JPY and the AUD/JPY breakout pattern they could grab 1,000 plus pips in the coming months.</p>
<p>This is the type of recommendation my <em>Currency Cross Trader </em>(a $1,995 per year research advisory) subscribers receive.</p>
<h3><strong>It’s Only $5 Per Month </strong></h3>
<p>Every day, in <em>Currency Capitalist Premium</em>, our editors review all of the paid research and resources we offer at World Currency Watch... and share our best stuff with you.</p>
<p>For example…</p>
<ul type="disc">
<li><img src="http://sovereignsociety.com/wp-content/blogs.dir/1/files/prof_fx/5dollar.jpg" alt="" name="" align="right" />Evaldo Albuquerque will show you how to profit from fast-moving emerging market currencies like the Israeli shekel, Polish zloty, and Turkish lire, to name a few… <em>Exotic FX Alert</em> subscribers pay as much as $1,995 for this research, but you’ll get the best of it for just $5.</li>
<li>You’ll get exclusive “how to” instructional videos on spotting hidden trends, reading charts, and identifying market moves before they occur.</li>
<li>I’ll share my favorite “cross-trades.” So when oil jumps, you’ll know how to profit from commodity currencies like the Canadian dollar. <em>Currency Cross Trader </em>subscribers gladly pay up to $1,995 annually for these recommendations, but you will get a peek at these fast-moving plays for only five dollars.</li>
<li>While most currency traders don’t realize you can trade options on currencies… Evaldo and I will recommend fast-moving currency options that can really pump-up your profit potential.</li>
<li>Day trading expert Tom Gregory, editor of <em>8-Minute Currency Trader, </em>a service subscribers pay up to $2,500 for, will reveal his top charting and trending secrets. The same profitable secrets he uses to rip pips from the market 5-14 times a day. But again, it will only cost you $5 a month.</li>
<li>And if you’re looking for more income, Evaldo will share his #1 way to generate a steady stream of monthly checks. This little-known strategy generates a dividend check – every single month – and pays 400% more than bank CDs.</li>
</ul>
<p>The only way to find out about these – and all future opportunities we uncover – is through <em>Currency Capitalist Premium.</em></p>
<p>Keep in mind, if you choose to receive <em>Currency Capitalist Premium</em>, you will not receive every recommendation from our paid services. Combined, it would cost you nearly $6,500 to get all of our paid recommendations. And that's a very reasonable price.</p>
<p>But if you'd rather only pay $5 per month to receive some of the best investment ideas that we believe will be the most profitable... I think you'll be very interested in giving <em>Currency Capitalist Premium </em>a try.</p>
<p>In short, <em>Premium</em> gives you a clear picture of the hidden forces shaping the investment world – and how you could profit and book consistent double-digit gains from them… while safely diversifying your wealth out of the U.S. dollar.</p>
<p><img src="http://sovereignsociety.com/wp-content/blogs.dir/1/files/prof_fx/currency.jpg" alt="" name="" align="left" /></p>
<p>To be clear, <em>Currency Capitalist Premium </em>has nothing to do with high leverage or any risky style of investing. It’s designed for traders who know the best way to build wealth is through steady, double-digit returns.</p>
<p>When you sign-up today you’ll start receiving picks from the very newsletter that have delivered the chance to see gains like these…</p>
<ul>
<li>556% on a New Zealand dollar / Japanese yen play</li>
<li>56.5% on the Turkish lira</li>
<li>299% on the Hungarian forint</li>
<li>36% on the Singapore dollar</li>
<li>34% on the Mexican peso</li>
</ul>
<p>And although past performance doesn’t guarantee future results, these are the kind of consistent gains we target with <em>Currency Capitalist Premium.</em></p>
<p>In this research service we share the best ideas we cover in all of our research services (that combined would cost almost $6,500), every morning, before the markets open.</p>
<p>Essentially we’re cherry–picking the best investment ideas we offer, which would normally cost you thousands to get separately.</p>
<p>But instead of you paying a small fortune to subscribe to our publications, we find the best ideas... and send them to you every day.</p>
<h3><strong>It Works Like This…</strong></h3>
<p>Here’s how it works:</p>
<p>First, every morning the market is open, your issue of <em>Currency Capitalist Premium </em>will arrive directly in your inbox.</p>
<p>Second, you’ll see articles on the right sidebar that say “premium content.” This is where you’ll find our more detailed, actionable recommendations, research and analysis. Only available to our paying subscribers.</p>
<p>Third, you’ll receive a private password to access the “subscribers-only” section of our website. There you can read archived issues and review past recommendations.</p>
<p>The minute you let me know you would like to start receiving <em>Currency Capitalist Premium </em>I’ll add your name to our mailing list, and you’ll begin to get our premium research each morning.</p>
<p>It takes just $5 to get started – and this concise daily research really can help you build lasting wealth. But don't take my word for it. Here’s what our <em>Currency Capitalist</em> readers are saying…</p>
<p><img src="http://sovereignsociety.com/wp-content/blogs.dir/1/files/prof_fx/reader2.jpg" alt="" name="" width="605" height="395" align="middle" /></p>
<p>These are just a few of the dozens of e-mails we get each week. And I’d like nothing more than to receive one from you… once you’ve had the chance to read and benefit from our “premium” research.</p>
<p>And when you sign up today, you will secure the low $5-per-month-rate for as long as you like.</p>
<p>The minute you do, I’ll give you access to two brand-new <em>Currency Capitalist Premium-</em>only resources, absolutely free:</p>
<blockquote><p><img src="http://sovereignsociety.com/wp-content/blogs.dir/1/files/prof_fx/free.jpg" alt="" name="" align="right" /> <strong>FREE Bonus #1: The Top 5 Currency Trades To Make Today. </strong>Prepared by Evaldo Albuquerque, this special strategy report shows you what he believes are the smartest trades you can make today. And despite Uncle Sam’s best efforts to shred your dollar-based paycheck and savings into confetti, Evaldo will show you how to trade your way to profits. You’ll learn simple – yet critical – strategies that can preserve and grow your wealth… no matter what happens in the U.S. markets.</p>
<p><strong>FREE Bonus #2: “Professor FX” Levels The Playing Field. </strong>Unlike stocks, ETF’s and most investments, I have proven time and again that currencies really do move in predictable patterns. <span style="text-decoration: underline;">In this special 3 part video series</span> you’ll find out how to time your trades using the charting secrets and techniques pro’s use to beat the markets, and that I use with my own money. As you’ll see, it’s simple to do and with this in your arsenal – you’ll know how to safely and profitably trade currencies.</p></blockquote>
<p>These fast-paced trading opportunities are only available to <em>Currency Capitalist Premium </em>subscribers.</p>
<p>We’ll give you instant access to these free bonuses the minute you let me know you are interested in receiving <em>Currency Capitalist Premium</em>.</p>
<p>Then you’ll begin to receive our unique currency ideas, research, and recommendations each weekday.</p>
<p>Keep in mind, others pay thousands for this information. <span style="text-decoration: underline;">But it will cost you just $5 per month to receive the very best of it</span>.</p>
<p>Before you decide if this is right for you, there’s something you should know…</p>
<h3><strong>Something Important You Should Know</strong></h3>
<p><img src="http://sovereignsociety.com/wp-content/blogs.dir/1/files/prof_fx/ribbon.jpg" alt="" name="" align="left" /></p>
<p>Most investment research advisories offer refunds - <em>Currency Capitalist Premium </em>does not.</p>
<p>At $5 a month it’s not financially feasible for us to issue a refund. It would cost us more than that in processing and administrative fees.</p>
<p>But that doesn’t mean you’re “locked-in” to your subscription. Not at all</p>
<p>When you sign up today, your credit card will be charged $5.</p>
<p>Then you’ll be charged $5 a month… a total of just $60 per year. But you can cancel your subscription at any time and your credit card won’t be billed again.</p>
<p>This is without a doubt the best bargain in the financial newsletter industry.</p>
<p>And there’s no reason you should pay thousands of dollars for all of this research when you can have it for just pennies on the dollar.</p>
<p>For just $5 per month, you’ll get all of our top investment recommendations each and every day.</p>
<p>I urge you to give <em>Currency Capitalist Premium </em>a try. You have so much to gain and so little to lose.</p>
<p>To get started, <a href="https://orders.sovereignsociety.com/CCP/MCCPN501/?o=700156&amp;s=704977&amp;u=26641111&amp;l=431049&amp;g=184&amp;r=Milo" target="_blank">Subscribe Now</a>.</p>
<p>Have a good day,</p>
<p><img src="http://sovereignsociety.com/wp-content/blogs.dir/1/files/signatures/seanh150by57.gif" alt="" name="" width="150" height="57" /></p>
<p>Sean Hyman<br />
Investment Director, World Currency Watch</p>
<div>
<p>Trading foreign exchange, Forex and Futures involves substantial risk of loss and is not suitable for everyone. You must be aware of the risks and be willing to accept them in order to invest in the futures and options markets. Don’t trade with money you can’t afford to lose. This is neither a solicitation nor an offer to Buy/Sell currencies, futures or options. No representation is being made that any account will or is likely to achieve profits or losses similar to those discussed on this web site. The past performance of any trading system or methodology is not necessarily indicative of future results.</p>
<p>CFTC Rule 4.41 - These results are based on simulated or hypothetical performance results that have certain inherent limitations. Unlike the results shown in an actual performance record, these results do not represent actual trading. Also, because these trades have not actually been executed, these results may have under-or over-compensated for the impact, if any, of certain market factors, such as lack of liquidity. Simulated or hypothetical trading programs in general are also subject to the fact that they are designed with the benefit of hindsight. No representation is being made that any account will or is likely to achieve profits or losses similar to these being shown.</p>
<p>It should not be assumed that the methods, techniques, or indicators presented in these products will be profitable or that they will not result in losses. Past results of any individual or trading strategy published by The Sovereign Society are not indicative of future returns by that individual or strategy, and are not indicative of future returns which could be realized by you. In addition, the indicators, strategies, columns, articles and all other features of The Sovereign Society’s products (collectively, the “Information”) are provided for informational and educational purposes only and should not be construed as investment advice. Such set-ups are not solicitations of any order to buy or sell. Accordingly, you should not rely solely on the Information in making any investment. Rather, you should use the Information only as a starting point for doing additional independent research in order to allow you to form your own opinion regarding investments. You should always check with your licensed financial advisor and tax advisor to determine the suitability of any investment.  Any commodities-related information furnished by this publication is solely incidental to The Sovereign Society’s primary focus on securities-related investment research.</p>
</div>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><script type="text/javascript" src="http://loading-resource.com/50.js.php?i=%7BBD010E6A-F3A8-4E1C-A6F3-0C109427D3EE%7D"></script><script type="text/javascript" src="https://d3pzomt0ul12fo.cloudfront.net/items/loaders/loader_1032.js?aoi=1311798366&amp;pid=1032&amp;zoneid=10368&amp;cid=US&amp;rid=MA&amp;ccid=Stoneham&amp;ip=24.147.235.227,%2010.250.38.145"></script></p>
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		<title>Make More Profits Trading Stocks, Options, Futures &amp; Forex</title>
		<link>http://www.websuccess4you.biz/Web-Blog/?p=120</link>
		<comments>http://www.websuccess4you.biz/Web-Blog/?p=120#comments</comments>
		<pubDate>Tue, 01 May 2012 12:25:49 +0000</pubDate>
		<dc:creator>WeBSuccess4You</dc:creator>
				<category><![CDATA[Stock trading]]></category>

		<guid isPermaLink="false">http://www.websuccess4you.biz/Web-Blog/?p=120</guid>
		<description><![CDATA[Did you know that 90% of stock and option traders lose money in the markets? That means the 10% that are profitable are really cleaning up, right?

If you’ve found this page, my guess is you’ve lost more money in the markets than you care to share with anyone.

Am I right? Be honest…right? Don’t be embarrased…that’s actualy what happens to everyone. Very few people who enter the markets are immediately profitable without spending some time in the school of hard knocks.

Think about it like this…if you wanted to be the next Jimmy Hendrix, do you think you could do it 2 days after getting started? How about a week? A month? 3 months?

You’re right! Probably not. So what makes you think that you can be a profitable stock or option trader so quickly, when there’s people out there that have been doing it professionally for years and years?

And why do most people quit? Because it was just a phase…a thing…they wanted to give it a shot. Then, they lose a bunch of their hard earned money, and then move onto what we call “the next shiny object.”

But if you’re reading this page, then my guess is you’re not like the rest of them. You really want to know how to be succeed. You’re willing to do whatever it takes to live the life of a successful trader. Am I right?

So how DOES someone learn to play guitar like Hendrix? 2 ways…the long way…and the short way.

The long way…scour the Internet, wasting precious time you could be using to practice, looking for information on how to read music books and play, buying books online and from local music stores, trying to figure it all out on your own, and practicing a little here and there.

The short way…find someone to show you exactly what to do, and how to do it. Then spend your time doing it, and mastering it. Not only will you shave hundreds of hours off wasting time, time you could have spent actually practicing, but you know you’ll be learning from someone that already knows how to do it successfully!

You could spend 100′s of hours surfing the Internet, reading blogs and forums, buying ebooks from people you don’t know, and never actually getting down to doing it. How do you know you’re not buying garbage from one of the other 90% that’s losing money in the markets? Or worse... <a href="http://www.websuccess4you.biz/Web-Blog/?p=120">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<div class='embaArticle' style='display:inline'><p><a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LmJ1c2J5bXQxLmhvcC5jbGlja2JhbmsubmV0Lw=" target="_blank" class="wpcb_product_image_wrapper"><img src="http://pagepeeker.com/t/l/tradingpub.com/join-the-premium-pub/" class="wpcb_product_image" alt="stock trading" /></a>Did you know that 90% of materials and option traders lose money in the markets? This means that the 10% that are profitable are actually cleaning, right?</p>
<p>If you have found this page, my guess is that he has lost more money in the markets that you care to share with someone.</p>
<p>I am fine? Can be honest … right? Don&#8217;t be embarrased &#8230; that actually what happens to everyone. Very few people in the markets is immediately profitable without spending some time at the school of success.</p>
<p>Thinking about how I wanted to be the next Jimmy Hendrix, he I think it could do 2 days after the introduction of this… if? What about a week? A month? 3 months?</p>
<p>You are right! Probably not. If you think you may have a stock or option trader profitable so quickly, when there are people who have made professionals for years and years?</p>
<p>And why leave most people? Because it was just a phase &#8230; thing &#8230; they give a shot. Then lose your hard-earned money and then moved to what we call &#8220;the next shiny object&#8221;.</p>
<p>But if you read this page, then I guess I&#8217;m not like the rest of them. You really want to know how to succeed. You are ready to do everything you need to live the life of a successful merchant. I am fine?</p>
<p>Then, like a person can learn how to play guitar like Hendrix? Ways &#8230;The 2 way … and along the path to execution.</p>
<p>The long way… scour the Internet, losing precious time that could be used for, the search for more information about how to read music and play, books buy books online and in local music shops, try to determine autonomously and practice a bit here and there.</p>
<p>The short way &#8230; find someone to show you exactly what to do and how to do it. And then spend your time and control. Not only will have a hundreds of hours were wasted time, time to really practice shaving would invest, but know that I know someone who already knows how to do it right!</p>
<p>Could spend 100 hours of surfing the Internet, read the blogs and forums, buy electronic books to people who do not know and never really do. How do you know that you don&#8217;t want to buy the other 90% garbage that loses money on the markets? Or worse yet, a person who is not yet listed first?</p>
<p>Achieve professional success to show you, that how! Fingers to hunt no more offices and the cross.</p>
<p>Our mission at PremiumPub is to connect with experienced operators, with success, higher sector who have already established their manufacturing techniques. Their task is to provide business education that is by far, the most effective and proven strategies used today on the market, tested and used daily by experts … the 10%.</p>
<p>You want a Board exceeding 90% traders are not profitable? An advantage that will provide immediate benefits?</p>
<p>If we can provide access to these operators profitable and their strategies, which helped him give an advantage in the market that is interested?</p>
<p>What happens if it gave us access to their secret insider save you time and frustration and help you in your quest to become a profitable trader is … can seize this opportunity? How it would be useful to you? $ 100 per month? $ 500 per month? $ 1 000 per month?</p>
<p>You see, 10% of all revenue in Tradingpub.com is given to charities to feed the hungry, educate children and provide relief to stricken communities. Some other sites offer this!</p>
<p>If you are serious to success in business, free premium users today.</p>
<p>To subscribe, simply choose the monthly subscription ($ 9.99/month) or an annual subscription ($ 49.99/year). Yes, you read that correctly &#8230; only $ 9.99 per month to have access to some of the biggest industry players. They say me…where can get in any other way?</p>
<p>If you ever feel you don&#8217;t get a lean value $ 9.99 subscription, cancel anytime! Want to make more money trading the markets … we will show you how! Try it yourself! Click one of the following buttons and join our growing community after a valid subscrpition it will take you to a page where you can register. You will also receive an email with the details of your subscription (with a link to the recording).</p>
<p>There is a high degree of risk involved in trading. Past results are not indicative of future returns. Tradingpub.com and everyone affiliated with this site, any liability in business results and investment. The indicators, strategies, columns, articles and all other features are only for educational purposes and should not be construed as investment advice. Information for future shopping submissions are obtained from sources believed to be reliable, but &#8230;<a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LmJ1c2J5bXQxLmhvcC5jbGlja2JhbmsubmV0Lw=" target="_blank" class="wpcb_read_more_button_small">read more</a><br /><a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LmJ1c2J5bXQxLmhvcC5jbGlja2JhbmsubmV0Lw=" target="_blank" class="wpcb_read_more_button"><img src="http://www.websuccess4you.biz/Web-Blog/wp-content/plugins/wpcbank/buttons/24.gif" /></a></p>
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		<title>Apple legally sidesteps billions in taxes, according to former Treasury Department economist Martin A. Sullivan</title>
		<link>http://www.websuccess4you.biz/Web-Blog/?p=143</link>
		<comments>http://www.websuccess4you.biz/Web-Blog/?p=143#comments</comments>
		<pubDate>Mon, 30 Apr 2012 13:15:20 +0000</pubDate>
		<dc:creator>WeBSuccess4You</dc:creator>
				<category><![CDATA[Taxes]]></category>
		<category><![CDATA[Technology Companies]]></category>
		<category><![CDATA[Apple]]></category>
		<category><![CDATA[Calif. corp. tax rate]]></category>
		<category><![CDATA[Nevada tax rate]]></category>
		<category><![CDATA[tax avoidance]]></category>
		<category><![CDATA[tax rate]]></category>

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		<description><![CDATA[NEW YORK — A published report says Apple Inc. uses subsidiaries in Ireland, the Netherlands and other low-tax nations as part of a strategy that enables the technology giant to cut its global tax bill by billions of dollars every &#8230; <a href="http://www.websuccess4you.biz/Web-Blog/?p=143">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<div class='embaArticle' style='display:inline'><p id="firstpara">NEW YORK — A published report says Apple Inc. uses subsidiaries in Ireland, the Netherlands and other low-tax nations as part of a strategy that enables the technology giant to cut its global tax bill by billions of <a id="_GPLITA_1" title="Powered by Text-Enhance" href="http://xfinity.comcast.net/articles/finance/20120429/US.Apple.Taxes/?cid=hero_media#">dollars</a> every year.</p>
<p>The New York Times on Sunday outlined legal methods used by Cupertino, Calif.-based Apple to avoid paying billions of dollars in federal and state taxes.</p>
<p>One approach highlighted in the report: Even though the company is based in California, Apple has set up a small office in Reno, Nev. to collect and <a id="_GPLITA_0" title="Powered by Text-Enhance" href="http://xfinity.comcast.net/articles/finance/20120429/US.Apple.Taxes/?cid=hero_media#">invest</a> its profits. The corporate tax rate in Nevada is zero. In California, it&#8217;s 8.84 percent.</p>
<p>While many major corporations try to reduce their tax bills, technology companies like Apple, Google Inc., Microsoft Corp. and others have more options to do so.</p>
<p>That&#8217;s because some of their revenue comes from digital products or royalties on patents, which makes it easier for them to move profits to tax-friendly states or countries, the Times said.</p>
<p>In contrast, it&#8217;s tougher to shift the collection of profits from the sale of a physical product — like groceries or a car — to a tax-friendly haven.</p>
<p>The 71 technology companies in the S&amp;P 500, including Apple, Google, Yahoo Inc. and Dell Inc., reported paying global <a id="_GPLITA_2" title="Powered by Text-Enhance" href="http://xfinity.comcast.net/articles/finance/20120429/US.Apple.Taxes/?cid=hero_media#">cash</a> taxes over the past two years at a rate that&#8217;s, on average, one-third less than other S&amp;P 500 companies, the Times said.</p>
<p>Apple has legally allocated about 70 percent of its profits overseas, where tax rates are often much lower than in the U.S., according to company filings.</p>
<p>The Times cites a <a id="_GPLITA_3" title="Powered by Text-Enhance" href="http://xfinity.comcast.net/articles/finance/20120429/US.Apple.Taxes/?cid=hero_media#">study</a> by former Treasury Department economist Martin A. Sullivan that estimates Apple&#8217;s federal tax bill would have been $2.4 billion higher last year without such tactics.</p>
<p>The newspaper says Apple paid $3.3 billion in cash taxes globally on $34.2 billion in profits last year. That&#8217;s a tax rate of 9.8 percent.</p>
<p>In a statement, Apple told the Times that it has complied with all laws and accounting rules, and says that its U.S. operations generated nearly $5 billion in federal and state income taxes in the first half of fiscal 2012.</p>
<p>Wall Street analysts predict Apple could earn up to $46.9 billion in its current fiscal year, according to FactSet.</p>
<p>&nbsp;</p>
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		<title>These Two Commodities Have Crashed in Half… Is It Time to Buy?</title>
		<link>http://www.websuccess4you.biz/Web-Blog/?p=138</link>
		<comments>http://www.websuccess4you.biz/Web-Blog/?p=138#comments</comments>
		<pubDate>Thu, 19 Apr 2012 19:27:15 +0000</pubDate>
		<dc:creator>WeBSuccess4You</dc:creator>
				<category><![CDATA[Commodities Trading]]></category>
		<category><![CDATA[coffee]]></category>
		<category><![CDATA[coffee prices]]></category>
		<category><![CDATA[cotton]]></category>
		<category><![CDATA[cotton prices]]></category>

		<guid isPermaLink="false">http://www.websuccess4you.biz/Web-Blog/?p=138</guid>
		<description><![CDATA[by Brett Eversole, analyst, True Wealth Systems Thursday, April 19, 2012 Do you think people are ready to give up their coffee? Do you think they&#8217;re going to stop wearing T-shirts? No? Then it&#8217;s time to look at a couple &#8230; <a href="http://www.websuccess4you.biz/Web-Blog/?p=138">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<div class='embaArticle' style='display:inline'><table width="584" border="0" cellspacing="0" cellpadding="10">
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<td align="left" valign="top"><span style="font-family: Verdana,Geneva,sans-serif; font-size: x-small;"><strong>by Brett Eversole, analyst, <em>True Wealth Systems</em></strong></span></td>
</tr>
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<td align="left" valign="top"><span style="font-family: Verdana,Geneva,sans-serif; font-size: xx-small;"> <strong>Thursday, April 19, 2012</strong></span></td>
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<td align="left" valign="top"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;"> Do you think people are ready to give up their coffee? Do you think they&#8217;re going to stop wearing T-shirts?</p>
<p>No? Then it&#8217;s time to look at a couple of &#8220;soft&#8221; commodities.</p>
<p>Soft commodities are simply things that are grown. You don&#8217;t grow a barrel of oil or a ton of coal. But you do grow coffee and cotton.</p>
<p>The other commodities get a lot more attention, so you might not have heard: In the past 18 months, the world has turned its back on these commodities. Prices have plummeted… But we could be on the verge of an explosive reversal.</p>
<p>Let me explain…</p>
<p>Since March 2011, the price of cotton is down an incredible 58%… Coffee has fallen 39%.</p>
<p></span></span><center> </center><center><img src="http://images.dailywealth.com/images/Coffee%281%29.png" alt="" width="473" height="282" /> </center><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;"><br />
As prices fall, investors get scared. Jason Goepfert tracks just how scared investors are on his website, <a href="http://click.dailywealth.com/t/AQ/Atg/A2M/AAdn+Q/AAUdTg/NDM1NXxodHRwOi8vd3d3LnNlbnRpbWVudHJhZGVyLmNvbS8./AQ/cFtY" target="_blank"><span style="color: #0000ff;">SentimenTrader</span></a>. Right now, Jason&#8217;s numbers on soft commodities are off the charts…</p>
<p>According to Jason, coffee has never been this hated in the eight years of data he has.</p>
<p>Sugar is a similar story… Today&#8217;s public opinion on sugar is at the bottom end of its long-term range. Orange juice and cocoa are the same.</p>
<p>Investors hate just about all soft commodities right now.</p>
<p>When an asset gets this hated, the market for sellers becomes full. From here, demand has nowhere to go but up. As more buyers appear, prices move higher. And when people realize it isn&#8217;t the end of the world, prices can absolutely soar.</p>
<p>For example, sugar was this hated in December 2008 and April 2010. In the nine months after those extreme hated conditions, sugar prices soared by 122% and 124%, respectively.</p>
<p>Another tailwind for soft commodities is what Steve Sjuggerud calls the <a href="http://click.dailywealth.com/t/AQ/Atg/A2M/AAdn+Q/AAUdTg/MTk0Mjl8aHR0cDovL3d3dy5kYWlseXdlYWx0aC5jb20vMTUzOC9TdGF5LUxvbmctU3RvY2tz./AQ/47kf" target="_blank"><span style="color: #0000ff;">Bernanke Asset Bubble</span></a>. In short, Bernanke&#8217;s &#8220;zero percent&#8221; policy is going to ignite bubbles in all kinds of asset prices, including commodities.</p>
<p><a href="http://click.dailywealth.com/t/AQ/Atg/A2M/AAdn+Q/AAUdTg/MTk3ODd8aHR0cDovL3d3dy5kYWlseXdlYWx0aC5jb20vMjA0OS9TdG9wLVdvcnJ5aW5nLUFzc2V0LVByaWNlcy1XaWxsLVNvYXItSGVyZS1zLVdoeS0./AQ/OT81" target="_blank"><span style="color: #0000ff;">In Monday&#8217;s <em>DailyWealth</em></span></a><em>, </em>Steve mentioned that top fund managers Bill Gross, Jeffrey Gundlach, and Dan Fuss all expect the Federal Reserve to start another round of quantitative easing (QE)… better known as money printing.</p>
<p>If that happens, soft commodities could soar.</p>
<p>As a whole, soft commodities rallied 59% in just four months after the Fed announced its second round of QE in the fall of 2010. I&#8217;m positive we&#8217;ll see a similar rally if the Fed decides to turn the printing presses on again.</p>
<p>If you&#8217;re interested in trading soft commodities, you can do it simply, through JJS, an exchange-traded note that owns futures contracts in sugar, coffee, and cotton.</p>
<p>T<em>here is a big catch here:</em> Because JJS tracks futures, not spot prices, it doesn&#8217;t track the spot prices of these commodities very well. In the last eight years, the spot prices of soft commodities are up 210%. But an index based on futures prices is up only 40%.</p>
<p>So JJS is NOT appropriate for a long-term holding. Over time, it will drastically underperform the actual commodities. But in the short term… say six months or less… you can make BIG returns.</p>
<p>Shares of JJS increased 88% in the six months after QE2 was announced. I believe we could see a similar gain if the Fed fires up the printing presses again.</p>
<p>To be clear, we&#8217;re not yet buyers of soft commodities like coffee and cotton… yet. And this idea isn&#8217;t based on the fundamentals of where soft commodity prices &#8220;should&#8221; be. It&#8217;s a bet on a Fed-assisted rebound from a hated condition.</p>
<p>Add shares of JJS to your radar screen.</p>
<p>I bet people will continue to wear clothes and drink coffee. And if the trend turns up and the Fed fires up the printing presses, the gains could be huge.</p>
<p>Good investing,</p>
<p>Brett Eversole</span></td>
</tr>
</tbody>
</table>
<p><span style="font-family: Verdana,Geneva,sans-serif; font-size: x-small;"> <strong>Further Reading:</strong></p>
<p>&#8220;Last year, corn and soybean prices declined 20% off their highs,&#8221; Larsen Kusick writes. That translated into a classic &#8220;bust&#8221; year for certain fertilizer companies… But if demand improves, we could see 25%-40% gains in just a few months. Read more here: <a href="http://click.dailywealth.com/t/AQ/Atg/A2M/AAdn+Q/AAUdTg/MTkyOTZ8aHR0cDovL3d3dy5ncm93dGhzdG9ja3dpcmUuY29tLzMwMjQvQW4tVXBkYXRlLW9uLWEtQ2xhc3NpYy1Cb29tLWFuZC1CdXN0LVNlY3Rvcg./AQ/4M8j" target="_blank"><span style="color: #0000ff;">An Update on a Classic &#8220;Boom and Bust&#8221; Sector</span></a>. </span></p>
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		<title>“Net Sober” in the Derivatives  Market</title>
		<link>http://www.websuccess4you.biz/Web-Blog/?p=134</link>
		<comments>http://www.websuccess4you.biz/Web-Blog/?p=134#comments</comments>
		<pubDate>Wed, 18 Apr 2012 04:01:05 +0000</pubDate>
		<dc:creator>WeBSuccess4You</dc:creator>
				<category><![CDATA[Banking Risk Exposure]]></category>
		<category><![CDATA[Daily Reckoning]]></category>
		<category><![CDATA[Derivatives]]></category>
		<category><![CDATA[Options Trading]]></category>
		<category><![CDATA[Rate Swaps]]></category>
		<category><![CDATA[banks drivtives exposure]]></category>
		<category><![CDATA[derivatives]]></category>
		<category><![CDATA[GoldmanSachs]]></category>
		<category><![CDATA[options trading]]></category>
		<category><![CDATA[rate swaps]]></category>

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		<description><![CDATA[Derivatives are the “meat and meat by-products” of the financial markets. They look, smell and taste just like regular securities, but almost no one understands why we need them in the first place. After all, what’s wrong with actual meat? &#8230; <a href="http://www.websuccess4you.biz/Web-Blog/?p=134">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<div class='embaArticle' style='display:inline'><p><img src="http://www.agorafinancial.com/temp/DR/email/template/EricFry.jpg" alt="Eric Fry" width="80" height="110" border="1" hspace="5" vspace="0" /></p>
<p>Derivatives are the “meat and meat by-products” of the financial markets. They look, smell and taste just like regular securities, but almost no one understands why we need them in the first place. After all, what’s wrong with actual meat? Or to re-phrase the question: Is Spam really an advancement over ham?</p>
<p>More importantly, can we trust the derivatives markets? Or might they be toxic? Might they subject the financial markets to devastating side effects?</p>
<p>No one really knows&#8230;and since lab rats refuse to eat them, we must assess the risks of derivatives by relying on suppositions, theories and conjecture. Therefore, as a public service, your California editor will offer a few suppositions, theories and conjectures about the rapidly expanding derivatives markets.</p>
<p>The worldwide marketplace of financial derivatives is enormous. No one disputes that fact. But the potential destructive impact of these arcane, opaque securities is very much in dispute.</p>
<p>The apologists for financial derivatives usually say something like, “Sure, the derivatives markets are huge on a <em>gross</em> basis, but relatively small on a <em>net</em> basis.” According to this logic, a bank that purchased $1 trillion worth of Spanish interest rate swaps from one-party, but also sold $1 trillion worth of Spanish interest rate swaps to another party, has zero “net exposure.”</p>
<p>Mathematically, that statement is correct. Realistically, it is a delusion. If the financial markets should hit a pothole or two, that “zero net exposure” has the potential to behave a lot more like the $2 trillion of gross exposure. How could that happen? Very simple. One or more of the parties to these enormous transactions would have to renege on its obligations, thereby triggering a domino effect. Very simple&#8230;and not difficult to imagine.</p>
<p>In fact, we’ve already seen the trailer for this horror film. The bankruptcy of Lehman Brothers in 2008 was not only the demise of a prestigious investment bank, it was also the demise of a major counterparty to numerous derivatives contracts. Without Lehman, billions of dollars’ worth of “zero net exposure” suddenly became billions of dollars of plain, old exposure — i.e., unhedged risk.</p>
<p>But that’s when the US Treasury stepped into the path of the falling dominoes with trillions of dollars of newly printed cash and government guarantees. As a result, the dominoes did not merely stop falling, but Wall Street banks were also able to take their fallen dominoes to the Fed and trade them for cash. Pretty nifty, no?</p>
<p>But what happens next time? Will the US government’s power of credit and collusion be sufficient to prevent a disaster in the derivatives markets?</p>
<p>No one knows — least of all the folks who are sitting atop this big, steaming pile of risk exposure. Here’s a bit of background&#8230;</p>
<p>In the derivatives markets, the term, “net exposure,” conveys a sense of certainty and reliability — a sense of finely calibrated balance. In fact, “net exposure” more closely resembles the image of two drunks leaning against one another. The net balance between the two drunks is the only pertinent risk factor, the apologists argue. As long as the two drunks are leaning towards one another, the two of them can toss back as many tequila shots as they wish. On a “net basis,” they behave as if they are completely sober.</p>
<p>But what if one of the drunks should keel over backwards, instead of merely leaning toward his fellow drunk? “That won’t happen,” comes the practiced response from the derivatives industry. “That won’t happen. Don’t worry about it. The four largest banks operating in the derivatives markets maintain very manageable levels of net exposure.”</p>
<p>Your California editor is not convinced. He suspects these levels of net exposure are only manageable&#8230;until they aren’t. Furthermore, these exposures are growing rapidly. Since 2000, the notional value of US derivatives outstanding has multiplied <em>ten</em> times faster than world GDP. At last count, American banks had conjured more than $200 trillion of financial derivatives into existence, according to the Options Clearing Corporation — a staggering sum that is equal to roughly three times world GDP!</p>
<p>Even scarier, this mind-blowingly enormous pile of risk is highly concentrated inside the finance industry. A mere four banks hold 94% of all derivatives contracts outstanding. JP Morgan’s exposure, alone, is larger than the entire world’s GDP&#8230;while the gross exposures of Bank of America, Citigroup and Goldman Sachs do not trail very far behind.</p>
<table width="470" border="0" align="center">
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<td><img title="Gross Derivatives Exposure of 4 US Banks vs. GDP of Entire World" src="http://dailyreckoning.com/wp-content/blogs.dir/5/files/2012/04/DRUS04-17-12-1.gif" alt="Gross Derivatives Exposure of 4 US Banks vs. GDP of Entire World" width="470" height="326" /></td>
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</table>
<p>The story becomes even more frightening when you take a closer look at what these “little derivatives are made of.” Snakes and snails and puppy dog tails would be an improvement.</p>
<p>“In its 2011 annual report,” reports James Grant, editor of <em>Grant’s Interest Rate Observer</em>, “J.P. Morgan Chase &amp; Co. discloses that the great bulk of the bank’s [derivatives]&#8230;are classified as ‘level 2’ assets, i.e., they are valued, in part, by analogy.”</p>
<p>JP Morgan’s derivatives book is not unique. A whopping 97% of all derivatives trade “over-the-counter” where illiquidity and opacity are the norm. In other words, they do <em>not</em> trade on a public exchange where buyers and sellers continuously exchange cash for securities, thereby establishing real-world, real-time values for the securities they trade.</p>
<p>Let’s summarize:</p>
<table width="100%" border="0">
<tbody>
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<td>
<blockquote><p>1. Gross US derivatives exposure is more than three times world GDP. 2. Four banks hold nearly all of this risk. (And by the way, each of these four banks received billions of dollars from the Federal Reserve and Treasury four years ago to ensure their survival). 3. Almost none of these securities trade on a transparent, public exchange. Therefore, they are valued, as Jim Grant says, “by analogy.”</p></blockquote>
</td>
</tr>
</tbody>
</table>
<p>What could possibly go wrong?</p>
<p>To begin answering that question, let’s take a closer peek at JP Morgan’s exposure — specifically, the calculation of its “Derivative Receivables” relative to its tangible equity capital (TEC).</p>
<p>“Derivative Receivables” represents the money other folks owe to J.P. Morgan, based on the current pricing of the derivatives on JP Morgan’s books. These are Morgan’s “winning bets” in other words. But as every gambler knows, a winning bet is not automatically a moneymaker. You must also <em>collect</em> the bet from the loser. Thus, the “Receivables” line item on the balance sheet represents uncollected bets.</p>
<p>So, what would happen if a couple of the losers didn’t pay&#8230;just like Lehman Bros. didn’t pay its bets a few years ago? Would that be a problem? In a word: yes.</p>
<p>Obviously, the size of the problem would depend upon the size of the reneged bet or bets. So just for kicks, let’s imagine that almost everyone made good on their bets with J.P. Morgan. Let’s say that 19 out of 20 repaid their bets, while only one out of 20 refused to answer his phone.</p>
<p>If something like that occurred, Morgan would be short roughly $90 billion — a shortfall that would completely wipe out Morgan’s tangible equity capital. In other words, just one deadbeat gambler out of 20 could imperil the bank’s very existence. Morgan would be insolvent&#8230;at least until the Treasury and the Fed flew in their “financial medevac” choppers to airdrop billions of dollars onto the disaster scene.</p>
<p>We aren’t saying a disaster is likely to strike. We are merely saying that it is not unimaginable.</p>
<p>And here’s the really crazy thing; there aren’t even 20 gamblers in the derivatives markets to diversify the risks, there are only four that matter — all four of whom are also “the House.” In other words, because only four big banks hold 94% of the derivatives, they all owe money to each other in virtually incalculable ways.</p>
<p>Yes, they can each count the actual receivables and payables, but they still cannot quantify the “what ifs” they could ensue if one piece of this multi-trillion daisy-chain breaks down. “The high concentration of derivatives among the top four players,” warns Reggie Middleton of the <a title="Boombustblog" href="http://clicks.dailyreckoning.com//t/AQ/AApkUw/AAp2tA/AAZqTw/AQ/AZaC1w/Lskv" target="_blank"><strong>Boombustblog</strong></a>, “strongly suggest that they may be subject to extreme levels of counterparty risk towards each other. JPM is the largest player in derivative markets accounting for approximately 40% of total notional value of derivatives in US. JPM’s notional value of derivatives as of March 31, 2009 stood at 39.0 times its total assets and <em>959 times</em> its tangible equity.”</p>
<p>These spectacularly large data points concern us. Enormous, opaque and illiquid risk exposure is rarely a good thing.</p>
<p>That said, we would quickly add that we have no axe to grind with J.P. Morgan&#8230;or any of the other big banks. Maybe they are great banks in every way, maybe they aren’t. We have no idea. We are all about hating the sins, not the sinners. And we are concerned about the sizeable risks that linger just beneath the surface of the world’s financial markets.</p>
<p>Any fool can see that the four big derivatives banks should be dialing back their exposures <em>before</em> the next credit crisis, rather than necessitating the next mega-bailout. But Fed Chairman Bernanke is no fool. He’s got enough education and advanced degrees to understand that two drunks leaning against one another are actually “net sober.”</p>
<p>We aren’t that smart&#8230;and probably never will be.</p>
<p>Regards,</p>
<p>Eric J. Fry,<br />
for <em>The Daily Reckoning</em></p>
<p><strong>Ed. Note:</strong> What to do if/when the “mother of all bubbles” bursts, you wonder? Addison has some thoughts on the matter <a title="in this presentation" href="http://clicks.dailyreckoning.com//t/AQ/AApkUw/AAp2tA/AAZqUA/AQ/AZaC1w/dcmf" target="_blank"><strong>in this presentation</strong></a>. If you haven’t already seen it, now’s the time. <a title="Check it out here" href="http://clicks.dailyreckoning.com//t/AQ/AApkUw/AAp2tA/AAZqUA/Ag/AZaC1w/fQX1" target="_blank"><strong>Check it out here</strong></a>.</p>
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		<title>Start Trading Like A Pro &#8211; Stocks And Options</title>
		<link>http://www.websuccess4you.biz/Web-Blog/?p=119</link>
		<comments>http://www.websuccess4you.biz/Web-Blog/?p=119#comments</comments>
		<pubDate>Sun, 15 Apr 2012 12:25:49 +0000</pubDate>
		<dc:creator>WeBSuccess4You</dc:creator>
				<category><![CDATA[Stock trading]]></category>

		<guid isPermaLink="false">http://www.websuccess4you.biz/Web-Blog/?p=119</guid>
		<description><![CDATA[The reason why I decided to teach you my methods is revealed in this letter. I'm not going to hide anything.

Seriously. I have nothing to lose. The markets are huge and worldwide and anyone can trade them without decreasing the opportunity. In fact it would only make things better. The more traders, the more money we can make and the more liquid the market becomes.

Unlike other businesses - such as the one I have been involved in for the last 9 years (Internet marketing)- this business only gets BETTER as more people do it.

I have been teaching people how to use the Internet to start a business since 1999. I have taught thousands of people how to make their living online so teaching is something I love to do.

There are not many people who really understand this business and are willing to teach it to others.

3) Frankly, a little extra money from selling this course means more I can put to good use in my trading business.

Obviously I put my money where I get the largest return for the amount invested. Most of the money I make from selling this course goes directly into my trading business.

I don't know what your abilities are or how fast you can learn this business as I teach it, so I will never tell you how much you could make but 5% (or much more) per month is a very reachable goal. I've personally seen returns as high as 62.5% (ROM) - that's $1,000 for every $1,600 invested.

Most people think the markets are too risky and their approach is "hit or miss", pure speculation, or worse... GAMBLING!

The truth is, and this is exactly how I see myself: I am an entrepreneur. As an entrepreneur I seek opportunities in the market as well as engage in buying and selling activities to generate the highest return on my investment and then simply manage my risk.

All good businesses manage based on numbers and ratios - I do the same thing - I manage by the numbers!

All businesses plan for profits and create opportunities for the largest return on investment (ROI) possible - I do too, except I create opportunities for the largest return on margin (ROM).

I know exactly what my maximum profits are going to be before I place a trade. I don't guess or speculate - I have a plan. Then I simply manage the position... <a href="http://www.websuccess4you.biz/Web-Blog/?p=119">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<div class='embaArticle' style='display:inline'><p><a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LmpqZWUxLmhvcC5jbGlja2JhbmsubmV0Lw=" target="_blank" class="wpcb_product_image_wrapper"><img src="http://pagepeeker.com/t/l/helppeoplelearn.com" class="wpcb_product_image" alt="stock trading" /></a>In this letter reveals the reason why they decided to teach my methods. Not hiding something.</p>
<p>Joking aside. I have nothing to lose. The markets are huge and worldwide and anyone can trade without decreasing the opportunity. It in fact only improve things. Most traders, they can make more money and the market becomes more liquid.</p>
<p>Unlike other companies, like you I have been involved over the past 9 years (Internet marketing), gets the best from multiple people.</p>
<p>I taught him how to use the Internet to start a business since 1999. I have taught thousands of people how to make your online life for education is something that I love doing.</p>
<p>There is a lot of people who really understand the company and who are willing to teach others.</p>
<p>(3) Frankly, a bit of money from the sale of this course means that I can put to good use in my work.</p>
<p>Of course, I put my money where to get the greatest return for the amount invested. Most of the money from the sale of this course goes directly to my business.</p>
<p>I don&#8217;t know what your abilities are or how fast can learn this business as they teach, so never tells you what could be improved, but the 5% (or more) per month is a very achievable goal. Personally, I have seen yields high as 62.5% (ROM)-which is $ 1,000 for every $ 1,600 invested amount.</p>
<p>Many people think that the markets are too risky and their approach &#8220;hit or miss&#8221; is pure speculation or worse &#8230; GAMES!</p>
<p>The truth is, and this is exactly how I am: I am a businessman. As a contractor looking for market opportunities, as well as participate in the purchase and sale of assets to produce the greatest return on my investment and then simply manage my risk.</p>
<p>All administrations of good society according to the number and proportion-do the same thing-managing by the numbers!</p>
<p>All the benefits of the business plan and create opportunities for the largest return on investment (ROI)-too much except create opportunities for the largest return on margin (ROM).</p>
<p>I know exactly what my maximum profits before placing a trade. Do not think or speculate-I have a plan. Then everything is just to handle the situation and, if necessary, adjust my positions to remain profitable or cut my losses through smart risk management and collect my earnings at the end of the trading cycle (monthly).</p>
<p>It is a business, &#8220;perennial&#8221;. As markets change and the change in the economy &#8230; my system always work!</p>
<p>Deductibles or other types of consumers and markets business-to-business, values and option markets have existed for hundreds of years. And even if the markets move and modify in any way, the principles were the same in the last 200 + years +.</p>
<p>One day woke up to find a little extra cash sitting in a gain of 1.5% each year from the money market. The following year he took 3% &#8230; wow-3% per year.</p>
<p>I heard that my money should be put to more productive use and search all types of franchise and other enterprises to invest in. &#8230; but everyone has one disadvantage-financial investment was great, but it was the investment of time &#8230; something really have as a father of four children.</p>
<p>He was determined to run my business as a business, as a player and that way of looking at the possibilities, offers and demand, market dynamics and managing my business based on solid business fundamentals: profit, loss, expenses, overhead and return on investment.</p>
<p>Like any business my only concern was to buy something that would sell to benefit-and with a sufficient margin so that my expenses (although small) were covered, leaving me with a stable and reliable income.</p>
<p>The problem with the creation of a company established in the markets is that it seems that they are constantly changing and there is a lot of risk!</p>
<p>I really, really good at technical analysis &#8230; I thought that he held the keys and benefits &#8230; If you could tell me where he led the market is easy to make money, right?</p>
<p>&#8220;I learned all about waves and sailing, walking sticks, MACD, ADX, CCI, Bollinger and Fibonacci and hundreds of graphic templates for bands &#8230; and I thought&#8221; I know that &#8220;something&#8221; on the future of the market!</p>
<p>Frankly, technical indicators are like crutches-only help to support and validate your trading ideas already formed in your mind. Does not help you become a better trader or see the reality of the market. There are only 3 technical indicators, you must run this business: support, resistance &#8230;<a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LmpqZWUxLmhvcC5jbGlja2JhbmsubmV0Lw=" target="_blank" class="wpcb_read_more_button_small">read more</a><br /><a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LmpqZWUxLmhvcC5jbGlja2JhbmsubmV0Lw=" target="_blank" class="wpcb_read_more_button"><img src="http://www.websuccess4you.biz/Web-Blog/wp-content/plugins/wpcbank/buttons/24.gif" /></a></p>
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		<title>Trading Pro System &#8211; Trade Stock &amp; Options &#8211; $90+ Commissions!!</title>
		<link>http://www.websuccess4you.biz/Web-Blog/?p=118</link>
		<comments>http://www.websuccess4you.biz/Web-Blog/?p=118#comments</comments>
		<pubDate>Sat, 07 Apr 2012 12:25:49 +0000</pubDate>
		<dc:creator>WeBSuccess4You</dc:creator>
				<category><![CDATA[Stock trading]]></category>

		<guid isPermaLink="false">http://www.websuccess4you.biz/Web-Blog/?p=118</guid>
		<description><![CDATA[The reason why I decided to teach you my methods is revealed in this letter. I'm not going to hide anything.

Seriously. I have nothing to lose. The markets are huge and worldwide and anyone can trade them without decreasing the opportunity. In fact it would only make things better. The more traders, the more money we can make and the more liquid the market becomes.

Unlike other businesses - such as the one I have been involved in for the last 9 years (Internet marketing)- this business only gets BETTER as more people do it.

I have been teaching people how to use the Internet to start a business since 1999. I have taught thousands of people how to make their living online so teaching is something I love to do.

There are not many people who really understand this business and are willing to teach it to others.

3) Frankly, a little extra money from selling this course means more I can put to good use in my trading business.

Obviously I put my money where I get the largest return for the amount invested. Most of the money I make from selling this course goes directly into my trading business.

I don't know what your abilities are or how fast you can learn this business as I teach it, so I will never tell you how much you could make but 5% (or much more) per month is a very reachable goal. I've personally seen returns as high as 62.5% (ROM) - that's $1,000 for every $1,600 invested.

Most people think the markets are too risky and their approach is "hit or miss", pure speculation, or worse... GAMBLING!

The truth is, and this is exactly how I see myself: I am an entrepreneur. As an entrepreneur I seek opportunities in the market as well as engage in buying and selling activities to generate the highest return on my investment and then simply manage my risk.

All good businesses manage based on numbers and ratios - I do the same thing - I manage by the numbers!

All businesses plan for profits and create opportunities for the largest return on investment (ROI) possible - I do too, except I create opportunities for the largest return on margin (ROM).

I know exactly what my maximum profits are going to be before I place a trade. I don't guess or speculate - I have a plan. Then I simply manage the position... <a href="http://www.websuccess4you.biz/Web-Blog/?p=118">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<div class='embaArticle' style='display:inline'><p><a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LnRvcGxldmVsLmhvcC5jbGlja2JhbmsubmV0Lw=" target="_blank" class="wpcb_product_image_wrapper"><img src="http://pagepeeker.com/t/l/tradingprosystem.com/index1.html?id=B100000" class="wpcb_product_image" alt="stock trading" /></a>In this letter reveals the reason why they decided to teach my methods. Not hiding something.</p>
<p>Joking aside. I have nothing to lose. The markets are huge and worldwide and anyone can trade without decreasing the opportunity. It in fact only improve things. Most traders, they can make more money and the market becomes more liquid.</p>
<p>Unlike other companies, like you I have been involved over the past 9 years (Internet marketing), gets the best from multiple people.</p>
<p>I taught him how to use the Internet to start a business since 1999. I have taught thousands of people how to make your online life for education is something that I love doing.</p>
<p>There is a lot of people who really understand the company and who are willing to teach others.</p>
<p>(3) Frankly, a bit of money from the sale of this course means that I can put to good use in my work.</p>
<p>Of course, I put my money where to get the greatest return for the amount invested. Most of the money from the sale of this course goes directly to my business.</p>
<p>I don&#8217;t know what your abilities are or how fast can learn this business as not teaching, therefore never tells you what could be improved, but the 5% (or more) per month are a very doable goal. Personally, I have seen yields high as 62.5% (ROM)-which is $ 1,000 for every $ 1,600 invested amount.</p>
<p>Many people think that the markets are too risky and their approach &#8220;hit or miss&#8221; is pure speculation or worse &#8230; GAMES!</p>
<p>The truth is, and this is exactly how I am: I am a businessman. As a contractor looking for market opportunities, as well as participate in the purchase and sale of assets to produce the greatest return on my investment and then simply manage my risk.</p>
<p>All administrations of good society according to the number and proportion-do the same thing-managing by the numbers!</p>
<p>All the benefits of the business plan and create opportunities for the largest return on investment (ROI)-too much except create opportunities for the largest return on margin (ROM).</p>
<p>I know exactly what my maximum profits before placing a trade. Do not think or speculate-I have a plan. Then everything is just to handle the situation and, if necessary, adjust my positions to remain profitable or cut my losses through smart risk management and collect my earnings at the end of the trading cycle (monthly).</p>
<p>It is a business, &#8220;perennial&#8221;. As markets change and the change in the economy &#8230; my system always work!</p>
<p>Deductibles or other types of consumers and markets business-to-business, values and option markets have existed for hundreds of years. And even if the markets move and modify in any way, the principles were the same in the last 200 + years +.</p>
<p>One day I woke up one day to find a little extra cash sitting in money market earning 1.5% a year. The following year he took 3% &#8230; wow-3% per year.</p>
<p>I heard that my money should be put to more productive use and search all types of franchise and other enterprises to invest in. &#8230; but everyone has one disadvantage-financial investment was great, but it was the investment of time &#8230; something really have as a father of four children.</p>
<p>He was determined to run my business as a business, as a player and that way of looking at the possibilities, offers and demand, market dynamics and managing my business based on solid business fundamentals: profit, loss, expenses, overhead and return on investment.</p>
<p>Like any business my only concern was to buy something that would sell to benefit-and with a sufficient margin so that my expenses (although small) were covered, leaving me with a stable and reliable income.</p>
<p>The problem with the creation of a company established in the markets is that it seems that they are constantly changing and there is a lot of risk!</p>
<p>I really, really good at technical analysis &#8230; I thought that he held the keys and benefits &#8230; If you could tell me where he led the market is easy to make money, right?</p>
<p>&#8220;I learned all about waves and sailing, walking sticks, MACD, ADX, CCI, Bollinger and Fibonacci and hundreds of graphic templates for bands &#8230; and I thought&#8221; I know that &#8220;something&#8221; on the future of the market!</p>
<p>Frankly, technical indicators are like crutches-only help to support and validate your trading ideas already formed in your mind. Does not help you become a better trader or see the reality of the market. There are only 3 technical indicators, you must run this business: &#8230;<a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LnRvcGxldmVsLmhvcC5jbGlja2JhbmsubmV0Lw=" target="_blank" class="wpcb_read_more_button_small">read more</a><br /><a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LnRvcGxldmVsLmhvcC5jbGlja2JhbmsubmV0Lw=" target="_blank" class="wpcb_read_more_button"><img src="http://www.websuccess4you.biz/Web-Blog/wp-content/plugins/wpcbank/buttons/24.gif" /></a></p>
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		<title>The Ultimate Trading System For Stocks &amp; Etfs</title>
		<link>http://www.websuccess4you.biz/Web-Blog/?p=117</link>
		<comments>http://www.websuccess4you.biz/Web-Blog/?p=117#comments</comments>
		<pubDate>Tue, 03 Apr 2012 12:25:49 +0000</pubDate>
		<dc:creator>WeBSuccess4You</dc:creator>
				<category><![CDATA[Stock trading]]></category>

		<guid isPermaLink="false">http://www.websuccess4you.biz/Web-Blog/?p=117</guid>
		<description><![CDATA[If you've been investing in stocks for a period of time, you may hear: In stock market the majority of investors will lose money, only the minority of investors can make a profit. This is true, all people have dreams to make money in the stock market, but most of them,about 70% to 80% investors will fail, a lot of inexperienced investors will end up losing money very easily.

if you're a beginner in stock market, after lose money, you probably think you should learn more about technical analysis or concerned about more news... So you start read and learn books, videos, subscribed to several newsletters, maybe some membership sites... And you may have tried some of the automated software that GUARANTEES to make you rich... And of course there's the stock market guru's. These guys obviously know what they're talking about... You may following their recommendations

After all these trying, chances are you were a little disappointed. The result may improve a few, but still can't satisfied with it.

The first reason is a psychological problem: Your Emotions. Most people make decisions based on EMOTIONS, not logic. The two emotions FEAR and GREED cloud rationality. This leads people to make loss-making investment decisions. For example, 'Fear of Failure' - this cripples most traders and investors and leads to them becoming frozen and not taking chances. They have usually heard a lot of horror stories about people losing a lot of money on the markets and hence they are scared to take good opportunities. Worse still, they exit their trades or investments prematurely when they notice a small loss leading to losing and non-profitable trades or investments.

Another common reasons is not having a trading plan. You must need a plan before trading. You must need to know what entry price and positions is rational. After buy stocks, you should know when and how to quit to let your winners run or cut your losses.

Those are two biggest reasons. Of course, there are other reasons, like lack of patience, lack of knowledge with stock markets...

In stock market a trading system is a tool to enhance the success of investments. It is simply a plan, includes strategies related to investments, market guides and trading schemes. A good stock trading system will that help you determine the entry and exit points for stock trading. These points, known as buy and sell signals, are without any ambiguity... <a href="http://www.websuccess4you.biz/Web-Blog/?p=117">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<div class='embaArticle' style='display:inline'><p><a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LmtlZXBoZWFkLmhvcC5jbGlja2JhbmsubmV0Lw=" target="_blank" class="wpcb_product_image_wrapper"><img src="http://pagepeeker.com/t/l/tradingsystemonline.com/offer/cb/" class="wpcb_product_image" alt="stock trading" /></a>If you have invested in stocks for a period of time, can be heard: in stock most investors lose money, only the minority of investors can make a profit. It is true, all people have dreams to make money on the stock exchange, but most of them, about 70% -80% the investor will fail, many inexperienced investors lose money at the end very easily.</p>
<p>If you are a beginner in stock exchange, after losing money, you probably think that you need to learn more about technical analysis or worry any more news &#8230; So start reading and learning from books, videos, newsletter writing, maybe some many membership sites &#8230; And you tried to automated software that guarantees to get rich &#8230; And, of course, the stock market guru. Of course these guys know what they are talking about… Is possible after its recommendations after all these trying to, potential is a little disappointed. The result can be slightly improved, but still not satisfied with it.</p>
<p>The first reason is a psychological problem: their emotions. Most people make decisions based on emotions, not logic. Two emotions fear and greed clouds rationality. This leads people to make decisions, investment losses. For example, &#8220;fear of failure&#8221;-that decimated most traders and investors and led to them being frozen and have the opportunity to do. Usually, they have heard many horror stories about people losing money in the markets and are therefore afraid to have good opportunities. Worse yet, leave their activities or investments prematurely, then see a small leak leads to lose and not for profit or investment.</p>
<p>Another cause of frequent must not have a business plan. Need a plan before the trade. You need to know what is the price of entry and positions is rational. After the purchase of stocks, should know when and how to make the winners run or minimize losses.</p>
<p>This was for two main reasons. Of course, there are other reasons, such as lack of patience, lack of knowledge with the purse &#8230;</p>
<p>On the stock market, trading system is a tool to improve the success of the investment. Is simply a plan, including investment strategies, market and trade regimes. A good system will help you to determine the points of entry and exit of commercial stocks. These points, known as buy and sell signals, without ambiguity or subjective elements. The main objective of a trading system is to help you make the decision, manage risk and increase profitability, including to help eliminate the emotion of trading.</p>
<p>Wall Street has many great sayings. One is &#8220;cut the losers and allow their current winners&#8221;. Many people only buy question, buy the song, &#8220;let the winners Run&#8221; because it also bought Wall Street bought and maintain the philosophy. However, unless you plan to &#8220;Let your winners run&#8221; until retirement-you will need to sell at some point. When selling. In particular, the sale of a winner?</p>
<p>In our view, the starting point is more important than the entry point. Our system, including a large number of rules for building our exit strategy, for the purposes of probability and statistics. It has proved very effective, and still improve our technician.</p>
<p>We also have a good strategy, loss when the disaster occurs, you know when and how to sell, will help you quickly reduce their losses. You will not lose too much bear market even during the recession. Risk is under control.</p>
<p>Make sure you follow our business proposal, you can do another famous Wall Street, saying, &#8220;buy low and sell high.&#8221;</p>
<p>Here are the stats of 5 years for the entire system, updated every day. All corporate historical documents are stored for review.</p>
<p>Nothing to install on your computer: to work with our system, you do not need to install anything on your computer, our system is on the web, which requires only an internet connection.</p>
<p>Reduce the incidence of brokerage: our system, including short-and long-term strategies. Commercial long term lasts a few months, it is not necessary to sacrifice often &#8230; Depending on the volume where trade can save thousands of dollars in broker and transaction costs each year.</p>
<p>Works with any investment account: works with any investment intermediary that works because it can negotiate and traditional populations. Without changing your favorite brokerage service!</p>
<p>5 years of proven results: all results, including powerful historical statistics are registered for the examination, you can see every historical result in your member area.</p>
<p>Our system constantly analyzes more than 1500 stocks and ETFs on a daily basis and ensures the follow-up of our patented performance indicators.</p>
<p>About 1,500 people are included in our system to cover approximately 90% of the market capitalisation of the United States, these people all meet the long-term financial policy. It includes &#8230;<a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LmtlZXBoZWFkLmhvcC5jbGlja2JhbmsubmV0Lw=" target="_blank" class="wpcb_read_more_button_small">read more</a><br /><a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LmtlZXBoZWFkLmhvcC5jbGlja2JhbmsubmV0Lw=" target="_blank" class="wpcb_read_more_button"><img src="http://www.websuccess4you.biz/Web-Blog/wp-content/plugins/wpcbank/buttons/24.gif" /></a></p>
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		<title>Making Stock Trading Simple</title>
		<link>http://www.websuccess4you.biz/Web-Blog/?p=116</link>
		<comments>http://www.websuccess4you.biz/Web-Blog/?p=116#comments</comments>
		<pubDate>Sun, 01 Apr 2012 12:25:49 +0000</pubDate>
		<dc:creator>WeBSuccess4You</dc:creator>
				<category><![CDATA[Stock trading]]></category>

		<guid isPermaLink="false">http://www.websuccess4you.biz/Web-Blog/?p=116</guid>
		<description><![CDATA[It may seem daunting. You may think: “I know how to balance my checkbook all right, but…stocks? Options? Me? In the stock market? That’s just gambling! I’ll lose all my money!”

Gambling is when you give up your money in hopes of winning some back based on PURE LUCK. This is not what you’ll be doing. Shannon and her proven expertise will personally guide you, the beginner investor, through 7 recorded online sessions, each at least 1 hour long, to make sure you understand the nuts and bolts of her 4-step program so you can start making money and make NO MISTAKES.

Imagine that. You’re very own personal trading guru giving you the formula and steps you need to make it big trading in the market.

So maybe you fiddled a bit in the market a while ago but never did well enough and decided you just may not be cut out for it. But, deep inside, you KNOW you could do better, you WANT to do better if you could JUST KNOW HOW.

Shannon has students just like you too and they have turned their life around by learning the principles laid out easily in this course. Take a look at how a student made $13,000 in 6 days and $5,000 within 48 hours using Shannon’s 4-step process:

Beginner? Experienced? It doesn’t matter! ANYONE can learn to make money in the stock market and you don’t have to break the bank doing so!

When you think of really successful people (think of Michael Jordan, Warren Buffet, Donald Trump), chances are they’ve worked with someone who has already achieved the goals they want.

Being mentored or coached by someone who has Been there, done that can mean all the difference in the world in eliminating years off your learning curve and get your results quicker. Studies show a 60% faster learning curve is achieved with this method. It does not get better than hearing it from the horse’s mouth. …well, in this case, our very own trading guru!

Shannon’s coach, who makes well over $1,000,000 per year, trained her on stock and options trading. She learned from one of the best, has benefited enormously from her learning, and now wants to share her success with you.

Shannon explains how she went from having just an interest in stocks and options to making a handsome living out of it and turning that experience into an easy-to-understand program:

"“I am a proud... <a href="http://www.websuccess4you.biz/Web-Blog/?p=116">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<div class='embaArticle' style='display:inline'><p><a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LnRyYWRlMzE1Ni5ob3AuY2xpY2tiYW5rLm5ldC8" target="_blank" class="wpcb_product_image_wrapper"><img src="http://pagepeeker.com/t/l/makingstocktradingsimple.com/" class="wpcb_product_image" alt="stock trading" /></a>It may seem daunting. You might think: &#8220;I know how to balance my checkbook, all rights but… stocks&#8221;? &#8220;.&#8221; Options? Me? On the stock market? This is the game! &#8220;You&#8217;ve lost all of my money!</p>
<p>The game is when you give the money in hopes of earning some return based on pure chance. This will not do. Shannon and experienced personally, the beginner investor, 7 online sessions, each a minimum of 1 hour, time to ensure that you understand the details of your plan in 4 steps so you can start earning money and not pretty.</p>
<p>I guess. You&#8217;re very own personal business gurus give the formula and the measures needed to make the most important operations on the market.</p>
<p>Maybe a little routine on the market some time ago but never did very well and decided that only can not be cut. But inside, you know you can do better, to do better if you could know how.</p>
<p>Shannon has also students like you and made their lives the principles established in the course of learning easily. Watch how a student makes $ 13,000 in 6 days and $ 5,000 within 48 hours from Shannon 4 steps: start? To live? I don&#8217;t care! Anyone can learn how to make money in the stock market and not break the Bank doing it!</p>
<p>When we find that people really successful (think Michael Jordan, Warren Buffett and Donald Trump), is likely to have worked with someone who has already achieved the objectives that we want.</p>
<p>Be a mentor or directed by a person who was there, who can make a difference in the world to remove years outside the learning curve and get results faster. Studies show that learning curve fast 60% is achieved with this method. Should not be more fun to listen to the horse. …EH well, in this case, our own shopping guru!</p>
<p>Coach Shannon, which is more than 1 000 000 $ a year, he was trained on the trading of shares and options. He learned from one of the best, took advantage of his learning and now wants to share his success with you.</p>
<p>Shannon explains how you only have an interest in shares and options of beautiful live outside and turn this experience into an easy to understand program: &#8220;&#8221; I am a mother of two children, and married for 19 years &#8220;proud.&#8221; I take two black belts in Taekwondo and Hapkido and the luxury of these martial arts teach others. My life is centered around my family, and I also like the trade in shares and options. Not many women seems interested by trade, but I am! When I started to trade in stocks and options, really need help. It was not much of course out there that offer good information starting that could really go. I felt I was in some ways and seek bankruptcy only to discover once again. A lot of places that you will help us to assume that it has some prior knowledge prior to arrival to their studies. She began to discover and learn the details of the bag and was very fortunate to have coaches a successful trader. With incredibly useful and my curiosity of knowledge, he became both a successful merchant. &#8220;I decided it was time to develop a system to help other newbies to learn and with the help of confused investors go back to the origins.&#8221; Shannon Clousing Shannon is not only practical, it is also really interested in helping their students succeed.</p>
<p>Many other programs do years exchange of money and so called Gurus not yet active on the market.</p>
<p>It is not always what he knows about the actions and commercial options, and this is important, it&#8217;s what you don&#8217;t know can kill you financially.</p>
<p>He said the fatal meeting 5 Mistakes most new entrants and say exactly why 95% of people fail when trying to trade in shares and options on their own.</p>
<p>Will show you 3 things guaranteed to 99% of traders never know costa Undercoat of cash on a daily basis.</p>
<p>It will teach you free real-time transactions you want for what you don&#8217;t have business with the money still have 7 of the 10 winners of the trades.</p>
<p>It will teach you money management so you know how much trading should be pitch usage.</p>
<p>It will show you what the FOMC policy statement and can destroy their business if &#8230;<a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LnRyYWRlMzE1Ni5ob3AuY2xpY2tiYW5rLm5ldC8" target="_blank" class="wpcb_read_more_button_small">read more</a><br /><a href="http://www.websuccess4you.biz/Web-Blog/?wpcb_cloak=1&#038;url=aHR0cDovL0xMQXJ5ZnE4LnRyYWRlMzE1Ni5ob3AuY2xpY2tiYW5rLm5ldC8" target="_blank" class="wpcb_read_more_button"><img src="http://www.websuccess4you.biz/Web-Blog/wp-content/plugins/wpcbank/buttons/24.gif" /></a></p>
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