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	<title>The Finance Hours</title>
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	<link>http://www.distressedfunds.com</link>
	<description>Free Yourself From Financial Distressed Times</description>
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		<title>Trading Account Basics</title>
		<link>http://www.distressedfunds.com/investment-tips/trading-account-basics.html</link>
		<comments>http://www.distressedfunds.com/investment-tips/trading-account-basics.html#comments</comments>
		<pubDate>Tue, 14 Feb 2012 03:25:27 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Investment Tips]]></category>
		<category><![CDATA[high-speed internet access]]></category>
		<category><![CDATA[opening trading account]]></category>
		<category><![CDATA[trading account]]></category>

		<guid isPermaLink="false">http://myfunnyblog7.wordpress.com/?p=554</guid>
		<description><![CDATA[Trading account is a relatively new concept in India. Trading account helps an investor to continue trading even while sitting at home or any other place that has a computer with an Internet connection. By possessing a Trading account, you can purchase as well as sell stocks in real time. You will not even deprived [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align:justify;"><a href="http://www.distressedfunds.com/wp-content/uploads/2011/02/20trading-account-basic.jpg"><img class="alignleft size-full wp-image-557" style="margin-left:5px;margin-right:5px;" title="trading account basic" src="http://www.distressedfunds.com/wp-content/uploads/2011/02/20trading-account-basic.jpg" alt="" width="200" height="200" /></a>Trading account is a relatively new concept in India. Trading account helps an investor to continue trading even while sitting at home or any other place that has a computer with an Internet connection. By possessing a Trading account, you can purchase as well as sell stocks in real time. You will not even deprived of the most useful online quotes no matter where you are.</p>
<p>For opening a trading account of your own, you need to first find the most suitable broker that suits your personal needs and who will be responsible for maintaining your trading account. Roping in a broker that suits your needs best holds critical importance as this would help you in making more profitable trades in the Indian stock markets. While searching for brokers for the opening of trading account, there are many things you need to look for in your potential brokers. Few of these things are the kind of support your broker would be willing to offer, the quality of their services, and the software by taking its demo, and presence of any hidden costs.<span id="more-554"></span>While opening a trading account, you will also be provided with trading software. You should make sure that you have a good computer with a high-speed internet access for running that software so that you don&#8217;t miss the opportunity of buying or selling a particular scrip because of a slow connection or an inefficient computer. The software you get with the trading account is helpful in other ways as well. The trading software helps you in being sufficiently informed about the stock market and in making the right buying and selling decisions.</p>
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		<item>
		<title>Learning to trade opening gaps in stocks</title>
		<link>http://www.distressedfunds.com/investment-tips/learning-to-trade-opening-gaps-in-stocks.html</link>
		<comments>http://www.distressedfunds.com/investment-tips/learning-to-trade-opening-gaps-in-stocks.html#comments</comments>
		<pubDate>Sat, 04 Feb 2012 02:55:10 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Investment Tips]]></category>
		<category><![CDATA[profitable market investor]]></category>
		<category><![CDATA[Stock market price]]></category>
		<category><![CDATA[Stock market prices]]></category>

		<guid isPermaLink="false">http://myfunnyblog7.wordpress.com/?p=549</guid>
		<description><![CDATA[They gap down because there is more willing supply at the open than willing demand at the prior day&#8217;s close. Stock market prices are almost always at price levels where there is a supply and demand imbalance at the open or because a stock has had news after the closing bell. Traders need to remember [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align:justify;"><a href="http://www.distressedfunds.com/wp-content/uploads/2011/02/18opening-gap-in-stock.jpg"><img class="alignleft size-full wp-image-550" style="margin-left:5px;margin-right:5px;" title="opening gap in stock" src="http://www.distressedfunds.com/wp-content/uploads/2011/02/18opening-gap-in-stock.jpg" alt="" width="200" height="200" /></a>They gap down because there is more willing supply at the open than willing demand at the prior day&#8217;s close. Stock market prices are almost always at price levels where there is a supply and demand imbalance at the open or because a stock has had news after the closing bell. Traders need to remember the profitable market investor simply finds markets where price is at levels where supply and demand are out of balance and trades the stock back to price levels where supply and demand is in relative balance.</p>
<p style="text-align:justify;">Watching that order flow can help to see where prices were going to turn. Traders need to learn to read their level II and where market makers are sitting. When you have twelve buyers and six sellers at a certain price, all equal size, as soon as the sixth seller sold, price had to rise. Watching the orders in your level II makes this easy to see. Knowing exactly what this picture looks like on a price chart makes it even easier. The key is to not look at candles on your screen as red and green pictures and patterns. You must understand what is happening behind the scenes. Whether you&#8217;re trading Stocks, Futures, Options, or Forex, the logic and rules never change. Traders can combine volume with the candles themselves. Volume charts are created in the same way as normal candles. A new candle is created only when a certain number of shares are traded. Time is not an issue. Until enough shares are created to complete the current candle, it will not close and a new one will not be formed.<span id="more-549"></span>A trader will use a smaller time frames to trend trade between larger time frames supply and demand zones. Another factor that will go into your choice of time frames is your discipline. This is one of the most important factors in becoming a profitable trader! The training and education last for a while, but without commitment, the novice trader soon stops using the new tools and concepts. They gradually forget them, often beginning with the principles and concepts which made the training seem so worthwhile in the first place. Traders should want to let your winners run and cut losers short. By observing true price action in an easy format such as volume candles.</p>
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		<item>
		<title>When You Face Tax Investigation</title>
		<link>http://www.distressedfunds.com/other-tips/when-you-face-tax-investigation.html</link>
		<comments>http://www.distressedfunds.com/other-tips/when-you-face-tax-investigation.html#comments</comments>
		<pubDate>Fri, 03 Feb 2012 15:48:22 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Other tips]]></category>
		<category><![CDATA[tax investigation advice]]></category>

		<guid isPermaLink="false">http://www.distressedfunds.com/?p=1006</guid>
		<description><![CDATA[Tax investigation is big issue because commonly there will be more tax to pay in the result of tax investigation. As a good citizen, you need to obey the law and pay your tax properly including interest and penalty if you made mistake. However, there is still possibility that you are not the wrong party. [...]]]></description>
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" alt="" width="239" height="179" />Tax  investigation is big issue because commonly there will be more tax to  pay in the result of tax investigation. As a good citizen, you need to  obey the law and pay your tax properly including interest and penalty if  you made mistake. However, there is still possibility that you are not  the wrong party.</p>
<p style="text-align: justify;">In  time, when you need to face tax investigation, you need to immediately  find forensic accountant to give you independent and forthright opinion  on your legal issue as well as give <a href="http://www.forthsonline.co.uk/our-services/tax-investigation/" target="_blank">tax investigation advice</a> to  solve your problem. You need to dig down the law and legislation  related to tax in order to challenge the principle they use to claim  that you have more to pay. Forensic accountant certainly help you with  this and the term “forensic” assure you that they work can be use in  court.</p>
<p style="text-align: justify;">The  possibilities of the result can be it is you who did the mistake, or it  is occurs due to your accountant negligence, or tax officer did. The  first result will force you to make settlement, but with help of  forensic accountant, you can minimize it. In case you accountant who did  the wrong, you still need to make settlement but can accuse you  accountant for professional negligence. <a href="http://www.forthsonline.co.uk/our-services/professional-negligence-actions/" target="_blank">Legal information on personal negligence</a> is something you need to search next. In case the third result, your case will close without more tax to pay.</p>
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		<item>
		<title>Forex Trading Advantages</title>
		<link>http://www.distressedfunds.com/investment-tips/forex-trading-advantages.html</link>
		<comments>http://www.distressedfunds.com/investment-tips/forex-trading-advantages.html#comments</comments>
		<pubDate>Tue, 24 Jan 2012 02:54:56 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Investment Tips]]></category>
		<category><![CDATA[american stock exchanges]]></category>
		<category><![CDATA[financial market]]></category>
		<category><![CDATA[largest financial market]]></category>

		<guid isPermaLink="false">http://myfunnyblog7.wordpress.com/?p=546</guid>
		<description><![CDATA[You may have heard of FOREX. It&#8217;s the largest financial market in the world, handling $1.5 trillion every day. The combined American stock exchanges only handle about $100 billion. Anyone may have heard of FOREX. It&#8217;s considered as the largest financial market in the world, handling about $1.5 trillion every day. The combined American stock [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align:justify;"><a href="http://www.distressedfunds.com/wp-content/uploads/2011/02/online-appointment-scheduler.jpg"><img class="alignleft size-full wp-image-551" style="margin-left:5px;margin-right:5px;" title="forex trading" src="http://www.distressedfunds.com/wp-content/uploads/2011/02/online-appointment-scheduler.jpg" alt="" width="200" height="170" /></a>You may have heard of FOREX. It&#8217;s the largest financial market in the world, handling $1.5 trillion every day. The combined American stock exchanges only handle about $100 billion.</p>
<p style="text-align:justify;">Anyone may have heard of FOREX. It&#8217;s considered as the largest financial market in the world, handling about $1.5 trillion every day. The combined American stock exchanges handle only about $100 billion. Every day, people can make money by trading forex (buying and selling foreign currencies). Let us see the advantages of the Forex Market compared to the Stock Market.</p>
<p style="text-align:justify;">1. Liquidity: As told above, there is always a chance to buy and to sell currencies. The forex market is handling about 1.5 Trillion dollars every day and this is a huge number. What is meant by liquidity is that there are always buyers and sellers. When you want to buy, there will be a seller and when you want to sell there is always a buyer. Therefore the forex is seen as an active market and this is a first advantage.<span id="more-546"></span>2. No Insider trading: as you know, there are always fluctuations in the currency prices. This fluctuation is caused by the economy of the corresponding countries. When a new economic indictor is released, it will be published in the news within seconds. This gives all the forex traders a fair chance to trade together using that news. On the other hand, in stock markets, some people may collect the news before others and start to buy or sell exploiting the news released about the corporations which is not fair. This gives the forex market a second advantage over the stock market</p>
<p style="text-align:justify;">3. Accessibility: The Stock market is open few hours a day giving the traders a less chance to trade. On the other hand forex is open all the day and five day a week. This gives the forex traders an advantage to the stock traders because they have more time to trade.</p>
<p style="text-align:justify;">4. Predictability: both the forex market and the stocks have similar tools to predict the trends. Although many concepts are similar, we find that the trends in the forex market are more predictable over that in the stock market. This gives a huge advantage for the forex market because predictability is the key to make money with trading.</p>
<p style="text-align:justify;">5. Smaller Investment: Forex doesn&#8217;t require to money to open an account. Only tens of dollars can open an account for you. Many brokers are lowering the minimum value to open an account to attract more customers. This is in contrast to stocks where higher values are needed to be able to open an account. Also the leverage value in forex is much larger where it can reach 1:500 in contrast to 1:2 in stocks.</p>
<p style="text-align:justify;">From the above, we see that forex is a good ways to earn money with. However it requires a good study before trading. After well studied and after you know the techniqual methods used to know the trends, it must be practiced for several months.</p>
<p style="text-align:justify;">Finally, you can open account with low deposit value.</p>
]]></content:encoded>
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		<title>Instance Payday Loans Solutions Your Family&#8217;s Financial Problems</title>
		<link>http://www.distressedfunds.com/loans/instance-payday-loans-solutions-your-familys-financial-problems.html</link>
		<comments>http://www.distressedfunds.com/loans/instance-payday-loans-solutions-your-familys-financial-problems.html#comments</comments>
		<pubDate>Thu, 19 Jan 2012 14:49:34 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Loans]]></category>
		<category><![CDATA[credit loans]]></category>
		<category><![CDATA[payday loans]]></category>

		<guid isPermaLink="false">http://www.distressedfunds.com/?p=1004</guid>
		<description><![CDATA[Possible for those of you that currently require additional fees or other costs that are not unexpected by you earlier. And supplies you have little money and payday is still quite long. You do not need to bother if you have it, because it is available now instant payday loans. That gives you a loan [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">Possible for those of you that currently require additional fees or other costs that are not unexpected by you earlier. And supplies you have little money and payday is still quite long. You do not need to bother if you have it, because it is available now <a href="http://uk-instant-payday-loans.co.uk/" target="_blank">instant payday loans</a>. That gives you a loan to start from a few hundred dollars to thousands of dollars. The service also does not need to do a survey of credit and the process is very rapid advance now available online. So the demand for credit is very easy, fast and has a requirement that you must be at least 18 years old and have a fixed income.</p>
<p style="text-align: justify;">And for those of you who have bad credit history. Usually when you need extra funds and when you will do the loan will be difficult to be approved. And to overcome this, usually you will hire someone who is professional to repair your credit. And then, <a href="http://bad-credit-history-loans.org.uk/" target="_blank">bad credit loans</a> is very useful to overcome your financial problem. But lenders usually provide a lot of risk for this service with a bad credit score; bad credit loan rate is also high. This may differ from one lender to another but most likely will be higher than normal price today. The worst thing you can do is to default payments and double the amount you owe in the long run.</p>
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