Make BIG MONEY in Forex Currency Markets:

<span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-style-span" style="font-family: 'Trebuchet MS',Verdana,Arial,sans-serif; font-size: 11px; line-height: 16px; text-align: left;"></span></span><br /><br /><div class="modfloat full"><div class="module moduleText color0" id="mod_4097877"><h2 class="subtitle">"Day Trading Forex Currency Markets is a Quick and real way to make BIG MONEY on the Internet!"</h2><div class="txtd" id="txtd_4097877" style="word-wrap: break-word;"><b>Finally you have FOUND IT!</b><br /><br /><ul><li>Make a FORTUNE each month...</li><br /><li>... every month!</li><br /><li>100% ON AUTOPILOT</li><br /></ul>Are you fed up with being short of MONEY all the time?<br /><br />Do you DREAM about a MAGNIFICENT HOUSE and a BIG CAR?<br /><br />Would you like to BECOME RICH and have A FORTUNE IN YOUR BANK ACCOUNT?<br /><br />YES - a FORTUNE!<br /><br />Day trading forex currency allows anybody to EARN THOUSANDS OF DOLLARS in<span class="Apple-converted-space"> </span><br /><br />an extremely short time.<br /><br />START MAKING MONEY NOW!<br /><br />Forex is the 'Last Frontier' for Individual Investors - Don't Get Left Behind!<span class="Apple-converted-space"> </span><br /><br /><img alt="" border="0" class="half" height="196" src="http://s1.hubimg.com/u/1494964_f260.jpg" style="border-color: rgb(187, 187, 187); border-style: solid; border-width: 1px; margin: 0px 0px 5px; padding: 4px;" title="" width="260" />Individual investors are fleeing the stock market and are flocking to the Forex currency market because of its massive size and tremendous liquidity.</div></div></div><br /><br /><div class="modfloat full"><div class="module moduleText color0" id="mod_4097879"><h2 class="subtitle">FOREX is open 24 hours per day... six days per week...</h2><div class="txtd" id="txtd_4097879" style="word-wrap: break-word;">According to the Bank of International Settlements (BIS), the Forex currency market trades roughly $3.2 trillion per day as money moves around the world... changing from EUROS to DOLLARS to YEN to FRANCS... on and on, making it the largest and most liquid market in the world.<br /><br />Think about that... $3.2 trillion per day. That's 33 times the size of the New York Stock Exchange and the NASDAQ... combined!<br /><br />Because of its sheer size, liquidity, and speed... even tiny fluctuations in the currency markets can result in staggering profits.<br /><br />The FOREX market is so big -- and so liquid -- even tiny, almost imperceptible moves can result in million-dollar profits, literally overnight.<span class="Apple-converted-space"> </span><br /><br />FOREX currency trading gives ordinary individual investors the unprecedented opportunity to amass a fortune, regardless of how risky the stock market gets.<br /><br />In fact, FOREX has become the "last frontier" of the investment world... and the ONLY PLACE where an individual investor can start day trading forex currency in the FOREX market with a small stake as little as $500... and quickly amass a seven-figure fortune.<br /><br />Anyone who ignores the Forex currency markets could miss out on a fortune! To miss out on the fortune-producing power of day trading forex currency markets would be a big mistake.<br /><br /><span style="font-size: large;">All you need is a computer, an Internet connection, and the "IvyBot Forex Trading Robot."</span></div></div></div>Put the three together, and you've got a formula for wealth most people only dream about.<span class="Apple-converted-space"> </span><br /><br />The "IvyBot Forex Trading Robot" is unlike anything you have ever seen or experienced in the financial world. It is an exciting Day Trading Forex Currency Robot with a single objective... to help turn ordinary individual investors into foreign currency millionaires!<br /><br />You see, once you hold the "IvyBot Forex Trading Robot" in your hands... making money in the currency markets is almost as simple as turning on your computer.<br /><br />It is very simple for individual investors (little guys like you and me) to use the "IvyBot Forex Trading Robot" day trading forex currency to make $1,000 per day... $25,000 per month... or even $1 million per year in the FOREX market, it's very realistic.<br /><br />I can tell you from firsthand experience, there is nothing like the surge of adrenaline you will feel the first time you step into a trade and watch as your account grows $500... $1,000... even $2,500 right before your eyes in a matter of minutes.<br /><br />As a user of the "IvyBot Forex Trading Robot" you'll be provided with an ongoing flow of trades for potential gains of $2,500 per week... $45,000 per month... even $1 million per year.<br /><br />The great part is, day trading forex currency is a valuable skill you can learn now with expert guidance and training... and use the rest of your life.<br /><br />Imagine telling your friends how you made $10,000 off the euro... $15,000 off the British Pound... and $21,5000 off the New Zealand kiwi... all in the same month!<br /><br />Imagine raking in $125,000... $250,000... even $1 million per year day trading forex currency. Think about what that kind of money would pay for. College tuition... a comfortable retirement... months of travel and leisure... a vacation home or speed boat.<br /><br /><b>Think you can make that kind of money from the stock market?</b><span class="Apple-converted-space"> </span><br /><br />The currency market is just about the only market that allows individual investors to walk away with huge fortunes.<span class="Apple-converted-space"> </span><br /><br />To find out how to get get started day trading forex currency using the 'IvyBot Forex Trading Robot' system click the below link now.<br /><br />"IvyBot Forex Trading Robot" is by far the surest thing around since it does the trading all on autopilot, avoiding the human error.<br /><br />Well the past week in the Forex World has been just crazy! Copies of IvyBot are flying of the shelves at a record breaking pace. Never before has the Forex World seen this much demand for one product!!<br /><br /><br /><br />...and the reason is simple, because IvyBot is by far the #1 Forex Trading Robot to date. No other Robot comes close to the package IvyBot is offering.

forex Make BIG MONEY in Forex Currency Markets:

"Day Trading Forex Currency Markets is a Quick and real way to make BIG MONEY on the Internet!" Finally you have FOUND IT! Make ...

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Metatrader Expert Advisor Forex EA 90% Highly Profitable:

<span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-style-span" style="font-family: 'Trebuchet MS',Verdana,Arial,sans-serif; font-size: 11px; line-height: 16px; text-align: left;"></span></span><br /><br /><h2>This EA is using ...</h2>This EA is using the Risk Reward Ratio 5:1 , and the inputs tab hasn't got to many variables . Also take a look at the Largest loss trade and the largest profit trade in the report tab at the end of this video . Anyway its a Old strategy :) with very few trades :) by the age of 80 you'll achive what you look for :)<span class="Apple-converted-space"> </span><br /><br /><h2>i got free EA... ...</h2>i got free EA... 87% real wins<br /><br /><h2>I'm so sick of all ...</h2>I'm so sick of all these "expert advisors" . . . they only work well in demo, but when it comes to live they always loose money in the long run. So far I've bought FapTurbo $139 and "Royal Trader" from FRWC's website aka "Fusion V" for $999 and its worthless. FapTurbo actually works alright at least it "brakes even" and thats with FapTurboExpertGuide mind You $77! Meanwhile Fusion V settings are such crap they tell You to turn off auto MM and run 0.01, and even that loses money. Trade manually.<br /><br /><h2>your a scalper</h2>your a scalper<br /><br /><h2>i don't want to pay ...</h2>i don't want to pay for forex robots, there is a free one if anybody interested<br /><br /><h2>I am not sure if he ...</h2>I am not sure if he has a website...but you can always search his name on Google if you need more details<br /><br /><h2>hi what is his ...</h2>hi what is his website?<br /><br /><h2>where can we get ...</h2>where can we get this best Forex Expert Advisor Thanx<br /><br /><h2>better try for free ...</h2>better try for free my money making guide: tnij. org/money-system i made $3900 last month<br /><br /><h2>There is a ...</h2>There is a bulgarian guy name Kiril Kartunov he has the best Forex Expert Advisor. He won $40,000 winning automated forex trading competition turning his $10,000 to $165,000 within 3 months. I think he is the best damn of all time even this year competition he is leading the trade<br /><br /><h2>A new robot coming ...</h2>A new robot coming out in December 2009 called 4xGreed gonna be hot. They are only releasing 1000 copies.. Live stats also posted for your review.<br /><br /><h2>it's too good to be ...</h2>it's too good to be truth insn't ? you would be newest warrant buffet on the investment market....<br /><br /><h2>It's now September ...</h2>It's now September 2009. How does this EA perform now?<br /><br /><h2>Caution! Get the ...</h2>Caution! Get the real IvyBot Review at: ivybot-review-guide.blogspot(DOT)com IvyBot is the #1 Rated Forex Robot!<br /><br /><h2>Caution! Get the ...</h2>Caution! Get the real IvyBot Review at: ivybot-review-guide.blogspot(DOT)com IvyBot is the #1 Rated Forex Robot!<br /><br /><h2>I agree. Has ...</h2>I agree. Has anyone tried this out yet? originalturtletrader [dot] com I think this is a realistic EA that will work long term<br /><br /><h2>If your making that ...</h2>If your making that much that fast you are way over-leveraged and eventually your ea will blow-out your account. Also, if it really worked that good with a 10k balance, you would have all the money in the world in less that five years...???<br /><br /><h2>I can show you an ...</h2>I can show you an EA that makes 100:1 profitable trades over an extended period of time.<br /><br /><h2>most of the people ...</h2>most of the people reading this probably don't know that you can write your own EA and probably beat this nutcase.<br /><br /><h2>Hi, Can you please ...</h2>Hi, Can you please call me @ (818)909-9995 to help me install an EA onto the Metatrader 4? I can never do it right. Thanks for your help. I can call you back. Thanks, Jim<br /><br /><h2>Based on my last ...</h2>Based on my last post, I've read scores of reviews from traders using Dealing Desk brokers as these are the most common ones that support MT4 platfroms, and they all say exactly the same thing, no matter which broker they are referring to. All of these brokers scam the traders using all kinds of clever tactics designed to make you lose your money. Keep in mind that you are trading AGAINST them, and when you win they have to pay you, and visa versa. Cappiche? ECN brokers are the only remedy.<br /><br /><h2>yNeville is quite ...</h2>yNeville is quite correct. The exact reason why this EA, or any EA for that fact works A LOT different in live trading compared to back testing, is due to shady Dealing Desk brokers who only make their money by scamming traders via manipulating the spread, and other deliberate activities, such as causing slippage, red flagging your account, not paying you, etc. The only way around these problem is to use an ECN type broker, but with them you'll pay a set rate on all trades. i.e. $6+.<br /><br /><h2>sorry indikator ...</h2>sorry indikator winning solution system its true or not help.<br /><br /><h2>probably because ...</h2>probably because the trader you're trading through uses a dealing desk and is basically ripping you off.<br /><br /><h2>big deal, 42k from ...</h2>big deal, 42k from 10k after some 32months....90% wins, ok. A whole 10% a month.....kind of lousy compared to both the old FAPS and new Fap Turbo ive been using. Over 1 year trading with a 93.4 win ratio and what turns out to be 29.1% gain/ month.....No idea how much you payed but there are definantlly better performing robots out there.

forex Metatrader Expert Advisor Forex EA 90% Highly Profitable:

This EA is using ... This EA is using the Risk Reward Ratio 5:1 , and the inputs tab hasn't got to many variables . Also take a look at...

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he Sneaky Way To Managing Losses In Your Forex Trading

<span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-style-span" style="font-family: 'Trebuchet MS',Verdana,Arial,sans-serif; font-size: 11px; line-height: 16px; text-align: left;"></span></span><br /><br /><h3 class="post-title entry-title" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://www.blogblog.com/rounders2/icon_arrow.gif); background-origin: initial; background-position: 10px 0.5em; background-repeat: no-repeat no-repeat; border-bottom-color: rgb(187, 187, 187); border-bottom-style: dotted; border-bottom-width: 1px; border-left-color: rgb(187, 187, 187); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(187, 187, 187); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(187, 187, 187); border-top-style: dotted; border-top-width: 0px; color: #333333; display: block; font: italic normal bold 149%/normal 'Trebuchet MS', Verdana, Arial, sans-serif; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 29px; padding-right: 14px; padding-top: 2px;"><span style="font-size: large;">The Sneaky Way To Managing Losses In Your Forex Trading</span></h3><img alt="" border="0" src="http://forexbreakthrough.com/wp-content/uploads/forex1.jpg.png" style="border-color: rgb(187, 187, 187); border-style: solid; border-width: 1px; float: left; height: 256px; margin: 0pt 10px 10px 0pt; padding: 4px; width: 256px;" /><br /><br /><span class="Apple-style-span" style="color: #494949; font-family: Verdana,Helvetica,Tahoma,Arial,sans-serif; font-size: 12px; line-height: 19px;"></span><br /><br /><div class="ArticleText" style="background-color: inherit; margin-bottom: 4px; margin-left: 4px; margin-right: 4px; margin-top: 4px; text-align: justify;"><span class="Apple-style-span" style="color: #494949; font-family: Verdana,Helvetica,Tahoma,Arial,sans-serif; font-size: 12px; line-height: 19px;"><span class="Apple-style-span" style="color: black;">The basic rule of theForex trading is maintaining the losses to the minimal as possible. With the small Forex trading failures you can survive those situations where you have faced losses in the market and be well-equipped for the time to come.<br /><br /><br /><br />To project a major loss prior to enter the Forex trading is the most preferred method to keep the minimal losses. Setting up your major loss as a small percentage for the Forex trading even<u><span class="Apple-converted-space"> </span></u></span><u><span class="IL_AD" id="IL_AD6" style="background-attachment: scroll ! important; background-image: none ! important; background-position: 0% 50%; border-bottom: 1px solid rgb(0, 153, 0) ! important; display: inline ! important; font-family: Verdana,Helvetica,Tahoma,Arial,sans-serif; font-size: 12px ! important; font-style: normal ! important; font-weight: normal ! important; padding-bottom: 1px ! important; position: static; text-decoration: underline ! important;"><span class="Apple-style-span" style="color: black;">if you are</span></span></u><span class="Apple-style-span" style="color: black;"><span class="Apple-converted-space"> </span>going through a series of losses if won’t stop you from trading. The major amount of money is lost because most of<span class="Apple-converted-space"> </span></span><span class="IL_AD" id="IL_AD5" style="background-attachment: scroll ! important; background-image: none ! important; background-position: 0% 50%; border-bottom: 1px solid rgb(0, 153, 0) ! important; display: inline ! important; font-family: Verdana,Helvetica,Tahoma,Arial,sans-serif; font-size: 12px ! important; font-style: normal ! important; font-weight: normal ! important; padding-bottom: 1px ! important; position: static;"><span class="Apple-style-span" style="color: black;">the Forex</span></span><span class="Apple-style-span" style="color: black;"><span class="Apple-converted-space"> </span>traders don’t apply appropriate money organization guidelines in Forex trading. If there is a suitable</span><span class="IL_AD" id="IL_AD4" style="background-attachment: scroll ! important; background-image: none ! important; background-position: 0% 50%; border-bottom: 1px solid rgb(0, 153, 0) ! important; display: inline ! important; font-family: Verdana,Helvetica,Tahoma,Arial,sans-serif; font-size: 12px ! important; font-style: normal ! important; font-weight: normal ! important; padding-bottom: 1px ! important; position: static;"><span class="Apple-style-span" style="color: black;">money management system</span></span><span class="Apple-style-span" style="color: black;"><span class="Apple-converted-space"> </span>then the success rate will be more.<br /><br /><br /><br />Even if you are facing a series of losses will not be of much matter if you have set up a major loss of the Forex trading. The major amount of money is lost because most of the Forex traders don’t apply appropriate money administration and follow the guidelines of Forex trading method and with this method you can achieve success.<br /><br /><br /><br />It is illustrated with an example that how the situation would turn out if you have not fixed a major amount of loss. Let us say that your float of the Forex trading is 00 and you start you initial trade with 0 and if you come across a series of losses then it should not be of much surprise. And this would result in the reduction of 0 in the Forex trading. Those dealers would say that I have already lost three times consecutively it is my turn to face a win.<br /><br /><br /><br />Thinking of probably they will win they make up their mind to make a bet of 0 for their next trade. Thinking that they will win the dealer makes a choice to invest 0 for the next trade but contrary to this their money will experience a decrease of 0, and as a result of this loss their winning opportunities decreases. If they had prior set up a major loss and followed that method they would not have landed in this situation and now in this situation they have to earn an extra amount to make up their loss.<br /><br /><br /><br />Let us try to justify why people lose their capital in the Forex</span><span class="IL_AD" id="IL_AD1" style="background-attachment: scroll ! important; background-image: none ! important; background-position: 0% 50%; border-bottom: 1px solid rgb(0, 153, 0) ! important; display: inline ! important; font-family: Verdana,Helvetica,Tahoma,Arial,sans-serif; font-size: 12px ! important; font-style: normal ! important; font-weight: normal ! important; padding-bottom: 1px ! important; position: static;"><span class="Apple-style-span" style="color: black;">trading market</span></span><span class="Apple-style-span" style="color: black;">? A dealer begins has 00 float and starts off his trade with 0. And after three consecutive losses he losses 0 and his money slashes out to 0. Now only three hundred percent is required for the next trade and will assist in making the situation equal.<br /><br /><br /><br />In both the cases that we have discussed above one thing remained common that the dealer have not used a suitable organization of the capital and put a large amount of money in jeopardy. The main aim is to keep the losses at the lowest and assuring to begin at a decent position so that you can make the most of the turnover. With the help of the capital management method in theForex trading you can always make use of it.</span></span></div>

forex he Sneaky Way To Managing Losses In Your Forex Trading

The Sneaky Way To Managing Losses In Your Forex Trading The basic rule of theForex trading is maintaining the losses to the minimal as po...

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10 easy tips to help you become a successful Forex trader

<span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-style-span" style="font-family: 'Trebuchet MS', Verdana, Arial, sans-serif; font-size: 11px; line-height: 16px; text-align: left;"></span></span><br /><div class="post-body" style="border-bottom-color: rgb(255, 255, 255); border-bottom-style: dotted; border-bottom-width: 0px; border-left-color: rgb(187, 187, 187); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(187, 187, 187); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(187, 187, 187); border-top-style: dotted; border-top-width: 0px; padding-bottom: 1px; padding-left: 29px; padding-right: 14px; padding-top: 10px;"><h3 class="post-title entry-title" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://www.blogblog.com/rounders2/icon_arrow.gif); background-origin: initial; background-position: 10px 0.5em; background-repeat: no-repeat no-repeat; border-bottom-color: rgb(187, 187, 187); border-bottom-style: dotted; border-bottom-width: 1px; border-left-color: rgb(187, 187, 187); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(187, 187, 187); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(187, 187, 187); border-top-style: dotted; border-top-width: 0px; color: #333333; display: block; font: italic normal bold 149%/normal 'Trebuchet MS', Verdana, Arial, sans-serif; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 29px; padding-right: 14px; padding-top: 2px;"><span style="font-size: large;"><br class="Apple-interchange-newline" />10 easy tips to help you become a successful Forex trader</span></h3><span style="font-size: x-small;"><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">1. Get a reliable broker</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">This is a very important step to take before you begin trading with real money. First choice you must make is whether to go with an ECN broker who does not interfere with your trades or to go with a non-ECN broker who do have the ability to interfere with your trades. The main advantage of using an ECN is that they will not manipulate your trades. Not all non-ECN brokers do manipulate your trades but they do have the potential to cause slippage, execution problems and to change the spread to suite them. However non-ECN brokers require smaller initial deposits and offer higher leverage. If you are looking to purchase a Forex Robot it should clearly state whether it is broker dependant and advise you on suitable brokers.</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">2. Do not overtrade</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">Trading can be a stressful job if you let it be. Overtrading is a cause of this stress. Every day a trader should have a plan that includes entries, exits and the daily profit/loss target. The trader should stick to this plan and avoid the pain overtrading can cause. Using a Forex Robot eliminates this problem.</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><span class="Apple-converted-space"> </span></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">3. Do not always take the advice of other “traders”</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">There is lots of information related to trading Forex available online. It is important to be careful what information you decide to believe and follow as there is alto of contradicting advice. It is better to make your own judgements. This is especially the case with Forex Robots as many traders use them incorrectly and then give them unfair bad reviews. Some intentionally give them bad reviews to steer others away from being profitable with them.</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">4. Have a plan</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">95% of traders fail because they don’t have a plan. Know when to enter and exit a trade. Know when to quit trading for the day.</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">5. Trade with what you can afford to lose</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">Do not trade with money that is needed for rent, for your family, for debts, etc. Trade with what you can afford to lose, but don’t expect to lose it as a negative attitude is not good for a trader.</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">6. Be Patient</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">Yes you can become very wealthy by trading the Forex. Not always overnight though. Trading manually can take a long time to master and to see profits but if you stick to it then you could well be very rich. Forex Robots speed up the process as you do not have to spend years learning.</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">7. Consider setting up a Virtual Private Server (VPS)</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">This tip is for those who use or want to use a Forex Robot. These are great money makers if chosen correctly. It is a good idea to get the robot setup on a VPS so you don’t have to have your computer switched on when the automated forex software is running.</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">8. Take a break</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">Just like any job it is important to take a break and give your mind a rest.</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">9. Avoid lagging indicators</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">Many traders spend years and years of their lives wasting time on pointless indicators that look great in the past but are lagging when used in the present.</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">10. Trade live</span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;"><br /></span><span class="Apple-style-span" style="font-family: lucida, verdana, sans-serif;">Even if it is with a small account and small trade size you need to trade on a live account. If you want to run a Forex Robot then run it on a live account with a small amount of risk. Do not waste hours upon hours of your life trading the charts in the past!</span></span></div><div class="post-footer" style="background-attachment: initial; background-clip: initial; background-color: #eeeeee; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: transparent; border-bottom-style: dotted; border-bottom-width: 1px; border-left-color: rgb(187, 187, 187); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(187, 187, 187); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(187, 187, 187); border-top-style: dotted; border-top-width: 1px; color: #666666; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 29px; padding-right: 14px; padding-top: 2px; text-align: right;"><div class="post-footer-line post-footer-line-1" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><br class="Apple-interchange-newline" /></div></div>

forex 10 easy tips to help you become a successful Forex trader

10 easy tips to help you become a successful Forex trader 1. Get a reliable broker This is a very important step to take before you begin tr...

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Know About Forex Scams

<span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-style-span" style="font-family: 'Trebuchet MS', Verdana, Arial, sans-serif; font-size: 11px; line-height: 16px; text-align: left;"></span></span><br /><div class="modfloat full"><div class="module moduleText color0" id="mod_557472"><div class="txtd" id="txtd_557472" style="word-wrap: break-word;">Despite many brokers claims to the contrary, trading foreign exchange successfully is not an easy thing to do. FX trading is at best a risky business and at worst, a scammer’s dream come true. The Commodities Futures Trading Commission (CTFC) has seen a marked increase in the amount of foreign exchange scams over the last few years as<span class="Apple-converted-space"> </span><a href="http://hubpages.com/hub/Forex-Trading-a-guide" style="color: maroon; text-decoration: none;">forex trading</a><span class="Apple-converted-space"> </span>has become more and more popular.<br />There are many companies claiming to have a foolproof way of making money with one system or another and while some of those systems have a basis in fact, even the most well-researched, well developed system cannot take into account the vagaries of the market place.The Division of Clearing and Intermediary Oversight (DCIO) recently released an additional advisory aimed at protecting consumers from this ever growing problem, but the CTFC has some basic, solid advice regarding becoming involved in Forex trading:<span class="Apple-converted-space"> </span><br /><ul><li>No matter what you're told, Forex trading is risky.</li><li>Don't be pressured into an immediate decision.</li><li>Use common sense.</li><li>Get everything in writing.</li><li>Check with the CFTC.</li><li>Seek advice from an accountant, lawyer or an independent 3rd party.</li><li>Don't invest more than you can afford to lose.</li><li>Don't mortgage your home or cash in your savings to trade Forex.</li></ul></div></div></div><br class="floatclear" /><div class="modfloat right"><div class="module moduleAmazon color0" id="mod_574922"><img alt="" border="0" class="half" height="241" src="http://s3.hubimg.com/u/142934_f260.jpg" style="border-color: rgb(187, 187, 187); border-style: solid; border-width: 1px; margin: 0px 0px 5px; padding: 4px;" title="" width="260" /><table><tbody><tr><td class="pic"><br /></td><td class="details"><br /></td></tr><tr><td class="pic"><br /></td><td class="details"><br /></td></tr><tr><td class="pic"><br /></td><td class="details"><br /></td></tr><tr><td class="pic"><br /></td><td class="details"><br /></td></tr></tbody></table></div></div>As a general rule, it is best to avoid any companies claiming that<span class="Apple-converted-space"> </span><a href="http://forextradingfxcurrency.blogspot.com/" style="color: maroon; text-decoration: none;">Forex trading</a><span class="Apple-converted-space"> </span>is easy, guarantees results or encourages you to make small deposits and use high leverages. Regardless of how well educated you are, investing a small sum in FX trading is likely to end in losses. Some recent scammers who have been caught by the CTFC include:<br /><ul><li>Lake Shore Asset Management</li><li>Lake Dow and Ty Edwards</li><li>Ben Ouyang</li><li>Emerald Worldwide Holdings, Inc.</li><li>Foreign Fund (First Bank)</li><li>Equity Financial, Shasta, or Tech Traders</li><li>IBS/IMC</li><li>Kevin J. Steele</li><li>Nawab Ali Khan Ali</li><li>Sun Platinum</li><li>Worldwide Commodity CorporationGraystone Browne Financial</li><li>Sterling Trading Group, Inc.</li><li>STG Global Trading or QIX, Inc.</li><li>Universal FX, Inc.</li></ul>There are case reports available from the CTFC website which are updated on a regular basis. In the meantime, if you have lost money in dealings with any of these companies or individuals, there is a contact page at CTFC.<br />One of the most disturbing recent trends is the amount of Forex sites claiming to be helping traders when in fact the opposite is true. Forexbastards.com claim they are there to help the trader distinguish the “good guys from the bastards.” Here is a video clip uploaded by Nick B, demonstrating how effective they are.<br /><br /><br class="floatclear" />It is fair to say there is a LOT of disinformation being bandied around by the forex brokers. The CTFC website is perhaps the only guaranteed reliable source of information. Even the so-called anti-scammer’s sites appear to be just as populated with this type of information. Before beginning FX trading, remember these points:<br /><ol><li>It is NOT possible to make money starting with a small amount of capital.</li><li>Using high leverages is almost guaranteed to end in losses.</li><li>There is NO foolproof way of<span class="Apple-converted-space"> </span><strong>making money on the foreign exchange market</strong>.</li></ol>

forex Know About Forex Scams

Despite many brokers claims to the contrary, trading foreign exchange successfully is not an easy thing to do. FX trading is at best a risky...

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Forex good Support and Resistance Levels

<span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: 12px;"></span></span><br /><h1 style="font-size: 16px; font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Forex Trading Support and Resistance Levels</h1><div style="font-size: 11px; margin-bottom: 5px; margin-left: 5px; margin-right: 5px; margin-top: 5px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">If you are going to invest in<span class="Apple-converted-space"> </span><a href="http://www.fxinfo.com/" style="border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; color: #444444; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">online forex currency trading</a>, you will be reading a great deal of Forex charts. Forex Support and resistance levels are important concepts that are quite commonly used when trading online.</div><div style="font-size: 11px; margin-bottom: 5px; margin-left: 5px; margin-right: 5px; margin-top: 5px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Imagine a standard online Forex<span class="Apple-converted-space"> </span><a href="http://www.fxinfo.com/bar-charts.html" style="border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; color: #444444; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">bar chart</a><span class="Apple-converted-space"> </span>that details the price movements across a time period. You will notice that the chart moves inside a certain border that can be framed. This frame constitutes the support and resistance levels.</div><div style="font-size: 11px; margin-bottom: 5px; margin-left: 5px; margin-right: 5px; margin-top: 5px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Support levels</b><span class="Apple-converted-space"> </span>are horizontal lines that define the price at which most traders feel the prices will move higher. You can pin point support levels by viewing the day's lowest prices. These lows usually fluctuate around a certain point - which is where the support level is located.</div><div style="font-size: 11px; margin-bottom: 5px; margin-left: 5px; margin-right: 5px; margin-top: 5px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Resistance levels</b><span class="Apple-converted-space"> </span>are horizontal lines that define the upper level of trading, the place where there are more sellers than buyers. This is because when the currency reaches the resistance level, it is expected to drop.</div><div style="font-size: 11px; margin-bottom: 5px; margin-left: 5px; margin-right: 5px; margin-top: 5px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">What if support and resistance levels are broken?</b><span class="Apple-converted-space"> </span>If support levels are broken, they often become new resistance levels, because the currency fails to reach its precious lowest level. If resistance levels are broken, they sometimes continue to rise high above the previous resistance level.</div><div style="font-size: 11px; margin-bottom: 5px; margin-left: 5px; margin-right: 5px; margin-top: 5px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">A common forex trading strategy uses Forex support and resistance levels to set the placement of<span class="Apple-converted-space"> </span><a href="http://www.fxinfo.com/placing-orders.html" style="border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; color: #444444; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">stop loss and take profit limit orders</a></div>

forex Forex good Support and Resistance Levels

Forex Trading Support and Resistance Levels If you are going to invest in   online forex currency trading , you will be reading a great deal...

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Support and Resistance IN FOREX

<span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-style-span" style="font-family: 'Lucida Grande', Verdana, Arial, Helvetica; font-size: 12px; line-height: 14px; text-align: left;"></span></span><br /><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Support and resistance is one of the most widely used concepts in trading. Strangely enough, everyone seems to have their own idea on how you should measure support and resistance.</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Let's take a look at the basics first.</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><img alt="Support and resistance basics" border="0" height="285" src="http://babypips.cachefly.net/school/images/grade1/support-resistance-basics.png" style="border-style: none; margin: 0px; outline-style: none; padding: 0px;" title="Support and resistance basics" width="525" /></div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Look at the diagram above. As you can see, this zigzag pattern is making its way up (bull market). When the market moves up and then pulls back, the highest point reached before it pulled back is now resistance.</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">As the market continues up again, the lowest point reached before it started back is now support. In this way resistance and support are continually formed as the market oscillates over time. The reverse is true for the downtrend.</div><h2 style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; font: normal normal bold 1.2em/normal Arial, 'Lucida Grande', Verdana, Helvetica, sans-serif; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Plotting Support and Resistance</h2><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">One thing to remember is that support and resistance levels are<span class="Apple-converted-space"> </span><strong style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">not exact numbers</strong>.</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Often times you will see a support or resistance level that appears broken, but soon after find out that the market was just testing it. With<span class="Apple-converted-space"> </span><a href="http://www.babypips.com/school/types-of-charts.html" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; color: #009901; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" target="_blank">candlestick charts</a>, these "tests" of support and resistance are usually represented by the candlestick shadows.</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><a href="http://www.babypips.com/school/images/grade1/support-before.png" rel="gb_image[]" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; color: #009901; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><img alt="Support holding at 1.4700" border="0" height="285" src="http://babypips.cachefly.net/school/images/grade1/support-before.png" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px; margin: 0px; outline-style: none; padding: 0px;" title="Support holding at 1.4700" width="525" /></a></div><a name='more'></a><br /><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Notice how the shadows of the candles tested the 1.4700 support level. At those times it seemed like the market was "breaking" support. In hindsight we can see that the market was merely testing that level.</div><div class="advertisement" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; font-size: 0.9em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><div align="center" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><h6 style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; font: normal normal bold 0.9em/normal Arial, 'Lucida Grande', Verdana, Helvetica, sans-serif; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><img alt="Advertisement" border="0" height="10" src="http://www.babypips.com/images/advertisement.gif" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="120" /></h6></div><div align="center" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><div id="beacon_13948230f1" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; left: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: absolute; top: 0px; visibility: hidden;"><img alt="" height="0" src="http://ads.babypips.com/newads/www/delivery/lg.php?bannerid=112&campaignid=62&zoneid=11&loc=1&referer=http%3A%2F%2Fwww.babypips.com%2Fschool%2Fsupport-and-resistance.html&cb=13948230f1" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; height: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: 0px;" width="0" /></div></div></div><h2 style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; font: normal normal bold 1.2em/normal Arial, 'Lucida Grande', Verdana, Helvetica, sans-serif; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">So how do we truly know if support and resistance was broken?</h2><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">There is no definite answer to this question. Some argue that a support or resistance level is broken if the market can actually close past that level. However, you will find that this is not always the case.</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Let's take our same example from above and see what happened when the price actually closed past the 1.4700 support level.</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><a href="http://www.babypips.com/school/images/grade1/support-after.png" rel="gb_image[]" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; color: #009901; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><img alt="Support holds at 1.4700" border="0" height="285" src="http://babypips.cachefly.net/school/images/grade1/support-after.png" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Support holds at 1.4700" width="525" /></a></div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">In this case, price had closed below the 1.4700 support level but ended up rising back up above it.</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">If you had believed that this was a real breakout and sold this pair, you would've been seriously hurtin'!</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Looking at the chart now, you can visually see and come to the conclusion that the support was not actually broken; it is still very much intact and now even stronger.</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">To help you filter out these false breakouts, you should think of support and resistance more of as "zones" rather than concrete numbers.</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">One way to help you find these zones is to plot support and resistance on a line chart rather than a candlestick chart. The reason is that line charts only show you the closing price while candlesticks add the extreme highs and lows to the picture.</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">These highs and lows can be misleading because often times they are just the "knee-jerk" reactions of the market. It's like when someone is doing something really strange, but when asked about it, he or she simply replies, "Sorry, it's just a reflex."</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><em style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">When plotting support and resistance, you don't want the reflexes of the market. You only want to plot its<span class="Apple-converted-space"> </span><u style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">intentional</u><span class="Apple-converted-space"> </span>movements.</em></div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Looking at the line chart, you want to plot your support and resistance lines around areas where you can see the price forming several peaks or valleys.</div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><a href="http://www.babypips.com/school/images/grade1/support-resistance-zones.png" rel="gb_image[]" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; color: #009901; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><img alt="Line chart showing support and resistance zones" border="0" height="285" src="http://babypips.cachefly.net/school/images/grade1/support-resistance-zones.png" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Line chart showing support and resistance zones" width="525" /></a></div><h2 style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; font: normal normal bold 1.2em/normal Arial, 'Lucida Grande', Verdana, Helvetica, sans-serif; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Other interesting tidbits about support and resistance:</h2><ul style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><li style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">When the price passes through resistance, that resistance could potentially become support.</li><li style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">The more often price tests a level of resistance or support without breaking it, the stronger the area of resistance or support is.</li><li style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">When a support or resistance level breaks, the strength of the follow-through move depends on how strongly the broken support or resistance had been holding.</li></ul><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><a href="http://www.babypips.com/school/images/grade1/support-resistance-examples2.png" rel="gb_image[]" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; color: #009901; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><img alt="Examples of support and resistance" border="0" height="285" src="http://babypips.cachefly.net/school/images/grade1/support-resistance-examples.png" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Examples of support and resistance" width="525" /></a></div><div style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">With a little practice, you'll be able to spot potential support and resistance areas easily. In the next lesson, we'll teach you how to trade diagonal support and resistance lines, otherwise known as<span class="Apple-converted-space"> </span>trend lines</div><span style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"></span>

forex Support and Resistance IN FOREX

Support and resistance is one of the most widely used concepts in trading. Strangely enough, everyone seems to have their own idea on how yo...

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Forex Trading Support Fonny photos!

<div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" 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" 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" 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