<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5577459523971838588</id><updated>2011-12-15T05:00:55.558-08:00</updated><category term='setup'/><category term='live'/><category term='best'/><category term='forex trading'/><category term='forex'/><category term='news'/><category term='swing'/><category term='trading'/><category term='free'/><category term='short'/><category term='loss'/><category term='strategy'/><category term='scalp'/><category term='method'/><category term='currencies'/><category term='easy'/><category term='currency'/><category term='it'/><category term='room'/><category term='make'/><category term='probobility'/><category term='wealth'/><category term='results'/><category term='chf'/><category term='profits'/><category term='computer'/><category term='profitable'/><category term='setting'/><category term='pips'/><category term='take'/><category term='trader'/><category term='work'/><category term='system'/><category term='usd'/><category term='trade'/><category term='business'/><category term='stop'/><category term='high'/><category term='music'/><category term='break'/><category term='screens'/><category term='euro'/><category term='gain'/><category term='time'/><category term='wont'/><category term='online'/><category term='out'/><category term='profit'/><category term='why'/><category term='markets'/><category term='qe'/><category term='investing'/><category term='money'/><title type='text'>foreXpert - PROFITABLE IN THE NEXT 2 HOURS OF EVERY POST!!!</title><subtitle type='html'>TRADES ARE 40%EDUCATED, 60%GUT FEELING AND SHOULD BE 0% EMOTIONAL! PLACE A TRADE &amp;amp; WALK AWAY!</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>82</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-3489287335093077455</id><published>2011-06-09T03:03:00.000-07:00</published><updated>2011-06-09T03:03:08.312-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='forex trading'/><category scheme='http://www.blogger.com/atom/ns#' term='pips'/><title type='text'>ANOTHER TRADE MADE BY myFXPERT.com</title><content type='html'>&lt;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; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"&gt;&lt;span style="color: #666666; font-family: arial,verdana,sans-serif; font-size: 12px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;h2 style="font-size: 18px; line-height: 40px; margin: 0px; padding: 0px; text-align: center;"&gt; &lt;span style="color: #663366; font-size: large;"&gt;&lt;u&gt;WATCH THE VIDEO BELOW!&lt;/u&gt;&lt;/span&gt;&lt;/h2&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/t206m8f51jk/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/t206m8f51jk&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/t206m8f51jk&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="color: #663366; font-size: large;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.youtube.com/watch?feature=player_embedded&amp;amp;v=t206m8f51jk" target="_blank"&gt;http://www.youtube.com/watch?&lt;wbr&gt;&lt;/wbr&gt;feature=player_embedded&amp;amp;v=&lt;wbr&gt;&lt;/wbr&gt;t206m8f51jk&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;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; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"&gt;&lt;span style="color: #666666; font-family: arial,verdana,sans-serif; font-size: 12px;"&gt;&lt;br /&gt;&lt;h2 style="font-size: 18px; line-height: 40px; margin: 0px; padding: 0px; text-align: center;"&gt;&lt;span style="color: red; font-size: large;"&gt;&lt;u&gt;HOW DID THE EURCHF TRADE TURN OUT?? IN 5HOURS OVER +60PIPS&lt;/u&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt; &lt;div style="text-align: center;"&gt;&lt;span style="background-color: #ffcc66; color: black; font-size: x-large;"&gt;&lt;span style="border-collapse: separate; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"&gt;&lt;span style="font-family: arial,verdana,sans-serif;"&gt;THIS TRADE WAS PLACED TODAY ABOUT 7HOURS AGO!!&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;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; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"&gt;&lt;span style="color: #666666; font-family: arial,verdana,sans-serif; font-size: 12px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt; &lt;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; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"&gt;&lt;span style="color: #666666; font-family: arial,verdana,sans-serif; font-size: 12px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;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; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"&gt;&lt;span style="color: #666666; font-family: arial,verdana,sans-serif; font-size: 12px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;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; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"&gt;&lt;span style="color: #666666; font-family: arial, verdana, sans-serif; font-size: 12px;"&gt;&lt;div&gt; &lt;div style="text-align: left;"&gt;&lt;a href=""&gt;&lt;img alt="Picture" height="206" src="http://www.myfxpert.com/uploads/7/4/6/9/7469985/2976566.jpg?879" style="border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(170, 170, 170); border-right-style: solid; border-right-width: 1px; border-style: initial; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 10px; margin-left: 10px; margin-right: 10px; margin-top: 10px; padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="gmail_quote"&gt;&lt;blockquote class="gmail_quote" style="border-left: 1px #ccc solid; margin: 0 0 0 .8ex; padding-left: 1ex;"&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;u&gt;myFXPERT.com is now on Facebook&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;a href="http://www.facebook.com/pages/MyFXPERT/157912007608465" style="color: #3b5998; text-decoration: none;" target="_blank"&gt;&lt;span style="color: #3b5998; font-weight: bold; line-height: 15px; text-decoration: none;"&gt;MyFXPERT&lt;/span&gt;&lt;span style="color: #3b5998; text-decoration: none;"&gt;&lt;span&gt;&amp;nbsp;on Facebook&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp; &amp;nbsp;&amp;lt;--- CLICK TO LIKE!&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt; &lt;span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: x-large;"&gt;&lt;b&gt;&lt;i&gt;&lt;u style="background-color: #ffff33;"&gt;IF YOU HAVE ANY QUESTIONS PLEASE FEEL FREE TO EMAIL THEM TO: &lt;a href="mailto:admin@myfxpert.com" target="_blank"&gt;admin@myfxpert.com&lt;/a&gt;&lt;br /&gt;&lt;/u&gt;&lt;/i&gt;&lt;u style="background-color: #33ccff;"&gt;HURRY PRICE NOW ONLY $499 WILL BE $999 IN A MONTH!! GET IT NOW! (due to high demand!)&lt;/u&gt;&lt;i&gt;&lt;u style="background-color: #ffff33;"&gt;&lt;br /&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-family: arial, verdana, sans-serif; font-size: 12px;"&gt;&lt;h2 style="font-size: 18px; line-height: 40px; 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-align: left;"&gt;   &lt;span style="color: black;"&gt;&lt;i&gt;All the best for your trading success,&lt;/i&gt;&lt;/span&gt;&lt;/h2&gt;&lt;div style="color: #666666;"&gt;&lt;div style="text-align: left;"&gt;&lt;a href=""&gt;&lt;img alt="Picture" src="http://www.myfxpert.com/uploads/7/4/6/9/7469985/5179732.jpg" style="border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 0px; border-color: initial; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 0px; border-right-color: rgb(170, 170, 170); border-right-style: solid; border-right-width: 0px; border-style: initial; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 0px; margin-bottom: 10px; margin-left: 0px; margin-right: 10px; margin-top: 10px;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;a href="http://myfxpert.com/" target="_blank"&gt;http://myfxpert.com&lt;/a&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-3489287335093077455?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/3489287335093077455/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/06/another-trade-made-by-myfxpertcom.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3489287335093077455'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3489287335093077455'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/06/another-trade-made-by-myfxpertcom.html' title='ANOTHER TRADE MADE BY myFXPERT.com'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-7179795263910623475</id><published>2011-06-08T04:06:00.000-07:00</published><updated>2011-06-08T04:06:12.669-07:00</updated><title type='text'>WERE ON FACEBOOK!</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;u&gt;&lt;span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace; font-size: large;"&gt;&lt;a href="http://www.blogger.com/Follow%20us%20on%20Facebook%20at:%20http://www.facebook.com/pages/MyFXPERT/157912007608465?sk=wall"&gt;Like us to learn more about our trading strategies! And for some signals!&lt;/a&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;u&gt;&lt;span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace; font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;img border="0" height="96" src="http://1.bp.blogspot.com/-a4o8O3IriXE/Te9XZ-OaAPI/AAAAAAAAAJo/VnNxjwWbf1E/s320/facebook-logo.jpg" width="320" /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.blogger.com/Follow%20us%20on%20Facebook%20at:%20http://www.facebook.com/pages/MyFXPERT/157912007608465?sk=wall"&gt;Follow us on Facebook at:&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.blogger.com/Follow%20us%20on%20Facebook%20at:%20http://www.facebook.com/pages/MyFXPERT/157912007608465?sk=wall"&gt;http://www.facebook.com/pages/MyFXPERT/157912007608465?sk=wall&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-7179795263910623475?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/7179795263910623475/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/06/were-on-facebook.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/7179795263910623475'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/7179795263910623475'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/06/were-on-facebook.html' title='WERE ON FACEBOOK!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-a4o8O3IriXE/Te9XZ-OaAPI/AAAAAAAAAJo/VnNxjwWbf1E/s72-c/facebook-logo.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-6130120917107996710</id><published>2011-06-04T18:21:00.000-07:00</published><updated>2011-06-04T18:21:27.712-07:00</updated><title type='text'>Hurry! End's soon!</title><content type='html'>&lt;div style="border-collapse: collapse; font-family: arial, sans-serif; font-size: 13px; text-align: center;"&gt;&lt;span style="border-collapse: collapse; font-family: arial, sans-serif; font-size: small;"&gt;&lt;b&gt;&lt;u&gt;YOU CAN NOW (FOR A LIMITED TIME ONLY) GET THE 3 FOREX TRADING SYSTEMS FOR ONLY $499! THAT'S A MASSIVE $200 DISCOUNT! BUT HURRY OFFER ENDS 30/6/11&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;h2 style="border-collapse: collapse; font-family: arial, verdana, sans-serif; font-size: 13px; line-height: 40px; 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-align: left;"&gt;&lt;div style="color: #666666; font-size: 18px; text-align: left;"&gt;&lt;span style="color: #3333ff; font-size: x-small;"&gt;Updated daily!&amp;nbsp;&lt;/span&gt;&lt;span style="color: #3333ff; font-size: small;"&gt;Trade recap for today: 3/6/11 [end of trading week]&lt;/span&gt;&lt;/div&gt;&lt;em style="color: #3333ff; font-size: 18px;"&gt;Long EURUSD +223, Long AUDUSD +116, Long AUDJPY +190, Long USDCAD +139..&amp;nbsp;&lt;/em&gt;&lt;em style="color: #3333ff; font-size: 18px;"&gt;&lt;span style="font-size: small;"&gt;GBPJPY LONG -12&lt;/span&gt;&lt;/em&gt;&lt;span style="color: #3333ff; font-size: small;"&gt;total=&lt;/span&gt;&lt;span style="color: red; font-size: medium; font-weight: normal;"&gt;656 PIPS&lt;/span&gt;&lt;span style="color: #666666; font-size: small;"&gt;&lt;span style="color: #3333ff;"&gt;&amp;nbsp;in just one day!&lt;br /&gt;&lt;em&gt;2/6/11 myFXPERT.com made over 489 pips!&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;div style="border-collapse: collapse; font-family: arial, verdana, sans-serif; font-size: 13px; text-align: center;"&gt;&lt;span style="color: #666666;"&gt;&lt;span style="color: #3333ff; font-size: x-large;"&gt;&lt;em&gt;&lt;a href="http://www.myfxpert.com/" style="color: #0000cc;" target="_blank"&gt;www.myFXPERT.com&lt;/a&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="border-collapse: collapse; font-family: arial, sans-serif; font-size: 13px;"&gt;&lt;div style="color: red; font-family: arial, verdana, sans-serif; text-align: center;"&gt;&lt;i style="background-color: #ffff66;"&gt;&lt;span style="font-size: medium;"&gt;YOU'LL GET PERSONAL EMAIL SUPPORT*, SIGNALS*, ACCESS TO THE MEMBERS ROOM AND OF COURSE ALL OUR 3 FOREX TRADING COURSES&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;span style="font-size: medium;"&gt;&lt;i style="background-color: #ffff66;"&gt;WITH OVER 15HOURS WORTH OF VIDEO!&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; font-family: arial, verdana, sans-serif; font-size: large; text-align: center;"&gt;&lt;i style="background-color: #ffff66;"&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: arial, verdana, sans-serif; text-align: center;"&gt;&lt;span style="background-color: #ffff66;"&gt;&lt;span style="font-size: x-large;"&gt;WE WILL HELP YOU TRADE FOREX EVERY STEP OF THE WAY!&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: arial, verdana, sans-serif; text-align: center;"&gt;&lt;span style="background-color: #ffff66;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: #000099; font-family: 'courier new', monospace; font-size: medium;"&gt;&lt;b&gt;&lt;u&gt;DON'T BELIEVE US? CHECK OUT WHAT OTHERS ARE SAYING BELOW!&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: #000099; font-family: 'courier new', monospace; font-size: medium;"&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: #000099; font-family: 'courier new', monospace; font-size: medium;"&gt;&lt;b&gt;&lt;u&gt;&lt;span class="Apple-style-span" style="-webkit-text-decorations-in-effect: none; color: black; font-family: arial, sans-serif; font-size: 13px; font-weight: normal;"&gt;&lt;div style="color: #666666; display: block; font-family: arial, verdana, sans-serif; font-size: 12px; line-height: 20px; 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-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;u&gt;"I think you guys do first class work. The system has a tremendous amount of intellectual integrity to it. I should know as I have seen a lot, i've been at this for 20 years."&lt;/u&gt;&lt;br /&gt;Ben W. (USA)&lt;br /&gt;&lt;br /&gt;&lt;strong style="text-decoration: underline;"&gt;"Simple, Simple, Simple, I love these systems"&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #666666; display: block; font-family: arial, verdana, sans-serif; line-height: 20px; 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-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: medium;"&gt;&lt;span style="text-decoration: underline;"&gt;I have been trading for two weeks only. I am trading with a bank of $5000 divided into 2500 points. The first three days I applied the system with care and I went up $450.&lt;/span&gt;Malinda B. (AUS)&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div style="border-collapse: collapse; font-family: arial, sans-serif; font-size: 13px;"&gt;&lt;div style="clear: both; color: #666666; font-family: arial, verdana, sans-serif; font-size: 12px; min-height: 0px; overflow-x: hidden; overflow-y: hidden;"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="border-collapse: collapse; font-family: arial, sans-serif; font-size: 13px;"&gt;&lt;div style="width: 910px;"&gt;&lt;div style="color: #666666; float: left; font-family: arial, verdana, sans-serif; font-size: 12px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: visible; overflow-y: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: 450px;"&gt;&lt;div style="padding-right: 5px;"&gt;&lt;div&gt;&lt;div style="text-align: left;"&gt;&lt;div style="display: block; font-size: 11px; margin-bottom: 10px;"&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="color: #666666; float: left; font-family: arial, verdana, sans-serif; font-size: 12px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: visible; overflow-y: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: 450px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: #666666; float: left; font-family: arial, verdana, sans-serif; font-size: 12px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: visible; overflow-y: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: 450px;"&gt;*read disclosure on website at &lt;a href="http://myfxpert.com/"&gt;http://myfxpert.com&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-6130120917107996710?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/6130120917107996710/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/06/hurry-ends-soon.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/6130120917107996710'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/6130120917107996710'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/06/hurry-ends-soon.html' title='Hurry! End&apos;s soon!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-4853492697900572640</id><published>2011-06-03T07:19:00.000-07:00</published><updated>2011-06-03T07:19:46.430-07:00</updated><title type='text'>~MAKE MONEY GUARANTEED!~</title><content type='html'>&lt;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;"&gt;&lt;span class="Apple-style-span" style="font-family: arial; font-size: x-small;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;h2 style="font-family: arial, verdana, sans-serif; font-size: 18px; line-height: 40px; 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-align: center;"&gt;&lt;span style="color: #3333ff; font-size: large;"&gt;&lt;u&gt;&lt;span style="font-weight: normal;"&gt;&lt;span class="Apple-style-span" style="font-size: medium; line-height: normal;"&gt;&lt;u&gt;(Check out a screenshot below of a trade making in excess of +150PIPS and counting...&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style="font-family: arial, verdana, sans-serif; font-size: 18px; line-height: 40px; 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-align: center;"&gt;&lt;span style="color: #3333ff; font-size: large;"&gt;&lt;u&gt;&lt;span style="font-weight: normal;"&gt;&lt;span class="Apple-style-span" style="font-size: medium; line-height: normal;"&gt;&lt;u&gt;we're exiting it at +400~DO YOU MAKE THOSE SORT OF PIPS?!)&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/h2&gt;&lt;div style="font-family: arial, verdana, sans-serif;"&gt;&lt;span style="color: black; font-size: large;"&gt;&lt;u&gt;&lt;span style="font-weight: normal;"&gt;&lt;span class="Apple-style-span" style="font-size: medium; line-height: normal;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: arial, verdana, sans-serif; text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: red; font-size: medium;"&gt;&lt;b&gt;PLEASE READ ON FOR YOUR OWN BENEFIT!&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: arial, verdana, sans-serif; text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: red; font-size: medium;"&gt;&lt;b&gt;AND STOP BURNING MONEY IN FOREX BECAUSE YOU DON'T HAVE THE RIGHT EDUCATION!&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: arial, verdana, sans-serif; text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: red; font-size: medium;"&gt;&lt;b&gt;GET IT, TRADE IT, AND PROFIT FROM IT!&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: arial, verdana, sans-serif; text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;h2 style="color: #666666; font-family: arial, verdana, sans-serif; font-size: 18px; line-height: 40px; 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-align: center;"&gt;&lt;span style="color: black; font-size: large;"&gt;&lt;u&gt;&lt;span style="font-weight: normal;"&gt;A lot of people ask me:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style="color: #666666; font-family: arial, verdana, sans-serif; font-size: 18px; line-height: 40px; 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-align: center;"&gt;&lt;span style="color: black; font-size: large;"&gt;&lt;span style="font-weight: normal;"&gt;How have we made&amp;nbsp;&lt;/span&gt;so much money!&lt;span style="font-weight: normal;"&gt;?&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style="color: #666666; font-family: arial, verdana, sans-serif; font-size: 18px; line-height: 40px; 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-align: center;"&gt;&lt;span style="color: black; font-size: large;"&gt;&lt;u&gt;&lt;span style="font-weight: normal;"&gt;And the simplest, yet most honest answer is the fact that&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style="color: #666666; font-family: arial, verdana, sans-serif; font-size: 18px; line-height: 40px; 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-align: center;"&gt;&lt;span style="color: black; font-size: large;"&gt;&lt;span style="font-weight: normal;"&gt;We use&amp;nbsp;&lt;/span&gt;only our 3 strategies&lt;span style="font-weight: normal;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style="color: #666666; font-family: arial, verdana, sans-serif; font-size: 18px; line-height: 40px; 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-align: center;"&gt;&lt;span style="color: black; font-size: large;"&gt;&lt;u&gt;&lt;span style="font-weight: normal;"&gt;Which have worked perfectly in all market conditions!&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style="color: #666666; font-family: arial, verdana, sans-serif; font-size: 18px; line-height: 40px; 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-align: center;"&gt;&lt;span style="color: black; font-size: large;"&gt;&lt;span style="font-weight: normal;"&gt;Weather the FOREX markets are trending:&amp;nbsp;&lt;/span&gt;Up, Down or even sideways!&lt;/span&gt;&lt;/h2&gt;&lt;div style="color: #666666; font-family: arial, verdana, sans-serif; font-size: 12px;"&gt;&lt;span style="color: black; font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #666666; font-family: arial, verdana, sans-serif; font-size: 12px; text-align: center;"&gt;&lt;span style="color: black; font-size: large;"&gt;&lt;b&gt;&lt;u&gt;AND HERE THEY ARE: Let me introduce you to...&amp;nbsp;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: arial, verdana, sans-serif; text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #666666; font-family: arial, verdana, sans-serif;"&gt;&lt;div style="text-align: center;"&gt;&lt;a href=""&gt;&lt;img alt="Picture" class="galleryImageBorder" height="184" src="http://www.myfxpert.com/uploads/7/4/6/9/7469985/2300540.jpg?717" style="border-color: rgb(204, 204, 204) rgb(170, 170, 170) rgb(170, 170, 170) rgb(204, 204, 204); border-style: solid; border-width: 0px; margin: 10px;" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="color: #666666; font-family: arial, verdana, sans-serif; font-size: 12px;"&gt;&lt;div class="product-long product" style="border-bottom-color: rgb(239, 239, 239) !important; border-bottom-style: solid !important; border-bottom-width: 1px !important; border-left-color: rgb(239, 239, 239) !important; border-left-style: solid !important; border-left-width: 1px !important; border-right-color: rgb(239, 239, 239) !important; border-right-style: solid !important; border-right-width: 1px !important; border-top-color: rgb(239, 239, 239) !important; border-top-style: solid !important; border-top-width: 1px !important; margin-bottom: 10px !important; padding-bottom: 15px !important; padding-left: 15px !important; padding-right: 15px !important; padding-top: 15px !important;"&gt;&lt;div class="product-title element" id="794771150677547295-product-title" style="font-size: 20px !important; font-weight: bold !important; margin-bottom: 20px !important; margin-left: 0px !important; margin-right: 0px !important; margin-top: 0px !important; text-align: left;"&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt;WAS $699&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: red; font-size: x-large;"&gt;NOW ONLY: $499!&amp;nbsp;&lt;/span&gt;&lt;span style="color: black;"&gt;thats&amp;nbsp;&lt;u&gt;$200 off!&lt;/u&gt;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;a href="http://www.myfxpert.com/uploads/7/4/6/9/7469985/706566_orig.jpg?8678739?8955867" rel="lightbox" style="color: #12283c; font-weight: normal; text-decoration: underline;"&gt;&lt;img class="product-image" src="http://www.myfxpert.com/uploads/7/4/6/9/7469985/706566.jpg?8678739?8955867?5147324" style="border-bottom-style: none !important; border-color: initial !important; border-color: initial; border-left-style: none !important; border-right-style: none !important; border-style: initial; border-top-style: none !important; border-width: initial !important; float: left !important; margin-bottom: 10px !important; margin-left: 0px !important; margin-right: 10px !important; margin-top: 0px !important;" /&gt;&lt;/a&gt;&lt;div class="product-long-detail" style="background-attachment: initial !important; background-clip: initial !important; background-color: rgb(239, 239, 239) !important; background-image: initial !important; background-origin: initial !important; border-bottom-color: rgb(205, 205, 205) !important; border-bottom-style: solid !important; border-bottom-width: 1px !important; border-left-color: rgb(205, 205, 205) !important; border-left-style: solid !important; border-left-width: 1px !important; border-right-color: rgb(205, 205, 205) !important; border-right-style: solid !important; border-right-width: 1px !important; border-top-color: rgb(205, 205, 205) !important; border-top-style: solid !important; border-top-width: 1px !important; float: right !important; line-height: normal !important; margin-left: 10px !important; padding-bottom: 3px !important; padding-left: 15px !important; padding-right: 15px !important; padding-top: 3px !important; width: 155px !important;"&gt;&lt;div class="product-long-price" style="color: black; font-size: 16px !important; font-weight: bold !important; margin-bottom: 10px !important; margin-left: 0px !important; margin-right: 0px !important; margin-top: 10px !important;"&gt;&lt;div class="product-currency" id="794771150677547295-product-currency" style="float: left;"&gt;A$&lt;/div&gt;&lt;div class="product-price element" id="794771150677547295-product-price" style="float: left;"&gt;499.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;/div&gt;&lt;div style="font-size: 5px;"&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="float: left; height: 36px;"&gt;&amp;nbsp;&lt;/div&gt;&lt;form action="https://www.paypal.com/cgi-bin/webscr" method="post" style="height: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" target="paypal"&gt;&lt;input class="product-button" name="submit" src="http://www.weebly.com/weebly/images/buy_now_big.gif" style="border-bottom-style: none !important; border-color: initial !important; border-left-style: none !important; border-right-style: none !important; border-top-style: none !important; border-width: initial !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" type="image" /&gt;&lt;img alt="" class="paypal-pixel" height="1" src="https://www.paypal.com/en_US/i/scr/pixel.gif" style="border-bottom-style: none !important; border-color: initial !important; border-left-style: none !important; border-right-style: none !important; border-top-style: none !important; border-width: initial !important;" width="1" /&gt;&lt;/form&gt;&lt;/div&gt;&lt;div class="product-description" id="794771150677547295-product-description element" style="text-align: left;"&gt;&lt;span style="color: black;"&gt;&lt;u&gt;&lt;span style="font-size: small;"&gt;Get 3 incredible systems for one amazing price!&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;You'll get all 3 systems and email support&lt;/span&gt;&lt;span style="font-size: xx-small;"&gt;*&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;h2 style="color: #666666; font-family: arial, verdana, sans-serif; font-size: 18px; line-height: 40px; 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-align: center;"&gt;&lt;span style="color: black; font-size: medium;"&gt;[$499 IS LESS THAN A LOSING TRADE!]&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: red;"&gt;YOU CAN'T AFFORD NOT TO GET THESE 3 SYSTEMS&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black; font-size: medium;"&gt;DON'T WASTE YOUR MONEY GUESSING FOREX! 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font-size: medium;"&gt;&lt;b&gt;&lt;u style="background-color: white;"&gt;SO IF YOUR INTERESTED IN SIGNING UP FOR THIS AMAZING COURSE THEN EMAIL US BACK&amp;nbsp;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: #3333ff; font-size: x-large;"&gt;&lt;b&gt;&lt;u style="background-color: white;"&gt;OR&amp;nbsp;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: red; font-size: medium;"&gt;&lt;b&gt;&lt;u style="background-color: white;"&gt;JUST CLICK THE BUY NOW BUTTON IN THIS EMAIL&amp;nbsp;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: #3333ff; font-size: medium;"&gt;&lt;b&gt;&lt;u style="background-color: white;"&gt;OR&amp;nbsp;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: red; font-size: medium;"&gt;&lt;b&gt;&lt;u style="background-color: white;"&gt;ON OUR WEBSITE AT&amp;nbsp;&lt;a href="http://www.myfxpert.com/"&gt;www.myFXPERT.com&lt;/a&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: red; font-size: medium;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style="color: #666666; font-family: arial, verdana, sans-serif; font-size: 18px; line-height: 40px; 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-align: center;"&gt;&lt;span class="Apple-style-span" style="color: #333399; font-size: large;"&gt;REAL RESULTS BELOW!&lt;/span&gt;&lt;/h2&gt;&lt;div style="color: #666666; font-family: arial, verdana, sans-serif; font-size: 12px;"&gt;&lt;div style="text-align: center;"&gt;&lt;a href="" style="color: #12283c; font-weight: normal; text-decoration: underline;"&gt;&lt;img alt="Picture" class="galleryImageBorder" height="62" src="http://www.myfxpert.com/uploads/7/4/6/9/7469985/4946326.png?885" style="border-color: rgb(204, 204, 204) rgb(170, 170, 170) rgb(170, 170, 170) rgb(204, 204, 204); border-style: solid; border-width: 1px; margin: 10px; padding: 3px;" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: red; font-size: medium;"&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;All the best,&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;myFXPERT trading team&lt;/div&gt;&lt;div&gt;&lt;a href="http://myfxpert.com/" target="_blank"&gt;http://myfxpert.com&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;br class="Apple-interchange-newline" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-4853492697900572640?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/4853492697900572640/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/06/make-money-guaranteed.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/4853492697900572640'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/4853492697900572640'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/06/make-money-guaranteed.html' title='~MAKE MONEY GUARANTEED!~'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-3877722898389310035</id><published>2011-06-03T06:25:00.000-07:00</published><updated>2011-06-03T06:26:53.437-07:00</updated><title type='text'>+118 So Far using myFXPERT trading strategy #3</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-izBNNzYvqHE/TejgThj8HNI/AAAAAAAAAJk/cRN5BVCN80o/s1600/moneymade.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="192" src="http://1.bp.blogspot.com/-izBNNzYvqHE/TejgThj8HNI/AAAAAAAAAJk/cRN5BVCN80o/s320/moneymade.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;u&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;CLICK TO ENLARGE&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;u&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;Go to &lt;a href="http://myfxpert.com/"&gt;myFXPERT.com&lt;/a&gt; to learn more about their&amp;nbsp;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;u&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-size: x-large;"&gt;3 amazing systems!&amp;nbsp;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;u&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;~They've worked for me and they'll work for you!~&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;(C)copyright &lt;a href="http://myfxpert.com/"&gt;myFXPERT.com&lt;/a&gt; 2011&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-3877722898389310035?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/3877722898389310035/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/06/118-so-far-using-myfxpert-trading.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3877722898389310035'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3877722898389310035'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/06/118-so-far-using-myfxpert-trading.html' title='+118 So Far using myFXPERT trading strategy #3'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-izBNNzYvqHE/TejgThj8HNI/AAAAAAAAAJk/cRN5BVCN80o/s72-c/moneymade.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-735388179740725138</id><published>2011-05-25T04:09:00.000-07:00</published><updated>2011-05-25T04:09:11.724-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='forex trading'/><title type='text'>NEED COACHING?!</title><content type='html'>IF you can't seem to find you can make money on the forex market don't worry! 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If you want to learn how I do it please join the ever growing community at &lt;a href="http://myfxpert.com/"&gt;http://myfxpert.com&lt;/a&gt;&amp;nbsp; Thanks again guys and all the best.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-735388179740725138?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/735388179740725138/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/need-coaching.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/735388179740725138'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/735388179740725138'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/need-coaching.html' title='NEED COACHING?!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-1563089127834231115</id><published>2011-05-25T04:05:00.000-07:00</published><updated>2011-05-25T04:05:59.806-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='strategy'/><category scheme='http://www.blogger.com/atom/ns#' term='forex'/><category scheme='http://www.blogger.com/atom/ns#' term='system'/><title type='text'>NEW FOREX STRATEGY!</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="349" src="http://www.youtube.com/embed/yWntFqNYS70?rel=0" width="425"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-1563089127834231115?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/1563089127834231115/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/new-forex-strategy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/1563089127834231115'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/1563089127834231115'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/new-forex-strategy.html' title='NEW FOREX STRATEGY!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/yWntFqNYS70/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-2667917941219138355</id><published>2011-05-23T03:09:00.001-07:00</published><updated>2011-05-23T03:09:31.492-07:00</updated><title type='text'>NEW LIVE COMMENTARY VIDEO FREE!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://3.gvt0.com/vi/7GytJfufJqM/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/7GytJfufJqM&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/7GytJfufJqM&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-2667917941219138355?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/2667917941219138355/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/new-live-commentary-video-free.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2667917941219138355'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2667917941219138355'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/new-live-commentary-video-free.html' title='NEW LIVE COMMENTARY VIDEO FREE!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-8591923658456794836</id><published>2011-05-23T00:17:00.000-07:00</published><updated>2011-05-23T00:17:18.452-07:00</updated><title type='text'>GOT ANY QUESTIONS??</title><content type='html'>Then send them in to &lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;b&gt;&lt;u&gt;admin@myfxpert.com&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-SeTNT6foCzY/TdoJ3FyUjPI/AAAAAAAAAJQ/MiVxYqQ5XiU/s1600/questions.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="145" src="http://4.bp.blogspot.com/-SeTNT6foCzY/TdoJ3FyUjPI/AAAAAAAAAJQ/MiVxYqQ5XiU/s320/questions.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-8591923658456794836?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/8591923658456794836/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/got-any-questions.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/8591923658456794836'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/8591923658456794836'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/got-any-questions.html' title='GOT ANY QUESTIONS??'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-SeTNT6foCzY/TdoJ3FyUjPI/AAAAAAAAAJQ/MiVxYqQ5XiU/s72-c/questions.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-2708570980467037282</id><published>2011-05-22T01:07:00.000-07:00</published><updated>2011-05-22T01:07:19.942-07:00</updated><title type='text'>GBPUSD next week analysis</title><content type='html'>THIS POST ANALYSIS IS BROUGHT TO YOU BY: &lt;a href="http://myfxpert.com/"&gt;myFXPERT.com&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;First let's look at the daily:&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-e1pFhvISi3k/TdjD51m8oXI/AAAAAAAAAJI/JvLm8FgqLTo/s1600/daily.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="156" src="http://1.bp.blogspot.com/-e1pFhvISi3k/TdjD51m8oXI/AAAAAAAAAJI/JvLm8FgqLTo/s320/daily.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;As you can see we have a double bottom&lt;br /&gt;&lt;br /&gt;Now let's look @ the H1 Chart and sell myFXPERT's singals&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-18NO40qUCh8/TdjD6-D_-JI/AAAAAAAAAJM/BFrTwwXMfZU/s1600/GBPUSDANALY.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="193" src="http://2.bp.blogspot.com/-18NO40qUCh8/TdjD6-D_-JI/AAAAAAAAAJM/BFrTwwXMfZU/s320/GBPUSDANALY.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;CLICK IMAGE TO ENLARGE&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;All the best,&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;myFXPERT team&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;a href="http://myfxpert.com/"&gt;http://myfxpert.com&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-2708570980467037282?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/2708570980467037282/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/gbpusd-next-week-analysis.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2708570980467037282'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2708570980467037282'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/gbpusd-next-week-analysis.html' title='GBPUSD next week analysis'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-e1pFhvISi3k/TdjD51m8oXI/AAAAAAAAAJI/JvLm8FgqLTo/s72-c/daily.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-3992246215127579703</id><published>2011-05-20T04:33:00.000-07:00</published><updated>2011-05-20T04:33:45.498-07:00</updated><title type='text'>Some Results! (+43)</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-dh0AdZuEj_s/TdZRTOIRiLI/AAAAAAAAAJA/RJVwefzHtjE/s1600/trade2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="193" src="http://2.bp.blogspot.com/-dh0AdZuEj_s/TdZRTOIRiLI/AAAAAAAAAJA/RJVwefzHtjE/s320/trade2.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-IR1Y23OXizs/TdZRT7WufHI/AAAAAAAAAJE/zExVVaVhsU8/s1600/trade1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="192" src="http://4.bp.blogspot.com/-IR1Y23OXizs/TdZRT7WufHI/AAAAAAAAAJE/zExVVaVhsU8/s320/trade1.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;click images to enlarge&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://myfxpert.com/"&gt;&lt;b&gt;Just another day trading with http://myfxpert.com&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-3992246215127579703?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/3992246215127579703/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/some-results-43.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3992246215127579703'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3992246215127579703'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/some-results-43.html' title='Some Results! (+43)'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-dh0AdZuEj_s/TdZRTOIRiLI/AAAAAAAAAJA/RJVwefzHtjE/s72-c/trade2.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-3254869815899923945</id><published>2011-05-17T05:57:00.000-07:00</published><updated>2011-05-17T05:57:14.859-07:00</updated><title type='text'>Hey All Long Time No See!</title><content type='html'>&lt;i&gt;Thanks guys for your patience. I've just been really busy with my new website: &lt;a href="http://myfxpert.com/"&gt;http://myfxpert.com&lt;/a&gt;&amp;nbsp;Here we do signals, personal email support and of course we teach you all our very profitable systems! The team at myFXPERT are ready on&amp;nbsp;command!&lt;/i&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;u&gt;Anyway: I hope all your trades are going well and most importantly you closed out on a profit! If your still&amp;nbsp;struggling&amp;nbsp;to find a system may I let you in on a little secret???&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: x-large;"&gt;K.I.S.S.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: x-large;"&gt;KEEP.IT.SIMPLE.STUPID!&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;u&gt;That is the secret for Forex Success. You have to keep it simple! Oh and when your using a system make sure to never forget about Support and&amp;nbsp;resistance&amp;nbsp;levels and trend etc.&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Thanks for your support guys,&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;All the best&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-pY7sZ1aLr0g/TdJwYrAt54I/AAAAAAAAAIo/DetEBYG10j4/s1600/brokers.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-pY7sZ1aLr0g/TdJwYrAt54I/AAAAAAAAAIo/DetEBYG10j4/s1600/brokers.jpg" /&gt;&lt;/a&gt;do this...&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;then this...&lt;a href="http://2.bp.blogspot.com/-tIMzBTUBW14/TdJwZEbvIKI/AAAAAAAAAIs/A30XNPk0lz4/s1600/yaht.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-tIMzBTUBW14/TdJwZEbvIKI/AAAAAAAAAIs/A30XNPk0lz4/s1600/yaht.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-3254869815899923945?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/3254869815899923945/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/hey-all-long-time-no-see.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3254869815899923945'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3254869815899923945'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/hey-all-long-time-no-see.html' title='Hey All Long Time No See!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-pY7sZ1aLr0g/TdJwYrAt54I/AAAAAAAAAIo/DetEBYG10j4/s72-c/brokers.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-4061109406443940326</id><published>2011-05-15T03:20:00.000-07:00</published><updated>2011-05-18T02:33:25.615-07:00</updated><title type='text'>UPCOMING TRADES! 16/5/11 (charts @ bottom of post)</title><content type='html'>All trades are&amp;nbsp;recommended&amp;nbsp;only and the writer of this blog takes no responsibility of these trades.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;b&gt;&lt;u&gt;BEFORE CONTINUING PLEASE READ THE FOLLOWING!&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;If you would like FOREX pair analysis like these you can visit &lt;a href="http://myfxpert.weebly.com/"&gt;http://myfxpert.com&lt;/a&gt; and join today for signals, personal email support and more!&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-usq6Em_zwDg/Tc-m2mcxmfI/AAAAAAAAAII/ldoYKDajR_w/s1600/Guaranteed-seal.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="148" src="http://3.bp.blogspot.com/-usq6Em_zwDg/Tc-m2mcxmfI/AAAAAAAAAII/ldoYKDajR_w/s200/Guaranteed-seal.png" width="200" /&gt;&lt;/a&gt;AND WITH THEIR SERVICE IF YOU DON'T MAKE MONEY IN THE FIRST 30DAYS OF SIGNING UP YOU'LL GET YOUR MONEY BACK! THAT'S OUR SEAL OF&amp;nbsp;APPROVAL!&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-2wVLE9mmExI/Tc-ovWUPE7I/AAAAAAAAAIc/N7-CApMSqNg/s1600/promo2.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="231" src="http://1.bp.blogspot.com/-2wVLE9mmExI/Tc-ovWUPE7I/AAAAAAAAAIc/N7-CApMSqNg/s320/promo2.PNG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-hnSW29PwrUY/Tc-m466AHvI/AAAAAAAAAIM/vABprZHvj0c/s1600/AUDUSD.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="193" src="http://1.bp.blogspot.com/-hnSW29PwrUY/Tc-m466AHvI/AAAAAAAAAIM/vABprZHvj0c/s320/AUDUSD.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-e3tBJIiBwYs/Tc-m56ra_cI/AAAAAAAAAIQ/GvuZOq1nqaY/s1600/eurjpy.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="192" src="http://4.bp.blogspot.com/-e3tBJIiBwYs/Tc-m56ra_cI/AAAAAAAAAIQ/GvuZOq1nqaY/s320/eurjpy.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-fhxm13a0dv0/Tc-m6mgG2aI/AAAAAAAAAIU/6c22OMQpTwM/s1600/eurusdtrd.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="192" src="http://1.bp.blogspot.com/-fhxm13a0dv0/Tc-m6mgG2aI/AAAAAAAAAIU/6c22OMQpTwM/s320/eurusdtrd.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-t1xWRsG1vMM/Tc-m7uTAK-I/AAAAAAAAAIY/lY7c5EndtOI/s1600/usdchf.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="192" src="http://1.bp.blogspot.com/-t1xWRsG1vMM/Tc-m7uTAK-I/AAAAAAAAAIY/lY7c5EndtOI/s320/usdchf.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;b&gt;&lt;u&gt;CLICK ON ANY CHART TO ENLARGE IT!&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-4061109406443940326?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/4061109406443940326/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/upcoming-trades-16511-charts-bottom-of.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/4061109406443940326'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/4061109406443940326'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/upcoming-trades-16511-charts-bottom-of.html' title='UPCOMING TRADES! 16/5/11 (charts @ bottom of post)'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-usq6Em_zwDg/Tc-m2mcxmfI/AAAAAAAAAII/ldoYKDajR_w/s72-c/Guaranteed-seal.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-8875974959875765073</id><published>2011-05-13T23:49:00.001-07:00</published><updated>2011-05-13T23:49:41.445-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='room'/><category scheme='http://www.blogger.com/atom/ns#' term='trading'/><category scheme='http://www.blogger.com/atom/ns#' term='free'/><category scheme='http://www.blogger.com/atom/ns#' term='live'/><title type='text'>FREE LIVE TRADING ROOM NOW!</title><content type='html'>enter the free classroom! Active now! &lt;a href="http://connect62343366.adobeconnect.com/myfx/"&gt;http://connect62343366.adobeconnect.com/myfx/&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-8875974959875765073?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/8875974959875765073/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/free-live-trading-room-now.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/8875974959875765073'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/8875974959875765073'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/free-live-trading-room-now.html' title='FREE LIVE TRADING ROOM NOW!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-2544039948664244153</id><published>2011-05-13T22:35:00.000-07:00</published><updated>2011-05-17T23:13:32.439-07:00</updated><title type='text'>Would you like FOREX COACHING?</title><content type='html'>Then make sure to visit: &lt;a href="http://myfxpert.weebly.com/"&gt;http://myfxpert.com&lt;/a&gt; and put your name on the waiting list!&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://1.bp.blogspot.com/-rtMcX_cGp5g/Tc4Ul42moeI/AAAAAAAAAH4/_4NwFWS4YYc/s1600/my.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-rtMcX_cGp5g/Tc4Ul42moeI/AAAAAAAAAH4/_4NwFWS4YYc/s320/my.JPG" width="286" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-2544039948664244153?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/2544039948664244153/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/would-you-like-forex-coaching.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2544039948664244153'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2544039948664244153'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/would-you-like-forex-coaching.html' title='Would you like FOREX COACHING?'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-rtMcX_cGp5g/Tc4Ul42moeI/AAAAAAAAAH4/_4NwFWS4YYc/s72-c/my.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-2348469303412040017</id><published>2011-05-13T16:13:00.000-07:00</published><updated>2011-05-13T16:13:42.127-07:00</updated><title type='text'>Last Nights EURUSD short trade!</title><content type='html'>Here are the results:&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-3_j5XrFX07E/Tc26qaMH5QI/AAAAAAAAAHE/OM5G_szDPjg/s1600/ff.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="144" src="http://3.bp.blogspot.com/-3_j5XrFX07E/Tc26qaMH5QI/AAAAAAAAAHE/OM5G_szDPjg/s320/ff.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;b&gt;&lt;u&gt;CLICK IMAGE TO ENLARGE!&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-2348469303412040017?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/2348469303412040017/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/last-nights-eurusd-short-trade.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2348469303412040017'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2348469303412040017'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/last-nights-eurusd-short-trade.html' title='Last Nights EURUSD short trade!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-3_j5XrFX07E/Tc26qaMH5QI/AAAAAAAAAHE/OM5G_szDPjg/s72-c/ff.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-5328478224607307323</id><published>2011-05-10T22:57:00.000-07:00</published><updated>2011-05-10T22:57:27.125-07:00</updated><title type='text'>Great Video on price action!</title><content type='html'>I'm quite&amp;nbsp;surprised&amp;nbsp;how little there is out there about Price action. It is fundamental in being a profitable&amp;nbsp;Forex&amp;nbsp;trader. Learn understand and use Price action and you can make money!&lt;br /&gt;Enjoy the video :)&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/kmyLKo2YJkE/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/kmyLKo2YJkE&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/kmyLKo2YJkE&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-5328478224607307323?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/5328478224607307323/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/great-video-on-price-action.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/5328478224607307323'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/5328478224607307323'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/great-video-on-price-action.html' title='Great Video on price action!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-2361171511843792064</id><published>2011-05-10T22:52:00.001-07:00</published><updated>2011-05-10T22:52:29.435-07:00</updated><title type='text'>UPCOMING TRADES! 11/5/11</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-aVyfizd4YFs/Tcoj97S5TjI/AAAAAAAAAGg/S3NUzEXsyj8/s1600/UPCOMINGTRADES.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="213" src="http://3.bp.blogspot.com/-aVyfizd4YFs/Tcoj97S5TjI/AAAAAAAAAGg/S3NUzEXsyj8/s320/UPCOMINGTRADES.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-2361171511843792064?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/2361171511843792064/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/upcoming-trades-11511.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2361171511843792064'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2361171511843792064'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/upcoming-trades-11511.html' title='UPCOMING TRADES! 11/5/11'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-aVyfizd4YFs/Tcoj97S5TjI/AAAAAAAAAGg/S3NUzEXsyj8/s72-c/UPCOMINGTRADES.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-7578322436171952004</id><published>2011-05-10T00:26:00.003-07:00</published><updated>2011-05-10T00:26:43.565-07:00</updated><title type='text'>Yesterdays trading day :)</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-pnd7NapBAAE/TcjomKt_fSI/AAAAAAAAAGc/YDz4_W1iF7A/s1600/LIVE.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="39" src="http://2.bp.blogspot.com/-pnd7NapBAAE/TcjomKt_fSI/AAAAAAAAAGc/YDz4_W1iF7A/s320/LIVE.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;CLICK IMAGE TO ENLARGE!&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-7578322436171952004?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/7578322436171952004/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/yesterdays-trading-day.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/7578322436171952004'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/7578322436171952004'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/yesterdays-trading-day.html' title='Yesterdays trading day :)'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-pnd7NapBAAE/TcjomKt_fSI/AAAAAAAAAGc/YDz4_W1iF7A/s72-c/LIVE.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-2170011060177741175</id><published>2011-05-10T00:11:00.001-07:00</published><updated>2011-05-10T00:11:13.701-07:00</updated><title type='text'>All my signals are on my Twitter!</title><content type='html'>&lt;a href="http://twitter.com/#!/FXPERT09"&gt;http://twitter.com/#!/FXPERT09&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-2170011060177741175?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/2170011060177741175/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/all-my-signals-are-on-my-twitter.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2170011060177741175'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2170011060177741175'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/all-my-signals-are-on-my-twitter.html' title='All my signals are on my Twitter!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-3720227993960167463</id><published>2011-05-09T02:47:00.000-07:00</published><updated>2011-05-09T02:47:33.363-07:00</updated><title type='text'>UPCOMING TRADES!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-zXb-7LxwQxM/Tce4Gziu2pI/AAAAAAAAAGY/0EAMZMD513M/s1600/trades.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="211" src="http://4.bp.blogspot.com/-zXb-7LxwQxM/Tce4Gziu2pI/AAAAAAAAAGY/0EAMZMD513M/s320/trades.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;u&gt;CLICK TO ENLARGE!&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;black line=200SMA&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-3720227993960167463?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/3720227993960167463/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/upcoming-trades.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3720227993960167463'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3720227993960167463'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/upcoming-trades.html' title='UPCOMING TRADES!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-zXb-7LxwQxM/Tce4Gziu2pI/AAAAAAAAAGY/0EAMZMD513M/s72-c/trades.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-8413379690303690114</id><published>2011-05-08T06:02:00.000-07:00</published><updated>2011-05-08T06:02:28.364-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='trading'/><category scheme='http://www.blogger.com/atom/ns#' term='online'/><category scheme='http://www.blogger.com/atom/ns#' term='money'/><category scheme='http://www.blogger.com/atom/ns#' term='forex'/><category scheme='http://www.blogger.com/atom/ns#' term='method'/><category scheme='http://www.blogger.com/atom/ns#' term='system'/><category scheme='http://www.blogger.com/atom/ns#' term='make'/><title type='text'>TRADING METHOD COMING SOON!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-_NpgDILTSsY/TcaUIVUEKgI/AAAAAAAAAGU/OS9PYv1XBfI/s1600/comingsoon.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="191" src="http://4.bp.blogspot.com/-_NpgDILTSsY/TcaUIVUEKgI/AAAAAAAAAGU/OS9PYv1XBfI/s320/comingsoon.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;b&gt;&lt;u&gt;GET READY! &lt;span class="Apple-style-span" style="font-size: large;"&gt;NEW &lt;/span&gt;TRADING METHOD! &lt;span class="Apple-style-span" style="font-size: large;"&gt;COMING SOON&lt;/span&gt;!&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;u&gt;MAKE SURE TO &lt;span class="Apple-style-span" style="font-size: x-large;"&gt;FOLLOW&lt;/span&gt;!&lt;/u&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-8413379690303690114?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/8413379690303690114/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/trading-method-coming-soon.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/8413379690303690114'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/8413379690303690114'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/trading-method-coming-soon.html' title='TRADING METHOD COMING SOON!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-_NpgDILTSsY/TcaUIVUEKgI/AAAAAAAAAGU/OS9PYv1XBfI/s72-c/comingsoon.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-1965868258795628447</id><published>2011-05-08T01:20:00.000-07:00</published><updated>2011-05-08T01:20:40.285-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='trading'/><category scheme='http://www.blogger.com/atom/ns#' term='online'/><category scheme='http://www.blogger.com/atom/ns#' term='money'/><category scheme='http://www.blogger.com/atom/ns#' term='forex'/><category scheme='http://www.blogger.com/atom/ns#' term='make'/><title type='text'>Short EURUSD (Medium Term Trade) High Probability</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Ldkqn7IE2HQ/TcZSPLL7SqI/AAAAAAAAAGQ/UCuzj5IeRIQ/s1600/SHORTEURUSD.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="158" src="http://1.bp.blogspot.com/-Ldkqn7IE2HQ/TcZSPLL7SqI/AAAAAAAAAGQ/UCuzj5IeRIQ/s320/SHORTEURUSD.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;u&gt;CLICK TO ENLARGE!&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-1965868258795628447?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/1965868258795628447/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/short-eurusd-medium-term-trade-high.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/1965868258795628447'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/1965868258795628447'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/short-eurusd-medium-term-trade-high.html' title='Short EURUSD (Medium Term Trade) High Probability'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Ldkqn7IE2HQ/TcZSPLL7SqI/AAAAAAAAAGQ/UCuzj5IeRIQ/s72-c/SHORTEURUSD.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-5132003813001411933</id><published>2011-05-04T02:50:00.000-07:00</published><updated>2011-05-04T02:50:01.281-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='strategy'/><category scheme='http://www.blogger.com/atom/ns#' term='out'/><category scheme='http://www.blogger.com/atom/ns#' term='trading'/><category scheme='http://www.blogger.com/atom/ns#' term='online'/><category scheme='http://www.blogger.com/atom/ns#' term='break'/><category scheme='http://www.blogger.com/atom/ns#' term='money'/><category scheme='http://www.blogger.com/atom/ns#' term='forex'/><category scheme='http://www.blogger.com/atom/ns#' term='make'/><title type='text'>Breakout Forex Trading Strategy!</title><content type='html'>Quite a simple Strategy using a simple indicator: which can be downloaded from the link below:&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.forexfactory.com/attachment.php?attachmentid=22050&amp;amp;d=1171153617"&gt;http://www.forexfactory.com/attachment.php?attachmentid=22050&amp;amp;d=1171153617&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;It's my take on an old strategy&lt;br /&gt;&lt;br /&gt;Anyway:&lt;br /&gt;&lt;br /&gt;1:2&lt;br /&gt;RISK:REWARD&lt;br /&gt;&lt;br /&gt;15PIP S/L&lt;br /&gt;20-25PIP T/P WITH 10PIP TRAILING:&lt;br /&gt;&lt;br /&gt;YOU WILL UNDERSTAND IN THE PICTURE&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-c-yY-TO4wHo/TcEhBBpwFiI/AAAAAAAAAGM/anYDEc0FG2w/s1600/STRATEGY.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="191" src="http://1.bp.blogspot.com/-c-yY-TO4wHo/TcEhBBpwFiI/AAAAAAAAAGM/anYDEc0FG2w/s320/STRATEGY.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;u&gt;CLICK TO ENLARGE AND READ MORE!&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;u&gt;IF YOU HAVE &lt;span class="Apple-style-span" style="font-size: large;"&gt;ANY &lt;/span&gt;QUESTIONS....LEAVE A COMMENT!&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-5132003813001411933?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/5132003813001411933/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/05/breakout-forex-trading-strategy.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/5132003813001411933'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/5132003813001411933'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/05/breakout-forex-trading-strategy.html' title='Breakout Forex Trading Strategy!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-c-yY-TO4wHo/TcEhBBpwFiI/AAAAAAAAAGM/anYDEc0FG2w/s72-c/STRATEGY.JPG' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-40598682372825653</id><published>2011-04-30T23:39:00.000-07:00</published><updated>2011-04-30T23:40:16.074-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='trading'/><category scheme='http://www.blogger.com/atom/ns#' term='forex'/><category scheme='http://www.blogger.com/atom/ns#' term='pips'/><category scheme='http://www.blogger.com/atom/ns#' term='results'/><title type='text'>MY FOREX RESULTS! IN 8 HOURS!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://4.bp.blogspot.com/-dtYunvAjhng/Tbz_T368LvI/AAAAAAAAAGI/vbO5FsNBF0A/s1600/results.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="56" src="http://4.bp.blogspot.com/-dtYunvAjhng/Tbz_T368LvI/AAAAAAAAAGI/vbO5FsNBF0A/s320/results.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;u&gt;&lt;b&gt; CLICK TO ENLARGE!&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;The above just shows you the potential in trading Forex! I recommend that you have a plan and stick to it. Going from one to another WONT work! Be comfortable getting into a trade. And always relax and walk away when the trade is done. Don't get me wrong I have losses and do I mean losses but I am profitable using constancy and not being greedy! So like these trades I used a 30pip t/p and 15pip s/l. And it worked! A great day! I use a 1:2 Risk:Reward&amp;nbsp; Ratio! BE INSPIRED AND REMEMBER YOU CREATE YOUR OWN DESTINY!&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-40598682372825653?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/40598682372825653/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/my-forex-results-in-8-hours.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/40598682372825653'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/40598682372825653'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/my-forex-results-in-8-hours.html' title='MY FOREX RESULTS! IN 8 HOURS!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-dtYunvAjhng/Tbz_T368LvI/AAAAAAAAAGI/vbO5FsNBF0A/s72-c/results.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-3326001019963557812</id><published>2011-04-30T23:35:00.000-07:00</published><updated>2011-04-30T23:35:00.160-07:00</updated><title type='text'>New HeikenAshi Strategy developed by us!</title><content type='html'>&lt;!--[if !mso]&gt; &lt;style&gt;v\:* {behavior:url(#default#VML);}o\:* {behavior:url(#default#VML);}w\:* {behavior:url(#default#VML);}.shape {behavior:url(#default#VML);}&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:UseFELayout/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" LatentStyleCount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;h3&gt;&lt;u&gt;AWESOME EXCLUSIVE EASY TRADING PLAN...DEVELOPED BY http://fxpert.blogspot.com &lt;/u&gt;&lt;/h3&gt;&lt;h3&gt;&lt;u&gt;BREAKDOWN! &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;MASSIVE GAINS, rare losses!&lt;/u&gt;&lt;/h3&gt;&lt;div class="MsoNormal" style="margin-bottom: 12.0pt;"&gt;Talking Easy pipmaking strategy! 15m&lt;br /&gt;&lt;br /&gt;This a very simple....I mean extremely simple pip-making strategy!! You will be amazed by the accuracy! &lt;br /&gt;&lt;br /&gt;For this strategy you will need:&lt;br /&gt;&lt;br /&gt;&amp;gt;A Brain&lt;br /&gt;&amp;gt;Only one indicator: Heiken Ashi (default settings)&lt;br /&gt;&amp;gt;And persistence&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;That's it! USED ON A 15 MIN CHART! EURUSD RECOMMENDED!&lt;br /&gt;&lt;br /&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;u&gt;&lt;span style="font-size: 20.0pt;"&gt;ENTRY&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;:&lt;br /&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;BUY&lt;/b&gt; if previous 2 or more candles are red and is now white and wait for the break of the high of the previous red candle &lt;i style="mso-bidi-font-style: normal;"&gt;&lt;u&gt;AND&lt;/u&gt;&lt;/i&gt; vise-versa for &lt;b style="mso-bidi-font-weight: normal;"&gt;SELL&lt;/b&gt; (watch video and check out pic examples if you don't understand, it will become clear)&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 12.0pt;"&gt;&lt;br /&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;S/L:&lt;/b&gt;&lt;br /&gt;For BUY at low of previous red candle and vise-versa for SELL&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 12.0pt;"&gt;&lt;br /&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;T/P:&lt;/b&gt;&lt;br /&gt;NO T/P use S/L&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 12.0pt;"&gt;&lt;br /&gt;The potential of this system:&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&amp;nbsp;&lt;a href="http://1.bp.blogspot.com/-7raWkc4s2z8/Tbz0Uvu3vZI/AAAAAAAAAGA/2DSixk7jRcg/s1600/POTENTIAL.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="118" src="http://1.bp.blogspot.com/-7raWkc4s2z8/Tbz0Uvu3vZI/AAAAAAAAAGA/2DSixk7jRcg/s320/POTENTIAL.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="color: blue;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;So you wanna learn how it's done?? Take a look below!&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="color: blue;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-ecyHutm8GZo/Tbz0UH4pFfI/AAAAAAAAAF8/RwdsYEk3Zew/s1600/EXAMPLE.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-ecyHutm8GZo/Tbz0UH4pFfI/AAAAAAAAAF8/RwdsYEk3Zew/s320/EXAMPLE.JPG" width="221" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;REAL LIVE TRADE! (+20pips and growing)&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-_hPV7HDptZ4/Tbz05If81tI/AAAAAAAAAGE/LBgxmP44Fpo/s1600/123.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="144" src="http://1.bp.blogspot.com/-_hPV7HDptZ4/Tbz05If81tI/AAAAAAAAAGE/LBgxmP44Fpo/s320/123.bmp" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="color: blue;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="color: blue;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="color: blue;"&gt;VIDEO WILL BE POSTED SOON! ENJOY AND DON'T FORGET TO FOLLOW THIS BLOG, MY TWITTER AND MY YOUTUBE. ALSO MY YAHOO ID IS: Gerry Forex HERE I DO SIGNALS AND ANSWER QUESTIONS ETC.&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="color: blue;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="color: blue;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-3326001019963557812?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/3326001019963557812/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/new-heikenashi-strategy-developed-by-us.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3326001019963557812'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3326001019963557812'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/new-heikenashi-strategy-developed-by-us.html' title='New HeikenAshi Strategy developed by us!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-7raWkc4s2z8/Tbz0Uvu3vZI/AAAAAAAAAGA/2DSixk7jRcg/s72-c/POTENTIAL.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-6029803056453215896</id><published>2011-04-30T03:45:00.000-07:00</published><updated>2011-04-30T04:24:23.362-07:00</updated><title type='text'>New Forex Trading Video by FXPERT! enjoy</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="340" src="http://www.youtube.com/embed/8n_zboUvGss" width="350"&gt;&amp;amp;amp;lt;p&amp;amp;amp;gt;&amp;amp;amp;amp;amp;amp;amp;nbsp;&amp;amp;amp;lt;/p&amp;amp;amp;gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-6029803056453215896?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/6029803056453215896/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/new-forex-trading-video-by-fxpert-enjoy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/6029803056453215896'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/6029803056453215896'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/new-forex-trading-video-by-fxpert-enjoy.html' title='New Forex Trading Video by FXPERT! enjoy'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/8n_zboUvGss/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-1933736914574642480</id><published>2011-04-29T20:16:00.000-07:00</published><updated>2011-04-29T20:16:28.713-07:00</updated><title type='text'>BEST INSPIRATIONAL VIDEO!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://0.gvt0.com/vi/_tjYoKCBYag/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/_tjYoKCBYag&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/_tjYoKCBYag&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-1933736914574642480?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/1933736914574642480/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/best-inspirational-video.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/1933736914574642480'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/1933736914574642480'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/best-inspirational-video.html' title='BEST INSPIRATIONAL VIDEO!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-6513521712339529412</id><published>2011-04-29T19:42:00.000-07:00</published><updated>2011-04-29T19:43:14.091-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='gain'/><category scheme='http://www.blogger.com/atom/ns#' term='stop'/><category scheme='http://www.blogger.com/atom/ns#' term='setting'/><category scheme='http://www.blogger.com/atom/ns#' term='online'/><category scheme='http://www.blogger.com/atom/ns#' term='loss'/><category scheme='http://www.blogger.com/atom/ns#' term='forex'/><category scheme='http://www.blogger.com/atom/ns#' term='take'/><category scheme='http://www.blogger.com/atom/ns#' term='profits'/><title type='text'>"How do I set my Take Profits?"</title><content type='html'>As any trader knows getting in is easier than getting out. But it doesn't have to be that way. Lets give this for an example if your aiming for 100PIPS every trade at the moment but they hardly ever reach or you manually get out earlier. Then maybe consider making your T/P 50 PIPS? Also MAKE SURE when setting both S/L's and T/P that you have Support and Resistance and PIVOT points into consideration. Below is an example.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-u0yDI_HWKI0/Tbt2pRUxHhI/AAAAAAAAAF4/3a8PAddOadQ/s1600/out.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="170" src="http://4.bp.blogspot.com/-u0yDI_HWKI0/Tbt2pRUxHhI/AAAAAAAAAF4/3a8PAddOadQ/s320/out.JPG" width="320" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;u&gt;&lt;b&gt;GOT ANY QUESTIONS?&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;u&gt;&lt;b&gt;~ COMMENT, FOLLOW AND ENJOY! &lt;/b&gt;&lt;b&gt;~&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-6513521712339529412?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/6513521712339529412/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/how-do-i-set-my-take-profits.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/6513521712339529412'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/6513521712339529412'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/how-do-i-set-my-take-profits.html' title='&quot;How do I set my Take Profits?&quot;'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-u0yDI_HWKI0/Tbt2pRUxHhI/AAAAAAAAAF4/3a8PAddOadQ/s72-c/out.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-6166017495313626166</id><published>2011-04-29T19:15:00.000-07:00</published><updated>2011-04-29T19:15:24.556-07:00</updated><title type='text'>Real live trade! (results) +80PIPS!</title><content type='html'>This was a trade I put on my favourite pair EURJPY my takeprofit wasn't greedy @ 30PIPS although I made more than one trade during this period because of new signals: &lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-rLVNqLL1K5g/TbtwNJHs_DI/AAAAAAAAAF0/72m7C3nFUSQ/s1600/examples.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="172" src="http://1.bp.blogspot.com/-rLVNqLL1K5g/TbtwNJHs_DI/AAAAAAAAAF0/72m7C3nFUSQ/s320/examples.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;u&gt;&lt;b&gt;CLICK IMAGE TO ENLARGE!&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;u&gt;&lt;b&gt;Got a great NEW system I will be unveiling this weekend! Be ready!! &lt;/b&gt;&lt;/u&gt;With over 75% accuracy and over 100PIPs potential profits per trade!!&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;u&gt;&lt;b&gt;RISKING &lt;span style="font-size: x-small;"&gt;little&lt;span style="font-size: small;"&gt; TO MAKE &lt;span style="font-size: x-large;"&gt;BIG GAINS!&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-6166017495313626166?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/6166017495313626166/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/real-live-trade-results-80pips.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/6166017495313626166'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/6166017495313626166'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/real-live-trade-results-80pips.html' title='Real live trade! (results) +80PIPS!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-rLVNqLL1K5g/TbtwNJHs_DI/AAAAAAAAAF0/72m7C3nFUSQ/s72-c/examples.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-1640296787798426109</id><published>2011-04-26T23:30:00.000-07:00</published><updated>2011-04-29T18:43:00.521-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='trading'/><category scheme='http://www.blogger.com/atom/ns#' term='swing'/><category scheme='http://www.blogger.com/atom/ns#' term='forex'/><category scheme='http://www.blogger.com/atom/ns#' term='scalp'/><category scheme='http://www.blogger.com/atom/ns#' term='markets'/><title type='text'>SHORT EURUSD ON BREAKOUT!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-pi17rp6fdJw/Tbe3NqaGJyI/AAAAAAAAAFw/Yw90pZfqrvg/s1600/eurusdshort.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://4.bp.blogspot.com/-pi17rp6fdJw/Tbe3NqaGJyI/AAAAAAAAAFw/Yw90pZfqrvg/s320/eurusdshort.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;FOR FAIRLY OBVIOUS REASONS!&lt;br /&gt;&lt;br /&gt;WAITING FOR BREAKOUT IF DOESN'T HAPPEN CANCEL ORDER&lt;br /&gt;&lt;br /&gt;&lt;u&gt;&lt;b&gt;QUESTION OF THE WEEK?&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;&lt;br /&gt;WHAT IS A SWING HIGH AND SWING LOW?&lt;br /&gt;&lt;br /&gt;&lt;img height="192" id="il_fi" src="http://www.swingcurrency.com/wp-content/uploads/2009/07/swing-high-low.png" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="320" /&gt;&lt;br /&gt;&lt;br /&gt;photo: (C)&lt;a href="http://www.swingcurrency.com/learn-how-to-swing-trade/fibonacci-retracement/"&gt;http://www.swingcurrency.com/learn-how-to-swing-trade/fibonacci-retracement/&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;u&gt;&lt;b&gt;IF YOU HAVE AN IDEA FOR NEXT WEEKS QUESTION OF THE WEEK LEAVE IT IN THE COMMENTS OF THIS POST :) OH AND JUST MADE 35PIPS ON LONG EURJPY!&lt;/b&gt;&lt;/u&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-1640296787798426109?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/1640296787798426109/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/short-eurusd-on-breakout.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/1640296787798426109'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/1640296787798426109'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/short-eurusd-on-breakout.html' title='SHORT EURUSD ON BREAKOUT!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-pi17rp6fdJw/Tbe3NqaGJyI/AAAAAAAAAFw/Yw90pZfqrvg/s72-c/eurusdshort.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-2788618583535066564</id><published>2011-04-24T18:44:00.000-07:00</published><updated>2011-04-24T18:44:35.868-07:00</updated><title type='text'>SHORT GBPUSD</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-taN0xK0zcQA/TbTRx0WXUTI/AAAAAAAAAFA/ZTFFe8_vbqU/s1600/GBPUSD15.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-taN0xK0zcQA/TbTRx0WXUTI/AAAAAAAAAFA/ZTFFe8_vbqU/s320/GBPUSD15.JPG" width="186" /&gt;&lt;/a&gt;&lt;/div&gt;S/L:10PIPS&lt;br /&gt;T/P 1: 50PIPS&lt;br /&gt;T/P 2:100PIPS&lt;br /&gt;&lt;br /&gt;15PIP TRAILING STOP!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-2788618583535066564?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/2788618583535066564/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/short-gbpusd.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2788618583535066564'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/2788618583535066564'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/short-gbpusd.html' title='SHORT GBPUSD'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-taN0xK0zcQA/TbTRx0WXUTI/AAAAAAAAAFA/ZTFFe8_vbqU/s72-c/GBPUSD15.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-1275925243357663884</id><published>2011-04-24T15:59:00.001-07:00</published><updated>2011-04-24T15:59:20.235-07:00</updated><title type='text'>Ready for a new week of trading!</title><content type='html'>Have a plan, and sticking with it!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-1275925243357663884?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/1275925243357663884/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/ready-for-new-week-of-trading.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/1275925243357663884'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/1275925243357663884'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/ready-for-new-week-of-trading.html' title='Ready for a new week of trading!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-4350250430884013084</id><published>2011-04-23T02:48:00.001-07:00</published><updated>2011-04-24T04:08:47.587-07:00</updated><title type='text'>One of the best strategys I've seen so far!!</title><content type='html'>&lt;a href="http://www.forexfactory.com/showthread.php?t=288245"&gt;http://www.forexfactory.com/showthread.php?t=288245&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Posted by a good friend and great mentor! Check it out!!&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-4350250430884013084?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/4350250430884013084/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/one-of-best-strategys-ive-seen-so-far.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/4350250430884013084'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/4350250430884013084'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/one-of-best-strategys-ive-seen-so-far.html' title='One of the best strategys I&apos;ve seen so far!!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-8227490171151474062</id><published>2011-04-22T03:10:00.000-07:00</published><updated>2011-04-22T03:10:36.758-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='strategy'/><category scheme='http://www.blogger.com/atom/ns#' term='high'/><category scheme='http://www.blogger.com/atom/ns#' term='profit'/><category scheme='http://www.blogger.com/atom/ns#' term='trading'/><category scheme='http://www.blogger.com/atom/ns#' term='trader'/><category scheme='http://www.blogger.com/atom/ns#' term='money'/><category scheme='http://www.blogger.com/atom/ns#' term='forex'/><category scheme='http://www.blogger.com/atom/ns#' term='probobility'/><category scheme='http://www.blogger.com/atom/ns#' term='profitable'/><category scheme='http://www.blogger.com/atom/ns#' term='make'/><title type='text'>NEW EMA STRATEGY! HIGH PROBOBILITY TRADING STRATEGY!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ljhqlJCqv84/TbFTqoaLObI/AAAAAAAAAE0/fnECZr47x_4/s1600/STRATEGY%2521.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="192" src="http://1.bp.blogspot.com/-ljhqlJCqv84/TbFTqoaLObI/AAAAAAAAAE0/fnECZr47x_4/s320/STRATEGY%2521.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;u&gt;&lt;b&gt;CLICK IMAGE TO ENLARGE &amp;amp; MAKE MONEY WITH THIS STRATEGY!&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;u&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;u&gt;&lt;b&gt;HOPE YOU LIKE THIS STRATEGY AND I HOPE IT'S ALL CLEAR! IF YOU HAVE ANY QUESTIONS ON THIS STRATEGY PLEASE GET BACK TO ME! &lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;br /&gt;NEW TRADE SIGNAL SOON USING THIS EXACT STRATEGY! STAY TUNED!!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-8227490171151474062?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/8227490171151474062/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/new-ema-strategy-high-probobility.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/8227490171151474062'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/8227490171151474062'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/new-ema-strategy-high-probobility.html' title='NEW EMA STRATEGY! HIGH PROBOBILITY TRADING STRATEGY!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-ljhqlJCqv84/TbFTqoaLObI/AAAAAAAAAE0/fnECZr47x_4/s72-c/STRATEGY%2521.JPG' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-6200872220339420814</id><published>2011-04-21T18:01:00.000-07:00</published><updated>2011-04-21T18:01:03.876-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='trading'/><category scheme='http://www.blogger.com/atom/ns#' term='trader'/><category scheme='http://www.blogger.com/atom/ns#' term='online'/><category scheme='http://www.blogger.com/atom/ns#' term='money'/><category scheme='http://www.blogger.com/atom/ns#' term='forex'/><category scheme='http://www.blogger.com/atom/ns#' term='short'/><category scheme='http://www.blogger.com/atom/ns#' term='trade'/><category scheme='http://www.blogger.com/atom/ns#' term='usd'/><category scheme='http://www.blogger.com/atom/ns#' term='chf'/><category scheme='http://www.blogger.com/atom/ns#' term='make'/><title type='text'>SHORT USDCHF!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Wa9UZ56FMEg/TbDS3I5puGI/AAAAAAAAAEw/9VsWQ2AhwdA/s1600/usdchf.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-Wa9UZ56FMEg/TbDS3I5puGI/AAAAAAAAAEw/9VsWQ2AhwdA/s320/usdchf.JPG" width="139" /&gt;&lt;/a&gt;&lt;/div&gt;S/L: 0.8845 (28PIPS)&lt;br /&gt;T/P: 0.87589 (100PIPS)&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;u&gt;&lt;b&gt;GOT ANY QUESTIONS??&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;u&gt;&lt;b&gt;LEAVE A COMMENT AND DON'T FORGET TO FOLLOW THIS BLOG! &lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-6200872220339420814?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/6200872220339420814/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/short-usdchf.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/6200872220339420814'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/6200872220339420814'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/short-usdchf.html' title='SHORT USDCHF!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-Wa9UZ56FMEg/TbDS3I5puGI/AAAAAAAAAEw/9VsWQ2AhwdA/s72-c/usdchf.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-154678157843258581</id><published>2011-04-21T03:12:00.000-07:00</published><updated>2011-04-21T03:12:11.646-07:00</updated><title type='text'>Happy Easter Everyone :)</title><content type='html'>Thanks for all your support! Here is a video by one of my favorite bands to set you off for your Easter break. Take it away Little River Band!&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://3.gvt0.com/vi/iYgh_Irk46M/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/iYgh_Irk46M&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/iYgh_Irk46M&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;If you like their music please buy it:&lt;br /&gt;&lt;iframe align="left" frameborder="0" marginheight="0" marginwidth="0" scrolling="no" src="http://rcm.amazon.com/e/cm?t=fpitn2hoep-20&amp;amp;o=1&amp;amp;p=8&amp;amp;l=bpl&amp;amp;asins=B000040OJ6&amp;amp;fc1=000000&amp;amp;IS2=1&amp;amp;lt1=_blank&amp;amp;m=amazon&amp;amp;lc1=0000FF&amp;amp;bc1=000000&amp;amp;bg1=FFFFFF&amp;amp;f=ifr" style="align: left; height: 245px; padding-right: 10px; padding-top: 5px; width: 131px;"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-154678157843258581?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/154678157843258581/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/happy-easter-everyone.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/154678157843258581'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/154678157843258581'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/happy-easter-everyone.html' title='Happy Easter Everyone :)'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-3353699454901746331</id><published>2011-04-21T01:16:00.000-07:00</published><updated>2011-04-21T01:16:28.915-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='trading'/><category scheme='http://www.blogger.com/atom/ns#' term='forex'/><category scheme='http://www.blogger.com/atom/ns#' term='pips'/><category scheme='http://www.blogger.com/atom/ns#' term='profitable'/><title type='text'>ANOTHER PROFITABLE TRADE!!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Jdk4GsOVKdw/Ta_ncdyO6II/AAAAAAAAAEs/V0d0M7TVESw/s1600/WINNER22.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-Jdk4GsOVKdw/Ta_ncdyO6II/AAAAAAAAAEs/V0d0M7TVESw/s320/WINNER22.bmp" width="302" /&gt;&lt;/a&gt;&lt;/div&gt;ANOTHER 43 PIPS!&lt;br /&gt;IF YOU HAVE ANY QUESTIONS WHAT SO EVER PLEASE LEAVE A COMMENT. I AM MORE THAN HAPPY TO GO THROUGH ANYTHING WITH YOU!&lt;br /&gt;&lt;br /&gt;THIS TRADE WAS TRIGGER BECAUSE OF A BREAKOUT OF THE CHANNEL WHICH WAS PRESENT! MAY ENTER ANOTHER LONG GBP/USD SHORTLY!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-3353699454901746331?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/3353699454901746331/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/another-profitable-trade.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3353699454901746331'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3353699454901746331'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/another-profitable-trade.html' title='ANOTHER PROFITABLE TRADE!!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Jdk4GsOVKdw/Ta_ncdyO6II/AAAAAAAAAEs/V0d0M7TVESw/s72-c/WINNER22.bmp' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-361644427191670472</id><published>2011-04-20T19:11:00.000-07:00</published><updated>2011-04-20T19:11:06.471-07:00</updated><title type='text'>LONG USDJPY! + some more books!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-WafFtMkT7fo/Ta-R4db8b-I/AAAAAAAAAEo/F006wXq1X_s/s1600/usdjpy.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="198" src="http://2.bp.blogspot.com/-WafFtMkT7fo/Ta-R4db8b-I/AAAAAAAAAEo/F006wXq1X_s/s320/usdjpy.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-BsuOgW0V7aA/Ta-RvVQhk5I/AAAAAAAAAEk/lj6parRhOJs/s1600/usdjpy.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;iframe align="left" frameborder="0" marginheight="0" marginwidth="0" scrolling="no" src="http://rcm.amazon.com/e/cm?t=fpitn2hoep-20&amp;amp;o=1&amp;amp;p=8&amp;amp;l=bpl&amp;amp;asins=1592802745&amp;amp;fc1=000000&amp;amp;IS2=1&amp;amp;lt1=_blank&amp;amp;m=amazon&amp;amp;lc1=0000FF&amp;amp;bc1=000000&amp;amp;bg1=FFFFFF&amp;amp;f=ifr" style="align: left; height: 245px; padding-right: 10px; padding-top: 5px; width: 131px;"&gt;&amp;amp;lt;br&amp;amp;gt;&amp;amp;lt;br&amp;amp;gt;&amp;amp;lt;br&amp;amp;gt;&amp;amp;lt;br&amp;amp;gt;&amp;amp;lt;br&amp;amp;gt;&amp;amp;lt;br&amp;amp;gt;&amp;amp;lt;br&amp;amp;gt;&amp;amp;lt;br&amp;amp;gt;&amp;amp;lt;br&amp;amp;gt;&amp;amp;amp;nbsp;&amp;amp;amp;nbsp;&amp;amp;amp;nbsp;&amp;amp;amp;nbsp;&amp;amp;amp;nbsp;&amp;amp;amp;nbsp;&amp;amp;amp;nbsp;&amp;amp;amp;nbsp; &amp;amp;lt;br&amp;amp;gt;&lt;/iframe&gt;&lt;/a&gt;&lt;/div&gt;&lt;iframe align="left" frameborder="0" marginheight="0" marginwidth="0" scrolling="no" src="http://rcm.amazon.com/e/cm?t=fpitn2hoep-20&amp;amp;o=1&amp;amp;p=8&amp;amp;l=bpl&amp;amp;asins=0470187700&amp;amp;fc1=000000&amp;amp;IS2=1&amp;amp;lt1=_blank&amp;amp;m=amazon&amp;amp;lc1=0000FF&amp;amp;bc1=000000&amp;amp;bg1=FFFFFF&amp;amp;f=ifr" style="align: left; height: 245px; padding-right: 10px; padding-top: 5px; width: 131px;"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-361644427191670472?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/361644427191670472/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/long-usdjpy-some-more-books.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/361644427191670472'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/361644427191670472'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/long-usdjpy-some-more-books.html' title='LONG USDJPY! + some more books!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-WafFtMkT7fo/Ta-R4db8b-I/AAAAAAAAAEo/F006wXq1X_s/s72-c/usdjpy.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-104476525927102892</id><published>2011-04-19T17:43:00.000-07:00</published><updated>2011-04-19T17:43:36.360-07:00</updated><title type='text'>LONG GBPUSD! + SOME BOOKS YOU GOTTA READ!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-x_IYuqfjEAU/Ta4rvIKy0NI/AAAAAAAAAEg/Rz1wC2y_GWA/s1600/gbpusd.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-x_IYuqfjEAU/Ta4rvIKy0NI/AAAAAAAAAEg/Rz1wC2y_GWA/s320/gbpusd.JPG" width="305" /&gt;&lt;/a&gt;&lt;/div&gt;BELOW ARE SOME BOOKS YOU JUST HAVE TO READ!&lt;br /&gt;&lt;br /&gt;&lt;iframe align="left" frameborder="0" marginheight="0" marginwidth="0" scrolling="no" src="http://rcm.amazon.com/e/cm?t=fpitn2hoep-20&amp;amp;o=1&amp;amp;p=8&amp;amp;l=bpl&amp;amp;asins=1453718214&amp;amp;fc1=000000&amp;amp;IS2=1&amp;amp;lt1=_blank&amp;amp;m=amazon&amp;amp;lc1=0000FF&amp;amp;bc1=000000&amp;amp;bg1=FFFFFF&amp;amp;f=ifr" style="align: left; height: 245px; padding-right: 10px; padding-top: 5px; width: 131px;"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;iframe align="left" frameborder="0" marginheight="0" marginwidth="0" scrolling="no" src="http://rcm.amazon.com/e/cm?t=fpitn2hoep-20&amp;amp;o=1&amp;amp;p=8&amp;amp;l=bpl&amp;amp;asins=B003TFE3FQ&amp;amp;fc1=000000&amp;amp;IS2=1&amp;amp;lt1=_blank&amp;amp;m=amazon&amp;amp;lc1=0000FF&amp;amp;bc1=000000&amp;amp;bg1=FFFFFF&amp;amp;f=ifr" style="align: left; height: 245px; padding-right: 10px; padding-top: 5px; width: 131px;"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-104476525927102892?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/104476525927102892/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/long-gbpusd-some-books-you-gotta-read.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/104476525927102892'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/104476525927102892'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/long-gbpusd-some-books-you-gotta-read.html' title='LONG GBPUSD! + SOME BOOKS YOU GOTTA READ!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-x_IYuqfjEAU/Ta4rvIKy0NI/AAAAAAAAAEg/Rz1wC2y_GWA/s72-c/gbpusd.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-6957156095958068671</id><published>2011-04-18T15:27:00.000-07:00</published><updated>2011-04-18T15:27:14.801-07:00</updated><title type='text'>NEW FXPERT PROMO!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/9GqD61VVbD0/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/9GqD61VVbD0&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/9GqD61VVbD0&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://www.youtube.com/user/MrFXpert"&gt;YOU CAN CHECK OUT ALL FXPERT'S VIDEOS AT OUR CHANNEL (MRFXPERT) (JUST CLICK HERE)&lt;/a&gt; (&lt;a href="http://www.youtube.com/user/MrFXpert"&gt;http://www.youtube.com/user/MrFXpert&lt;/a&gt;)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-6957156095958068671?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/6957156095958068671/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/new-fxpert-promo.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/6957156095958068671'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/6957156095958068671'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/new-fxpert-promo.html' title='NEW FXPERT PROMO!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-8465207582139986673</id><published>2011-04-18T15:20:00.000-07:00</published><updated>2011-04-18T15:20:37.096-07:00</updated><title type='text'>PREVIOUS USDJPY = +30 PIPS --NEW SHORT USDJPY!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-WW96_eEguZU/Tay4J5WxqgI/AAAAAAAAAEY/O4GWRhKAm0g/s1600/USDJPY.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="223" src="http://4.bp.blogspot.com/-WW96_eEguZU/Tay4J5WxqgI/AAAAAAAAAEY/O4GWRhKAm0g/s320/USDJPY.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;u&gt;&lt;b&gt;CLICK IMAGE TO ENLARGE!&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;NOTE: I ALSO HAVE MY EYE ON THE EURUSD IT HAS JUST BROKEN ITS CHANNEL AND I'M NOW WAITING FOR A BEARISH FRACTAL AND A BREAK OF IT!&lt;br /&gt;&lt;br /&gt;&lt;!--[if !mso]&gt; &lt;style&gt;v\:* {behavior:url(#default#VML);}o\:* {behavior:url(#default#VML);}w\:* {behavior:url(#default#VML);}.shape {behavior:url(#default#VML);}&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   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mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;}&lt;/style&gt; &lt;![endif]--&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 25.0pt; mso-ansi-language: EN-AU; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;MS Mincho&amp;quot;; mso-fareast-language: JA;"&gt;&lt;/span&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Tadb7S1mHSM/Tay5HDOinAI/AAAAAAAAAEc/GhwZdb1_p0k/s1600/EURUSD.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="192" src="http://3.bp.blogspot.com/-Tadb7S1mHSM/Tay5HDOinAI/AAAAAAAAAEc/GhwZdb1_p0k/s320/EURUSD.bmp" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-8465207582139986673?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/8465207582139986673/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/previous-usdjpy-30-pips-new-short.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/8465207582139986673'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/8465207582139986673'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/previous-usdjpy-30-pips-new-short.html' title='PREVIOUS USDJPY = +30 PIPS --NEW SHORT USDJPY!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-WW96_eEguZU/Tay4J5WxqgI/AAAAAAAAAEY/O4GWRhKAm0g/s72-c/USDJPY.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-151585031058208895</id><published>2011-04-18T03:11:00.000-07:00</published><updated>2011-04-18T03:11:16.791-07:00</updated><title type='text'>UPDATE OF SHORT USDJPY</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img alt="" height="289" 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" width="320" /&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;CLICK IMAGE TO ENLARGE!&lt;/b&gt; &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;NOTE: I ALSO HAVE A LONG ON THE AUD/USD. THE RBA IS HAVING A BOARD MEETING TOMORROW AND WITH AUSTRALIA'S "ABUNDANCE" OF RESOURCES AND CHINA'S EVER GROWING NEED FOR THEM. I CAN SEE SOME GOOD NEWS TO COME OUT TOMORROW. ALTHOUGH NOTE: I'M NOT TRADING THE NEWS (I REPEAT NOT) I AM GETTING IN ON THIS TRADE BECAUSE OF A CHANNEL FORMATION AND I'M JUST USING THE NEWS RELEASE TO HOPEFULLY CONFIRM MY PICK.&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" height="320" 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width="251" /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-151585031058208895?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/151585031058208895/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/update-of-short-usdjpy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/151585031058208895'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/151585031058208895'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/update-of-short-usdjpy.html' title='UPDATE OF SHORT USDJPY'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-7214545877451922565</id><published>2011-04-17T18:40:00.002-07:00</published><updated>2011-04-17T18:40:56.726-07:00</updated><title type='text'>SHORT USDJPY</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-sDPfwnSPmAI/TauWl27MPyI/AAAAAAAAAEU/JunuKDfq7V4/s1600/USDJPY123.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="289" src="http://1.bp.blogspot.com/-sDPfwnSPmAI/TauWl27MPyI/AAAAAAAAAEU/JunuKDfq7V4/s320/USDJPY123.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;CLICK IMAGE TO ENLARGE!&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-7214545877451922565?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/7214545877451922565/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/short-usdjpy_17.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/7214545877451922565'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/7214545877451922565'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/short-usdjpy_17.html' title='SHORT USDJPY'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-sDPfwnSPmAI/TauWl27MPyI/AAAAAAAAAEU/JunuKDfq7V4/s72-c/USDJPY123.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-1398891791344925707</id><published>2011-04-17T18:40:00.000-07:00</published><updated>2011-04-17T18:40:07.901-07:00</updated><title type='text'>FRACTAL BREAKOUT SYSTEM!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/g1MvfNfasHY/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/g1MvfNfasHY&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/g1MvfNfasHY&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-1398891791344925707?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/1398891791344925707/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/fractal-breakout-system.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/1398891791344925707'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/1398891791344925707'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/fractal-breakout-system.html' title='FRACTAL BREAKOUT SYSTEM!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-9135678777831772154</id><published>2011-04-14T22:21:00.000-07:00</published><updated>2011-04-14T22:21:10.539-07:00</updated><title type='text'>LONG GBPJPY</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-WhKR2NpLWUg/TafVk0gL4zI/AAAAAAAAAEQ/ihz8ESlvufM/s1600/GBPJPYwu.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-WhKR2NpLWUg/TafVk0gL4zI/AAAAAAAAAEQ/ihz8ESlvufM/s320/GBPJPYwu.JPG" width="141" /&gt;&lt;/a&gt;&lt;/div&gt;STOCHASTIC INDICATOR CONFIRMS A SHORT UP TREND FOR ABOUT 40 OR SO PIPS!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-9135678777831772154?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/9135678777831772154/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/long-gbpjpy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/9135678777831772154'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/9135678777831772154'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/long-gbpjpy.html' title='LONG GBPJPY'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-WhKR2NpLWUg/TafVk0gL4zI/AAAAAAAAAEQ/ihz8ESlvufM/s72-c/GBPJPYwu.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-3606772310684047886</id><published>2011-04-14T19:56:00.000-07:00</published><updated>2011-04-14T19:56:50.915-07:00</updated><title type='text'>GREAT PROFITS!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-lMWMR8CWT_4/TaezXNItBxI/AAAAAAAAAEM/9QGgzXtzOd8/s1600/WINNERAGAIN.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-lMWMR8CWT_4/TaezXNItBxI/AAAAAAAAAEM/9QGgzXtzOd8/s320/WINNERAGAIN.JPG" width="210" /&gt;&lt;/a&gt;&lt;/div&gt;LOOK AT THE MARKET JUST DROP LIKE A BAG OF S#IT I'M REALLY HAPPY WITH THIS TRADE.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-3606772310684047886?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/3606772310684047886/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/great-profits.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3606772310684047886'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/3606772310684047886'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/great-profits.html' title='GREAT PROFITS!'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-lMWMR8CWT_4/TaezXNItBxI/AAAAAAAAAEM/9QGgzXtzOd8/s72-c/WINNERAGAIN.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-900474477392214893</id><published>2011-04-14T18:39:00.000-07:00</published><updated>2011-04-14T18:39:13.748-07:00</updated><title type='text'>SHORT GBPJPY</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-XzVvQY5bGwo/TaehtxYV_GI/AAAAAAAAAEI/vh56dRFGF6E/s1600/gbpjpywinner.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="294" src="http://1.bp.blogspot.com/-XzVvQY5bGwo/TaehtxYV_GI/AAAAAAAAAEI/vh56dRFGF6E/s320/gbpjpywinner.bmp" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-900474477392214893?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/900474477392214893/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/short-gbpjpy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/900474477392214893'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/900474477392214893'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/short-gbpjpy.html' title='SHORT GBPJPY'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-XzVvQY5bGwo/TaehtxYV_GI/AAAAAAAAAEI/vh56dRFGF6E/s72-c/gbpjpywinner.bmp' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-9178276770303355525</id><published>2011-04-14T17:37:00.000-07:00</published><updated>2011-04-14T17:37:46.343-07:00</updated><title type='text'>SHORT EURJPY</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-qwW_rQcR-Xo/TaeTOnJbBpI/AAAAAAAAAEE/7fC4OR2ccSE/s1600/EURJPY101.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-qwW_rQcR-Xo/TaeTOnJbBpI/AAAAAAAAAEE/7fC4OR2ccSE/s320/EURJPY101.JPG" width="285" /&gt;&lt;/a&gt;&lt;/div&gt;S/L 30&lt;br /&gt;T/P 140&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5577459523971838588-9178276770303355525?l=fxpert.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fxpert.blogspot.com/feeds/9178276770303355525/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fxpert.blogspot.com/2011/04/short-eurjpy_14.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/9178276770303355525'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5577459523971838588/posts/default/9178276770303355525'/><link rel='alternate' type='text/html' href='http://fxpert.blogspot.com/2011/04/short-eurjpy_14.html' title='SHORT EURJPY'/><author><name>ForeXpert</name><uri>http://www.blogger.com/profile/07449688337906399192</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='12' src='http://1.bp.blogspot.com/-QM4sxLhzBMQ/TY52hFysxUI/AAAAAAAAABc/ExzmFR0G9Ao/s220/FOREXPERT.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-qwW_rQcR-Xo/TaeTOnJbBpI/AAAAAAAAAEE/7fC4OR2ccSE/s72-c/EURJPY101.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5577459523971838588.post-5445569518050204710</id><published>2011-04-14T16:43:00.000-07:00</published><updated>2011-04-14T16:44:42.040-07:00</updated><title type='text'>MY GOAL FOR TODAY! (15/4/11)</title><content type='html'>Hello all,&lt;br /&gt;My goal for today is a massive 300 PIPS! although I would be happy with 280!!&lt;br /&gt;&lt;br /&gt;This morning as my previous post outlined has been very slow so I only have made 1.5PIPS this morning. I suggest you stay tuned to FXPERT.blogspot.com today as I will be posting some suggestions for trading and my results at the end of the DAY!&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" height="161" src="data:image/png;base64,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
