<?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:blogger='http://schemas.google.com/blogger/2008' 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-1085700843364432791</id><updated>2024-11-01T04:20:23.400-07:00</updated><title type='text'>Forex Indicator Free Download </title><subtitle type='html'>Free Forex Indicator|Forex Strategies|Forex Robot</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://forexindicatorfreedownload.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default'/><link rel='alternate' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>phildy</name><uri>http://www.blogger.com/profile/11604423269224090809</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>12</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1085700843364432791.post-2806306688752465469</id><published>2013-02-08T10:53:00.000-08:00</published><updated>2013-02-08T10:53:47.677-08:00</updated><title type='text'>Free Download-Fisher Forex Indicator</title><content type='html'>&lt;b&gt;Fisher indicator&lt;/b&gt; is a leading oscillator used by the forex traders for the purpose of &lt;b&gt;detecting the direction&lt;/b&gt; and &lt;b&gt;strength of the trend&lt;/b&gt;. It also signals when the &lt;b&gt;trend changes&lt;/b&gt;. In first it looks like histogram but it is more than histogram.&lt;br /&gt;
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Fisher
bases its calculations on the maximum and minimum price levels from the previous
periods, applying some advanced math calculations to the relations between the
current price and the max/min prices. The indicator is available for both MT4 and MT5.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju7WLTjFCnOMVcKbUJEZJNel5vK10n-h7jSEeDL0CGTAZ5aeW7jZamnX3HC2Vz55B8rgMSkNaftUr_csGG2xw2BfTD3WbGh2LHYKvlUPGxqoJL1aD9DAoq0TZjV-LCEJX8kwHmhhTVGqaB/s1600/fisher.gif&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;335&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju7WLTjFCnOMVcKbUJEZJNel5vK10n-h7jSEeDL0CGTAZ5aeW7jZamnX3HC2Vz55B8rgMSkNaftUr_csGG2xw2BfTD3WbGh2LHYKvlUPGxqoJL1aD9DAoq0TZjV-LCEJX8kwHmhhTVGqaB/s400/fisher.gif&quot; title=&quot;Fisher Indicator&quot; width=&quot;500&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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On the chart example you see that the upward trends are marked with the green
histogram lines, while the downward trends are marked with the red line. It&#39;s
easy to trade with this indicator. You can close short positions and go long 
when the lines&#39; color change from red to green. You can close long positions and
go short when the lines&#39; change from green to red. With the default period 
setting (10) i suggest use for EUR/USD H1 chart.&lt;br /&gt;
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&lt;b&gt;Fisher Indicator setting:&lt;/b&gt;&lt;br /&gt;
It consists of only one setting called &lt;b&gt;period&lt;/b&gt; and the default value is 
10. That means it takes the last 10 bars to calculate the values. The higher is the value the less false
trend change signals occur but the more this indicator lags.&lt;br /&gt;
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&lt;a href=&quot;https://www.box.com/s/cj43y9yasedlhf60vtd1&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;Free Download&lt;/b&gt;- Fisher Forex Indicator &lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://forexindicatorfreedownload.blogspot.com/feeds/2806306688752465469/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/02/free-download-fisher-forex-indicator.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/2806306688752465469'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/2806306688752465469'/><link rel='alternate' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/02/free-download-fisher-forex-indicator.html' title='Free Download-Fisher Forex Indicator'/><author><name>phildy</name><uri>http://www.blogger.com/profile/11604423269224090809</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju7WLTjFCnOMVcKbUJEZJNel5vK10n-h7jSEeDL0CGTAZ5aeW7jZamnX3HC2Vz55B8rgMSkNaftUr_csGG2xw2BfTD3WbGh2LHYKvlUPGxqoJL1aD9DAoq0TZjV-LCEJX8kwHmhhTVGqaB/s72-c/fisher.gif" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1085700843364432791.post-5980298652526293402</id><published>2013-01-22T20:47:00.001-08:00</published><updated>2013-01-22T20:47:36.347-08:00</updated><title type='text'>Forex Indicator-DeMark Breakout Strategy</title><content type='html'>This is a free Forex Indicator call DeMark Breakout Strategy. This Forex strategy is using two indicators, call &quot;&lt;b&gt;Trend&lt;/b&gt;&quot; and &quot;&lt;b&gt;Arrow&lt;/b&gt;&quot;.&lt;br /&gt;
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This indicator tell us,where and when to buy/sell.And where to place our stop loss and targets.Buy zone area is the area above the &lt;span style=&quot;color: blue;&quot;&gt;blue&lt;/span&gt; trendline.When price cross this line, time to make a buy. If price cross the &lt;span style=&quot;color: red;&quot;&gt;red&lt;/span&gt; trendline, that&#39;s a sell signal.&lt;br /&gt;
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You will notice the green/red&amp;nbsp; parallel line displayed on top or below chart.Use this as your profit target.&lt;span style=&quot;color: red;&quot;&gt;Red line&lt;/span&gt;=sell target,&lt;span style=&quot;color: blue;&quot;&gt;Blue line&lt;/span&gt;=buy target.&lt;br /&gt;
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To confirm the trendline we use the second indicator call &quot;&lt;b&gt;Arrow&lt;/b&gt;&quot;. We are only going to sell, when the last arrow before breakout was &lt;span style=&quot;color: blue;&quot;&gt;blue&lt;/span&gt; in color. And we are only going to sell when the last arrow before breakout was &lt;span style=&quot;color: red;&quot;&gt;red&lt;/span&gt; in color.&lt;br /&gt;
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&lt;b&gt;Stop loss:&lt;/b&gt;&lt;br /&gt;
Depends on the time frame you trade. 30 pips (30M chart), 60 pips (4H chart). &lt;br /&gt;
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&lt;b&gt;Here is the screenshot of the indicator system:&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;buy signal:&lt;/b&gt;&lt;br /&gt;
1-price break the Blue Trend&lt;br /&gt;
2-Last arrow signal was from a blue arrow&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB5ecgh0x6VNO-7MRJ-KDRbPmfMKHqtJf_sByUfhbqHpgsb4EoqYiM4TfJUgcLvjsC2WMjLh1GOV6ce5YPV2blu0IRmQeNVi134WJRaK-8WhfpAyKMOs5B4McwwfxY9HWJ51rw26arAcQM/s1600/buy1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;227&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB5ecgh0x6VNO-7MRJ-KDRbPmfMKHqtJf_sByUfhbqHpgsb4EoqYiM4TfJUgcLvjsC2WMjLh1GOV6ce5YPV2blu0IRmQeNVi134WJRaK-8WhfpAyKMOs5B4McwwfxY9HWJ51rw26arAcQM/s400/buy1.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;sell signal:&lt;/b&gt;&lt;br /&gt;
1-price break the Red trend&lt;br /&gt;
2-Last arrow signal was from a red arrow&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpMHUrkrikwlQeHioQmKHaqKi-QY2c5Ps7yYcI7iB6IvJKvR_H3dtKAitrlk_Rw_V2ZBPGDU79DNUXXZvT8vORVDnUm0zvkzpV4gjzFDcD3SU87Ix0R0nYfoBg1l9Ltc8OfVxRbAvoNn04/s1600/sell1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;235&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpMHUrkrikwlQeHioQmKHaqKi-QY2c5Ps7yYcI7iB6IvJKvR_H3dtKAitrlk_Rw_V2ZBPGDU79DNUXXZvT8vORVDnUm0zvkzpV4gjzFDcD3SU87Ix0R0nYfoBg1l9Ltc8OfVxRbAvoNn04/s400/sell1.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://www.box.com/s/btcst4g2nis12g45xzeu&quot; target=&quot;_blank&quot;&gt;FREE DOWNLOAD&amp;nbsp;-DeMark Breakout Strategy&lt;/a&gt;&lt;br /&gt;
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Happy Trading....Thanks for visit&lt;b&gt; &lt;/b&gt;</content><link rel='replies' type='application/atom+xml' href='http://forexindicatorfreedownload.blogspot.com/feeds/5980298652526293402/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/01/forex-indicator-demark-breakout-strategy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/5980298652526293402'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/5980298652526293402'/><link rel='alternate' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/01/forex-indicator-demark-breakout-strategy.html' title='Forex Indicator-DeMark Breakout Strategy'/><author><name>phildy</name><uri>http://www.blogger.com/profile/11604423269224090809</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB5ecgh0x6VNO-7MRJ-KDRbPmfMKHqtJf_sByUfhbqHpgsb4EoqYiM4TfJUgcLvjsC2WMjLh1GOV6ce5YPV2blu0IRmQeNVi134WJRaK-8WhfpAyKMOs5B4McwwfxY9HWJ51rw26arAcQM/s72-c/buy1.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1085700843364432791.post-4831220048609224567</id><published>2013-01-19T03:58:00.000-08:00</published><updated>2013-01-19T04:14:40.126-08:00</updated><title type='text'>Free Download-IV Jempol Forex Indicator</title><content type='html'>Today we want to present you a reliable FREE IV-Jempol metatrader (mt4) 
indicator that will give THUMBS UP to your trading! Use it as an 
independent indicator or along with any other indicators you have. Check
 the screenshot with the signals yourself.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVNnnytTqQNkyTyy-JC0K8At8jNpeKncPKI5H302RyUkpO0Fo-oPKC6Qx3aYKsKD_fFJIfLySp5weizAsvUELkybUK34PFRQ3y1PO26U6wTDyyxGgICWci0qwJRBygjrVJa1hTKOr-FVza/s1600/fx.gif&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;270&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVNnnytTqQNkyTyy-JC0K8At8jNpeKncPKI5H302RyUkpO0Fo-oPKC6Qx3aYKsKD_fFJIfLySp5weizAsvUELkybUK34PFRQ3y1PO26U6wTDyyxGgICWci0qwJRBygjrVJa1hTKOr-FVza/s400/fx.gif&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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This indicator is useful for detecting the points that are likely to be 
the point of reversal. Why likelihood? Of course, because there is no 
forex indicators can always be exactly 100% accurate with no misses.&lt;br /&gt;
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How to use a very simple, just follow the big signs. &lt;span style=&quot;color: red;&quot;&gt;Thumbs red means sell signal,&lt;/span&gt; &lt;span style=&quot;color: green;&quot;&gt;a green thumb means buy signal.&lt;/span&gt; Signal produced never repaint, which will not move after the candle closed.&lt;br /&gt;
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To Stop Loss and Take profit please follow your strategies and money management respectively.&lt;br /&gt;
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Best used in the GBPUSD pair and TF H1&lt;br /&gt;
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&lt;a href=&quot;https://www.box.com/s/8ld9mjhzr56osgz4voqc&quot; target=&quot;_blank&quot;&gt;Free Download&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://forexindicatorfreedownload.blogspot.com/feeds/4831220048609224567/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/01/free-download-iv-jempol-forex-indicator.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/4831220048609224567'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/4831220048609224567'/><link rel='alternate' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/01/free-download-iv-jempol-forex-indicator.html' title='Free Download-IV Jempol Forex Indicator'/><author><name>phildy</name><uri>http://www.blogger.com/profile/11604423269224090809</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVNnnytTqQNkyTyy-JC0K8At8jNpeKncPKI5H302RyUkpO0Fo-oPKC6Qx3aYKsKD_fFJIfLySp5weizAsvUELkybUK34PFRQ3y1PO26U6wTDyyxGgICWci0qwJRBygjrVJa1hTKOr-FVza/s72-c/fx.gif" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1085700843364432791.post-2518459343628370007</id><published>2013-01-12T07:16:00.000-08:00</published><updated>2013-01-12T07:19:41.474-08:00</updated><title type='text'>Free Download- WA Scalping Indicator</title><content type='html'>This is a good forex indicator which can be used for scalping the small 
time frames. Please use this 
indicator along with your other indicators and use a trailing stop to 
catch some profits.Better using with small time frames and take your trade breakeven as soon as possible.&lt;br /&gt;
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This indicator draw green and red bar. The indicator is giving a buy signal when there are 2 consecutive green 
bars which has already closed and gives a sell signal when there are 2 
consecutive red bars which has already closed.  Sometime it does not draw any bar, that means no trade.&lt;br /&gt;
&amp;nbsp;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
It is free for download, so go ahead and try it.., Happy Trading.. &lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://www.box.com/s/5pjn2rtag3zofjie0gcf&quot; target=&quot;_blank&quot;&gt;Free Download&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://forexindicatorfreedownload.blogspot.com/feeds/2518459343628370007/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/01/free-download-wa-scalping-indicator.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/2518459343628370007'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/2518459343628370007'/><link rel='alternate' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/01/free-download-wa-scalping-indicator.html' title='Free Download- WA Scalping Indicator'/><author><name>phildy</name><uri>http://www.blogger.com/profile/11604423269224090809</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1085700843364432791.post-4402931134320554399</id><published>2013-01-09T08:10:00.000-08:00</published><updated>2013-01-09T08:12:00.037-08:00</updated><title type='text'>Forex Indicator-MACD and Parabolic SAR</title><content type='html'>This indicator is using MACD and Parabolic SAR.Even it simple but it is working and is successfully used by traders who prefer scalping Forex strategies.&lt;br /&gt;
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&lt;b&gt;Time Frame&lt;/b&gt;:30 min,1-Hour, 4 Hours and Daily Timeframe&lt;br /&gt;
Pairs:EUR/USD, GBP/USD, USD/CHF, EUR/JPY, USD/JPY&lt;br /&gt;
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&lt;b&gt;Indicator&lt;/b&gt;: MACD (12,26,9) Parabolic SAR&amp;nbsp; default setting (0.02,0.2)&lt;br /&gt;
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&lt;b&gt;Long Entry&lt;/b&gt;:When Parabolic SAR give buy signal (starts aligning below the candle) and MACD cross zero line upward&lt;br /&gt;
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Example: &lt;b&gt;&lt;i&gt;MACD and Parabolic SAR Buy Signal&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp0INIWhrnOr4sNRK-pXUnuzQ63XEvZnhh9810ZspuIYT6mHW_UMfQOASjGKFp21z3Aa-Jj_LHvEMmcLfPyX1zy_sg-6yGaPalG2RBb-3lYvepavMWiENUndsd3lMFlMDzhzI8DXHBhiWL/s1600/MACD-and-Parabolic-SAR-Buy-Signal-500x287.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;227&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp0INIWhrnOr4sNRK-pXUnuzQ63XEvZnhh9810ZspuIYT6mHW_UMfQOASjGKFp21z3Aa-Jj_LHvEMmcLfPyX1zy_sg-6yGaPalG2RBb-3lYvepavMWiENUndsd3lMFlMDzhzI8DXHBhiWL/s400/MACD-and-Parabolic-SAR-Buy-Signal-500x287.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;Short Entry&lt;/b&gt;:When Parabolic SAR give sell signal (starts aligning above the candle) and MACD cross zero line downward&lt;br /&gt;
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Example: &lt;b&gt;&lt;i&gt;MACD and Parabolic SAR Short Signal&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgbP4vzk1wRZo0ueqoYFxK-KnBNcz5GO4MxRLpPvTTc6WXpT51lyb8vVf-gb_hQW9Iw0go4cTNgSlsvOGhAx8XlYYx-VyuuoWr9eIjCTDoGpuzVjKI9I_qiIQMOL95AdUCRK9wx6a8EwEt/s1600/MACD-and-Parabolic-SAR-Short-Signal-500x259.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;206&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgbP4vzk1wRZo0ueqoYFxK-KnBNcz5GO4MxRLpPvTTc6WXpT51lyb8vVf-gb_hQW9Iw0go4cTNgSlsvOGhAx8XlYYx-VyuuoWr9eIjCTDoGpuzVjKI9I_qiIQMOL95AdUCRK9wx6a8EwEt/s400/MACD-and-Parabolic-SAR-Short-Signal-500x259.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;Exit&lt;/b&gt;: when the MACD bars starts declining prior to the previous or on the formation of the Parabolic SAR on the opposite side.&lt;br /&gt;
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Try out this indicator,&lt;br /&gt;
&lt;br /&gt;
Happy Trading.. </content><link rel='replies' type='application/atom+xml' href='http://forexindicatorfreedownload.blogspot.com/feeds/4402931134320554399/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/01/forex-indicator-macd-and-parabolic-sar.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/4402931134320554399'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/4402931134320554399'/><link rel='alternate' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/01/forex-indicator-macd-and-parabolic-sar.html' title='Forex Indicator-MACD and Parabolic SAR'/><author><name>phildy</name><uri>http://www.blogger.com/profile/11604423269224090809</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp0INIWhrnOr4sNRK-pXUnuzQ63XEvZnhh9810ZspuIYT6mHW_UMfQOASjGKFp21z3Aa-Jj_LHvEMmcLfPyX1zy_sg-6yGaPalG2RBb-3lYvepavMWiENUndsd3lMFlMDzhzI8DXHBhiWL/s72-c/MACD-and-Parabolic-SAR-Buy-Signal-500x287.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1085700843364432791.post-4236124094290948269</id><published>2013-01-05T01:08:00.000-08:00</published><updated>2013-01-05T01:14:33.472-08:00</updated><title type='text'>I Trend Forex Indicator-Free Download</title><content type='html'>&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=1085700843364432791&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;Simple trend analyzing indicator.&lt;br /&gt;
&lt;b&gt;Signals: &lt;span style=&quot;color: red;&quot;&gt;Red&lt;/span&gt;&lt;/b&gt; crossing to top – Sell , &lt;b&gt;&lt;span style=&quot;color: #339966;&quot;&gt;Green&lt;/span&gt;&lt;/b&gt; crossing to top – Buy.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Input parameters:&lt;/b&gt;&lt;br /&gt;
Bands_Mode_0_2 (0=MODE_MAIN, 1=MODE_LOW, 2=MODE_HIGH)&lt;br /&gt;
Power_Price_0_6 (0=PRICE_CLOSE, 1=PRICE_OPEN, 2=PRICE_HIGH, 3=PRICE_LOW, 4=PRICE_MEDIAN, 5=PRICE_TYPICAL, 6=PRICE_WEIGHTED)&lt;br /&gt;
Price_Type_0_3 (0=PRICE_CLOSE, 1=PRICE_OPEN, 2=PRICE_HIGH, 3=PRICE_LOW)&lt;br /&gt;
Bands_Period&lt;br /&gt;
Bands_Deviation&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=1085700843364432791&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=1085700843364432791&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;Power_Period&lt;br /&gt;
CountBars&lt;br /&gt;
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&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=1085700843364432791&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=1085700843364432791&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;https://www.box.com/s/zs9bcd5lo1fwli21pw9l&quot; target=&quot;_blank&quot;&gt;Free Download&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://forexindicatorfreedownload.blogspot.com/feeds/4236124094290948269/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/01/iTrend-Forex-Indicator.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/4236124094290948269'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/4236124094290948269'/><link rel='alternate' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/01/iTrend-Forex-Indicator.html' title='I Trend Forex Indicator-Free Download'/><author><name>phildy</name><uri>http://www.blogger.com/profile/11604423269224090809</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZyjb__ScH-s03VElSPVeQQzf-x5wQibj8yY1Lg0tdvkwxFELwyrxY6LtI3CX8XNTkWUAOz0Xam85lukysT5LY7beAknXCGJl06H7lpFd6yWR86XfcAxs0k97Q_hj9ycKpE3v3UbqaFM_i/s72-c/itrend.gif" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1085700843364432791.post-9094968284836986217</id><published>2013-01-03T09:33:00.000-08:00</published><updated>2013-01-05T00:55:08.617-08:00</updated><title type='text'>TrendLinearReg Indicator-Free Download</title><content type='html'>&lt;!--[if !mso]&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;Easy to use great early signals,
Green - BUY, Red dot - SELL.(when the indicator changes color..)&amp;nbsp; How a
trend changes? How to determine a flat? How to trade? ... etc. This indicator
will help to answer these questions.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;If you assume that the trend
within N bars is a straight line you can calculate the parameters of that line.
You know the equation of the straight line from the school, it is y = bx +
с.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;The inclination of the line
ischaracterized by the &quot;b&quot; coefficient or tangent of the angle of
slope. The indicator calculates this parameter using the linear regression on
every bar and display it in a separate window.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;If the color is green it means
that the value is greater than the previous one, i.e. the angle of slope
increases, the red color means the opposite.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;span style=&quot;font-family: &amp;quot;&amp;quot;sans-serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;&quot;&gt;Source: Available for free on some
Open Forex Sources&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;sans-serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&lt;a href=&quot;https://www.box.com/s/9i3sj2etl7it4j2r5lcr&quot; target=&quot;_blank&quot;&gt;Free Download&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://forexindicatorfreedownload.blogspot.com/feeds/9094968284836986217/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/01/trendlinearreg-indicator-free-download.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/9094968284836986217'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/9094968284836986217'/><link rel='alternate' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2013/01/trendlinearreg-indicator-free-download.html' title='TrendLinearReg Indicator-Free Download'/><author><name>phildy</name><uri>http://www.blogger.com/profile/11604423269224090809</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgExPi5NZuEC3ZqvHuC5IU_ACC9tzmCR6_hFuXUp8XCnTJFXqxfaC70-91_W_nHs93GABmXOYNXlo9kjmA-qKi1TPMtmIvwlDteZZ8cdHZS8fFDWVHLxPbl2VSlfd4-8WCjrMo9kLzHhvew/s72-c/ttt.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1085700843364432791.post-355125366289989402</id><published>2012-12-28T20:00:00.002-08:00</published><updated>2013-12-09T07:48:05.707-08:00</updated><title type='text'>FX Sniper T3 CCI Indicator</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;![endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;T&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;his simple indicator gives
you a lot of useful information - when to enter, when to exit&lt;br /&gt;
and how to reduce risks by entering a trade on a double confirmed signal - in
our case&lt;br /&gt;
we open a trade on the 2nd bar..&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&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:TrackMoves/&gt;
  &lt;w:TrackFormatting/&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:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&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:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
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&lt;/span&gt;&lt;br /&gt;
T&lt;span style=&quot;font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;his system is very simple to
follow - Use &lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;FX Sniper T3
CCI&lt;/span&gt;&lt;/b&gt; as your main strategy.&lt;br /&gt;
&lt;br /&gt;
Enter when the SECOND Red or Green bar appears and Exit when the blue line
crosses zero line.&lt;br /&gt;
You can actually enter a trade on the 1st bar ( do not wait for a second bar )
but in this case your entry signal will be not confirmed.&lt;br /&gt;
&lt;br /&gt;
Place your stop loss 2-3 pips below ( when buy) 2-3 pips above ( when sell) of
the previous candle.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&lt;br /&gt;
&lt;b&gt;Example:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
Buy 1,3600&lt;br /&gt;
Previous candle low 1,3000&lt;br /&gt;
SL should be 1,3000-2pips = 1,3998&lt;br /&gt;
&lt;br /&gt;
An opposite rule works for&amp;nbsp;the sell orders.&lt;br /&gt;
&lt;br /&gt;
Timeframes: M15 to 4H&lt;br /&gt;
Pairs: All major pairs.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&lt;a href=&quot;https://app.box.com/s/eja8kljeiaengsm2z0ud&quot; target=&quot;_blank&quot;&gt;Free Download&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;
Try this simple system and you will be impressed how powerful it is.&lt;br /&gt;
------------&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;/span&gt;Happy Trading&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://forexindicatorfreedownload.blogspot.com/feeds/355125366289989402/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2012/12/fx-sniper-t3-cci-indicator.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/355125366289989402'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/355125366289989402'/><link rel='alternate' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2012/12/fx-sniper-t3-cci-indicator.html' title='FX Sniper T3 CCI Indicator'/><author><name>phildy</name><uri>http://www.blogger.com/profile/11604423269224090809</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1085700843364432791.post-1948813381682247257</id><published>2012-12-26T19:16:00.000-08:00</published><updated>2012-12-28T19:35:27.522-08:00</updated><title type='text'>MMR Indicator</title><content type='html'>Simple but Powerful Free Trading System with MMR Indicator.MMR all in one (MA,RSI and MACD) is a really simple and powerful indicator.&lt;br /&gt;
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&lt;img alt=&quot;&quot; height=&quot;297&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
Those tree indicator give you a lot of useful information, when you connect all them in only one, things are really simple.&lt;br /&gt;
&lt;br /&gt;
Just enter when red or green bar appeared and Exit when main line crosses zero line.&lt;br /&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:TrackMoves/&gt;
  &lt;w:TrackFormatting/&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:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&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:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
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&lt;br /&gt;
Place your stop loss 2-3 pips below ( when buy) 2-3 pips above ( when sell)
of the previous candle.&lt;br /&gt;
Example:&lt;br /&gt;
Buy 1,4000&lt;br /&gt;
Previous candle low 1,3990&lt;br /&gt;
SL should be 1,3990-2pips = 1,3988&lt;br /&gt;
&lt;br /&gt;
An opposite rule for&amp;nbsp; sell orders.&lt;br /&gt;
&lt;br /&gt;
Timeframes: M15 to 4H&lt;br /&gt;
Pairs: All major pairs.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://www.box.com/s/58pzmtjgsfuf88aradps&quot; target=&quot;_blank&quot;&gt;Free Download&lt;/a&gt;  &lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&amp;nbsp;
&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://forexindicatorfreedownload.blogspot.com/feeds/1948813381682247257/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2012/12/mmr-indicator_26.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/1948813381682247257'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/1948813381682247257'/><link rel='alternate' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2012/12/mmr-indicator_26.html' title='MMR Indicator'/><author><name>phildy</name><uri>http://www.blogger.com/profile/11604423269224090809</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1085700843364432791.post-6230368565269692707</id><published>2012-12-26T17:46:00.001-08:00</published><updated>2012-12-26T17:46:15.486-08:00</updated><title type='text'>Free Forex Indicator</title><content type='html'>&lt;div id=&quot;article-body&quot;&gt;
   &lt;div id=&quot;article-content&quot;&gt;
    If you are looking for tools to help you improve your finances 
while trading Forex. There are some free tools available on the internet
 that can be beneficial and helpful in your currency trading endeavors. 
Forex trend indicators are tools that monitor and detect the trend of 
currency. It can be quite useful when trying to make trades without 
letting emotions get in the way.&lt;br /&gt;
&lt;br /&gt;
A
 free Forex trend indicator can help you decide whether to buy or sell a
 currency. It will know if the trend is heading up or down and notify 
you. By knowing, you can base your buy or sell trade on the trend of the
 market. This is quite beneficial for you if you&#39;re a trader looking to 
make trades daily while researching and monitoring the markets.&lt;br /&gt;
&lt;br /&gt;
It
 is quite easy to find a free indicator online you just have to do some 
searching. These systems aren&#39;t that sophisticated and typically run off
 of a common platform such as Meta Trader. They are very easy to setup 
and work almost instantly in demo and live modes. Usually they label the
 graph with some sort of notification to tell you the trend of the 
market. For example, it may show an arrow or word UP or an arrow 
pointing down and the word DOWN.&lt;br /&gt;
&lt;br /&gt;
On the other hand, this tool 
isn&#39;t always useful for everyone. If you are unfamiliar with Forex 
trading and don&#39;t know how to use the direction of the market to your 
advantage there are other tools to consider. You can follow a 
professional trader, use a robot, or learn by doing research and then 
use the tool.&lt;br /&gt;
&lt;br /&gt;
By reading eBooks, Books, following professional 
traders, watching training videos, and utilizing this tool you can learn
 to be an expert trader in no time. Or depend on an automated system 
such as an expert advisor that will make careful and calculated trades 
that can result in positive cash flow. This is a great way to benefit 
from the currency markets without spending your valuable time on 
learning how to trade and especially how to make successful trades.&lt;br /&gt;
&lt;br /&gt;
The
 bottom line is the Forex market is worth researching it is an 
alternative way to invest your money that most people do not consider. 
It can be quite profitable if done right, and the best part is it&#39;s 
always trading, except on weekends. You can trade at late hours of the 
night. It is exciting to play this market and everything is at a faster 
pace than the stock market.&lt;br /&gt;
&lt;br /&gt;
Unlike other markets, the currency 
market tends to not be affected by news and other political or economic 
factors that the stock market is affected by.&lt;br /&gt;
&lt;br /&gt;
   &lt;/div&gt;
&lt;div id=&quot;article-resource&quot;&gt;
    To download your free Forex indicator go to &lt;a href=&quot;http://www.forexoverdrive.com/&quot; target=&quot;_new&quot;&gt;Forex Trend Indicator&lt;/a&gt; or &lt;a href=&quot;http://www.forexoverdrive.com/&quot; target=&quot;_new&quot;&gt;Forex Trading Robot&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
   &lt;/div&gt;
Article Source:
    &lt;a href=&quot;http://ezinearticles.com/?expert=Cory_Henig&quot;&gt;http://EzineArticles.com/?expert=Cory_Henig&lt;/a&gt;
   &lt;br /&gt;


  
     &lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forexindicatorfreedownload.blogspot.com/feeds/6230368565269692707/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2012/12/free-forex-indicator.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/6230368565269692707'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/6230368565269692707'/><link rel='alternate' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2012/12/free-forex-indicator.html' title='Free Forex Indicator'/><author><name>phildy</name><uri>http://www.blogger.com/profile/11604423269224090809</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1085700843364432791.post-4525080765994870187</id><published>2012-10-14T09:34:00.004-07:00</published><updated>2012-10-23T09:09:10.716-07:00</updated><title type='text'>Free Forex Buy and Sell Indicator Download</title><content type='html'>&lt;h1 class=&quot;GM1BAGKBBAB blogg-name&quot;&gt;
&lt;/h1&gt;
&lt;h1 class=&quot;GM1BAGKBBAB blogg-name&quot;&gt;
&lt;/h1&gt;
&lt;h1 class=&quot;GM1BAGKBBAB blogg-name&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Are you looking for a free Forex buy and sell indicator? Using a 
Forex indicator takes the guesswork out of Forex trading. It is a very 
useful tool for keeping track of daily price rises and falls in the 
Forex market.&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;div id=&quot;article-body&quot;&gt;
&lt;div id=&quot;article-content&quot;&gt;
Now
 the question is: where can you find a free Forex buy and sell 
indicator? I have done quite a bit of searching myself for a free 
indicator. However, I was not able to find a clean piece of software 
anywhere. Typically the sites offering a &quot;free&quot; Forex indicator were 
either collecting email address for spamming inboxes, or the software 
they let you download are infected with malicious spyware or adware.&lt;br /&gt;
&lt;br /&gt;
After
 doing quite a bit of research and find nothing suitable, I realized 
that it isn&#39;t worth it to trust my investments with a free buy and sell 
indicator. If you are an individual that trades actively in foreign 
currencies, you should think about it yourself. I then began researching
 the paid solutions. There are quite a bit of paid systems out there. 
The best system I found is called the Forex Tracer. It&#39;s absolutely 
brilliant. This system not only produces buy and sell indicators, it 
also does automated trading. So you technically don&#39;t have to do any 
physical trading yourself.&lt;br /&gt;
&lt;br /&gt;
The Forex Tracer comes with a demo 
account so that you can observe the decisions the system makes along 
with the buy and sell indicators. I tested this system out on the demo 
account for one month and gained my confidence in it. The best part 
about this software is that once you are ready to trade and open an 
account, you receive a $100 credit.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div id=&quot;article-resource&quot;&gt;
Note, however, that the $100 credit is available for a limited time only. To read some reviews about the &lt;a href=&quot;http://forexcurrencytradingsystem.biz/forex-tracer-reviews.html&quot; target=&quot;_new&quot;&gt;Forex Tracer&lt;/a&gt; and to see if the $100 credit still applies, visit:&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://forexcurrencytradingsystem.biz/forex-tracer-reviews.html&quot; target=&quot;_new&quot;&gt;http://forexcurrencytradingsystem.biz/forex-tracer-reviews.html&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
Article Source:
    &lt;a href=&quot;http://ezinearticles.com/?expert=James_A_Knight&quot;&gt;http://EzineArticles.com/?expert=James_A_Knight&lt;/a&gt;
   &lt;/div&gt;
&lt;div style=&quot;overflow: hidden;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forexindicatorfreedownload.blogspot.com/feeds/4525080765994870187/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2012/10/forex-indicator-free-download.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/4525080765994870187'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/4525080765994870187'/><link rel='alternate' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2012/10/forex-indicator-free-download.html' title='Free Forex Buy and Sell Indicator Download'/><author><name>phildy</name><uri>http://www.blogger.com/profile/11604423269224090809</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1085700843364432791.post-8376202744448548386</id><published>2012-10-01T20:39:00.000-07:00</published><updated>2014-03-27T08:04:07.479-07:00</updated><title type='text'>Privacy Policy</title><content type='html'>&lt;b&gt;Privacy Policy for http://www.forexindicatorfreedownload.blogspot.com&lt;/b&gt;

&lt;br /&gt;
&lt;br /&gt;
If you require any more information or have any questions about our 
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&lt;br /&gt;
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visitors is of extreme importance to us. This privacy policy document 
outlines the types of personal information is received and collected by 
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http://www.forexindicatorfreedownload.blogspot.com does use cookies to store 
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&lt;br /&gt;
Some of our advertising partners may use cookies and web beacons on our site. Our advertising partners include ....&lt;br /&gt;
Google Adsense&lt;br /&gt;
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These third-party ad servers or ad networks use technology to the 
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Other technologies ( such as cookies, JavaScript, or Web Beacons ) may 
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http://www.forexindicatorfreedownload.blogspot.com has no access to or control 
over these cookies that are used by third-party advertisers. 

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You should consult the respective privacy policies of these third-party 
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advertisers or web sites.

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If you wish to disable cookies, you may do so through your individual 
browser options. More detailed information about cookie management with 
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</content><link rel='replies' type='application/atom+xml' href='http://forexindicatorfreedownload.blogspot.com/feeds/8376202744448548386/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2012/12/privacy-policy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/8376202744448548386'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1085700843364432791/posts/default/8376202744448548386'/><link rel='alternate' type='text/html' href='http://forexindicatorfreedownload.blogspot.com/2012/12/privacy-policy.html' title='Privacy Policy'/><author><name>phildy</name><uri>http://www.blogger.com/profile/11604423269224090809</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>