<?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-8306406980437839851</id><updated>2024-12-19T05:26:09.273+02:00</updated><category term="Binary Options Brokers"/><category term="Trading binary options"/><category term="Money management"/><category term="Strategies"/><category term="effective money management"/><title type='text'>Binary Options Trading SA</title><subtitle type='html'>We are Binary Options Traders from South Africa (B.O.T.S.A)&#xa;&#xa;&#xa;Through our research into Binary Options Trading we came across much contradictory information and scammers out there especially some sites...&#xa;&#xa;We then decided to create a honest, up to date informative blog to provide current and potential Binary Options Traders with all the real knowledge they will need to succeed together with us...&#xa;</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://binaryoptionstradingsa.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/'/><author><name>Seth</name><uri>http://www.blogger.com/profile/09763490731822127192</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-8306406980437839851.post-1671729814555735768</id><published>2016-07-23T12:25:00.000+02:00</published><updated>2016-07-23T10:00:58.099+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Money management"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategies"/><category scheme="http://www.blogger.com/atom/ns#" term="Trading binary options"/><title type='text'>Binary Options Strategies and Resources</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Welcome to the strategies and resources post, here we wish to enlighten you on how to learn how to earn trading binary options.&lt;br /&gt;
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We shall share strategies and great sources of info that has helped us along the journey and we trust they shall help you too.&lt;br /&gt;
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Firstly we don&#39;t suggest newbies to trade on short term options , rather place long term trades based on what you learn from the fundamental method using economic calendar as described below...&lt;br /&gt;
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I usually wait for economic news that makes a high impact on the markets.&lt;br /&gt;
USA news works quite well as USD is paired with majority of the currencies. Especially NFP (Non-Farm Payroll) and unemployment changes(check out investopedia link below for important news to follow as a trader).&lt;br /&gt;
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I follow the same economic calendar strategy they explain...&lt;br /&gt;
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&lt;b&gt;A) &lt;u&gt;Trading Binary Options Fundamental News Method&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Await the news release (Economic Calendar&#39;s)&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Select pair on broker platform and watch the 15min chart I like trading EUR/USD, tend to change here and there playing USD/CHF pairs and USD/JPY.&lt;/li&gt;
&lt;li&gt;News results released&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Watch 15Min chart and wait for candlestick to know when to enter (candle stick you watching needs to be within area of prior candlestick,once confirmed, next candle stick above or below the previous one will signal Call or Put.&lt;/li&gt;
&lt;li&gt;Place Trade 1H30Min to 4H&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
By following candle stick price action entry method (brilliant book that helps a lot to identify price action and momentum is &lt;a href=&quot;http://98574yofxcsmvpea3gquqvurbs.hop.clickbank.net/target=%22_blank&#39;&#39;&quot; target=&quot;_blank&quot;&gt;CandleSticks Made Easy&lt;/a&gt;&amp;nbsp; invest in your education before investing into the unknown).&lt;br /&gt;
&lt;br /&gt;
You are then able to catch the trend as most of the noise happened 15 to 45 mins before and you will see from the candlesticks on 15min charts (they say you can use 5 min chart too, I&#39;ve found more success on 15 min),enter a long term trade (in binary terms at least) 1Hour 30 Min to 4 Hour, (We intend to try longer expiration times soon, on paper it went well)....should put you ITM.....&lt;br /&gt;
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PS: don&#39;t get too excited and enter too early, wait for the candle.....&lt;br /&gt;
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&lt;b&gt;B) &lt;u&gt;Touch Me Baby Strategy&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;u&gt;&lt;br /&gt;
&lt;/u&gt;&lt;/b&gt; Another adaptation to the above method is the one touch exotic trades offered by a &lt;u&gt;few&lt;/u&gt;&amp;nbsp;Binary Brokers.&lt;br /&gt;
Basically you can not lose with this one as long as you choose to trade on the correct news, very good for a passive trader.&lt;br /&gt;
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This is how to do it:&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Big economic news release soon.(eg: NFP)&lt;/li&gt;
&lt;li&gt;15 mins before news release, select the touch up, touch down trade option on your broker platform (we found 24Option to be best for this method).&lt;/li&gt;
&lt;li&gt;Now select the option that pays 250% profit.&lt;/li&gt;
&lt;li&gt;Choose a common pair eg: EUR/USD.&lt;/li&gt;
&lt;li&gt;10 mins before the the news release you will enter your trades.&lt;/li&gt;
&lt;li&gt;You will enter a touch up and at the same time a touch down. same expiry.&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
So an example of what happens here is you place a $100 trade to win $250.&lt;br /&gt;
With the correct choice of news as below pic, you will definitely win one. resulting in a good profit anyway the price moves.&lt;br /&gt;
If you really lucky it might just hit both touch up and down and leaving you smiling for days (although that is rare).&lt;br /&gt;
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The above 2 strategies works best with&amp;nbsp;&lt;a href=&quot;http://goo.gl/s9ljLH&quot; target=&quot;_blank&quot;&gt;24Option&amp;nbsp;&lt;/a&gt;&amp;nbsp;due to the exotic options they offer.&lt;br /&gt;
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Little tip, I don&#39;t trade a pair if they both have important news within 1 to 4 hours of one another.For example, if USD has news for 14:30 and EUR has news for 16:00 then we don&#39;t trade on EUR/USD but rather make a trade on USD/CHF at 14:30 and another trade at 16:00 on EUR/GBP. Also only trade on popular currency pairs as the news results have more impact on them.&lt;br /&gt;
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Will share some posts on money management (Very important) and results from trading the fundamental way with some candlestick analysis to determine entry point... Using this method I place trades for one and half hour to four hour expiration times ...&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6Qcr1yXar8ue9R1-e4YM-Jx-MKLcGJuaI_RRLPEjw0a9z_8KQbLlSM674iKqoGU5yHhMj4Kd8A7jONrNHyZndwUJajmI2gRknORqR4uQD_pevKhVVWDR-16g_cVErlPsTx8PlyWV7Bd8/s1600/econic+news+volatility.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6Qcr1yXar8ue9R1-e4YM-Jx-MKLcGJuaI_RRLPEjw0a9z_8KQbLlSM674iKqoGU5yHhMj4Kd8A7jONrNHyZndwUJajmI2gRknORqR4uQD_pevKhVVWDR-16g_cVErlPsTx8PlyWV7Bd8/s320/econic+news+volatility.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;text-align: center;&quot;&gt;&lt;b&gt;C) &lt;u&gt;Binary Simple Method&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;
&lt;/u&gt;&lt;/b&gt;&lt;/span&gt; &lt;span style=&quot;text-align: left;&quot;&gt;We&#39;ve been having some good results using the Binary Options Simple Strategy that was created by the brilliant&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://www.dwhm.org/&quot; style=&quot;text-align: left;&quot; target=&quot;_blank&quot;&gt;DWHM Trading&lt;/a&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;text-align: left;&quot;&gt;and extremely informative&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://www.binary-options-world.com/&quot; style=&quot;text-align: left;&quot; target=&quot;_blank&quot;&gt;Binary Options World&lt;/a&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&amp;nbsp;(binary options basic strategy) while practicing on &lt;/span&gt;&lt;a href=&quot;https://iqoption.com/promo/binary-options_en/?aff=36027&amp;amp;afftrack=1989&quot; style=&quot;text-align: left;&quot; target=&quot;_blank&quot;&gt;iqOption&lt;/a&gt;&lt;span style=&quot;text-align: left;&quot;&gt;.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Await non volatile times - no news releases in the near future&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Opening 5min chart over 45min period&lt;/li&gt;
&lt;li&gt;Place trade in direction of the opening price 45 mins ago&lt;/li&gt;
&lt;li&gt;Trade expiration should be 15mins to 45mins&lt;/li&gt;
&lt;/ul&gt;
Go ahead try it on the demo account from &amp;nbsp;&lt;a href=&quot;https://iqoption.com/promo/binary-options_en/?aff=36027&amp;amp;afftrack=1989&quot; target=&quot;_blank&quot;&gt;iqOption&lt;/a&gt;&amp;nbsp; &amp;nbsp;and see how it fairs for you.Or just open a $10 live account and that could be the start of a new life.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://iqoption.com/en/tutorials?aff=36027&amp;amp;afftrack=poststrat&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;90&quot; src=&quot;https://images01.iqoption.com/89/4689/static-00745345630955634689.gif&quot; width=&quot;728&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;u&gt;&lt;br /&gt;&lt;/u&gt;
&lt;u&gt;&lt;br /&gt;&lt;/u&gt;
&lt;u&gt;&lt;br /&gt;&lt;/u&gt;
&lt;br /&gt;
&lt;h4&gt;
&lt;u&gt;&lt;b&gt;Checkout below for more strategies and information&lt;/b&gt;&lt;/u&gt;&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;&lt;a href=&quot;http://binaryoptionstradingsa.blogspot.com/2016/07/more-trading-binary-options-strategies.html&quot;&gt;More Binary Options Strategies&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://www.wikihow.com/&quot; target=&quot;_blank&quot;&gt;Wikihow binary options trading&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://www.investopedia.com/&quot; target=&quot;_blank&quot;&gt;Invest&lt;/a&gt;&lt;/li&gt;
&lt;/ol&gt;
We trust this really helps you guys out there as it has Inno and I ...&lt;br /&gt;
&lt;br /&gt;
To your success . .&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://binaryoptionstradingsa.blogspot.com/feeds/1671729814555735768/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/binary-options-strategies-and-resources.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/1671729814555735768'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/1671729814555735768'/><link rel='alternate' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/binary-options-strategies-and-resources.html' title='Binary Options Strategies and Resources'/><author><name>Seth</name><uri>http://www.blogger.com/profile/09763490731822127192</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/AVvXsEgKPOv_XJ3ah4y5BEVO8bUyZR86-Frbnw4fCoz2EHZRfwyTtGsNangWEH13bicz06JG6Y6BFMyHPxUeBw-8loXkY3Z4XLsPngPfqLmtLgMYbaelM5UdxeCmPe1x1YN5ZDwXDjRYg04pBJE/s72-c/IMG-20160627-WA0008.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8306406980437839851.post-8679510823905531704</id><published>2016-07-18T02:19:00.002+02:00</published><updated>2016-07-19T23:34:27.043+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Binary Options Brokers"/><title type='text'>iqOption Broker</title><content type='html'>&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;mso-layout-grid-align: none; text-align: center; text-autospace: none;&quot;&gt;
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IQ Option entered the binary options market in 2013 and immediately became a hit among traders. Their appearance enabled the whole industry to gain a lot of popularity, primarily because this broker offered access to binary options trading for next to nothing.&amp;nbsp;&lt;/div&gt;
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This allowed many people to see what this type of trading is all about without ever having to invest any big amounts. Of course, had this been the only good feature about this broker, the company would never reach the status it enjoys today, and we are here to show you why IQ Option is one of the best choices you can make when selecting a broker. We will share our impressions with you in this IQ Option review so well done on finding your new broker.&lt;/div&gt;
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&lt;span lang=&quot;EN&quot;&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;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8306406980437839851&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;https://www.blogger.com/blogger.g?blogID=8306406980437839851&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;https://www.blogger.com/blogger.g?blogID=8306406980437839851&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;https://www.blogger.com/blogger.g?blogID=8306406980437839851&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;https://www.blogger.com/blogger.g?blogID=8306406980437839851&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;https://www.blogger.com/blogger.g?blogID=8306406980437839851&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;span lang=&quot;EN&quot;&gt;Apart from a completely free IQ Option Demo Account which doesn’t even require a deposit from you, there are two more possibilities for you to choose from – Real and VIP account types. Both of them are extremely well equipped and they offer some very interesting features, too. For example, you will be able to get a return if you make an incorrect prediction, and there some very nice bonuses to be acquired, as well.&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8306406980437839851&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;https://www.blogger.com/blogger.g?blogID=8306406980437839851&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;https://www.blogger.com/blogger.g?blogID=8306406980437839851&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;Some very entertaining trading competitions are also available with these two account types, with the VIP account offering some additional useful features such as monthly analysis or a personal manager. You will notice we haven’t yet mentioned the minimum amounts needed to start trading with this broker in this IQ Option review and that’s because we have a separate paragraph for it. Read on, it’s just below.&lt;/div&gt;
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&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8306406980437839851&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;https://www.blogger.com/blogger.g?blogID=8306406980437839851&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;https://www.blogger.com/blogger.g?blogID=8306406980437839851&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;https://www.blogger.com/blogger.g?blogID=8306406980437839851&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;https://www.blogger.com/blogger.g?blogID=8306406980437839851&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;https://www.blogger.com/blogger.g?blogID=8306406980437839851&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;span lang=&quot;EN&quot;&gt;So what’s so special about IQ Option? Well, your minimum deposit requirement is only $10, for starters, and you won’t find better deals anywhere else on the market. With these ten dollars, you can open a Real account and enjoy all the benefits it has to offer. Furthermore, the minimum trade is set at only $1, providing you with complete control of your account funds. Again, you won’t find a better deal anywhere else. Finally, we should mention that the required deposit for a VIP account is $1000, which is, once again, way below anything other brokers have to offer when it comes to their top-tier account. But it’s not just the low requirements that make this broker so attractive – high payouts are pretty important, too. As a matter of fact, payouts of up to 85% are among the highest in the industry, so you really can’t go wrong with this broker.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;EN&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;The company excels in th&lt;/span&gt;e as&lt;span lang=&quot;EN&quot;&gt;pect&lt;/span&gt; of transfer methods and safety&lt;span lang=&quot;EN&quot;&gt;, because it is a CySEC regulated broker, meaning it fulfills all the necessary requirements . Numerous prizes also prove that IQ Option takes their clients’ safety very seriously. When it comes to transfer methods, you get to choose between bank wire transfers, Visa and MasterCard credit cards and several online transfer methods such as Webmoney, Skrill or Neteller.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;EN&quot;&gt;It should also be noted in this IQ Option review that IQ Option Minimum Withdrawal is also very low ($10), so you always have complete control of your funds, and here too IQ Option has the competition beaten. Everything this broker has to offer is designed to make this type of trading as accessible as possible, so all you have to do is find the winning IQ Option Strategy.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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IQ Option is among the very best brokers in the world, and we hope this IQ Option post explains why. Clever business policy and its flawless execution attracted tens of thousands of traders to this company. With minimum investments, you can really see what binary options trading is all about and you will be extremely well protected every step of the way.&amp;nbsp;&lt;/div&gt;
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A great new platform will also help you have a perfect trading experience. But you don’t even have to spend any money if you just want to browse around here – simply open a demo account see what the broker has to offer that way. However, in that case you’ll be missing out on all the thrills binary options trading can provide, thrills which are certainly worth a dollar or two.&lt;/div&gt;
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&lt;span lang=&quot;EN&quot;&gt;&amp;nbsp;So open an account with IQ Option today if you want a complete and safe trading experience.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://binaryoptionstradingsa.blogspot.com/feeds/8679510823905531704/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/07/iqoption-broker.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/8679510823905531704'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/8679510823905531704'/><link rel='alternate' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/07/iqoption-broker.html' title='iqOption Broker'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09286606818954128283</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/AVvXsEjdsg_pOGFRDO08dTA4fl4XVQyp69dnSwb_un1pk7xmhiuO8kbl9wL_buyKa2ZKQpkKGdGI7vr3qKp4Rp5za1cmBS-08_-sR0oFvV881MpVLfG9dBk5emjXqgRLZZcAFuRoG5b4OwLEUJM/s72-c/iqoption.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8306406980437839851.post-1588778489453671768</id><published>2016-07-08T12:00:00.000+02:00</published><updated>2016-07-08T00:28:21.272+02:00</updated><title type='text'>Trading exprience on iqOption</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Hi Traders,&lt;/div&gt;
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Today I wanted to take some time and share my trading experience with the binary platform from&amp;nbsp;&lt;a href=&quot;https://iqoption.com/promo/binary-options_en/?aff=36027&amp;amp;afftrack=1989&quot; target=&quot;_blank&quot;&gt;iqOption&lt;/a&gt;&lt;br /&gt;
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As many of you would know that&amp;nbsp;&lt;a href=&quot;https://iqoption.com/promo/binary-options_en/?aff=36027&amp;amp;afftrack=1989&quot; target=&quot;_blank&quot;&gt;iqOption&lt;/a&gt;&amp;nbsp;is one of our best and recommended brokers and today I am sharing my experience since I&#39;ve started with them on the 19th June 2016 and started my trading on the morning of the 20th June.&lt;br /&gt;
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I opened the account with a deposit of $50 and I have been trading with them on a minimum investments of between $3 and $5 on each trade. Remember guys I&#39;m doing this because we want to give you transparency and openness as these brokers are tested by us as well before we recommend them to you. Which is the reason why I decided not start with bigger amount but with $50 in order to test their system and platform ,I&#39;m using price action and momentum I learnt from&amp;nbsp;&lt;a href=&quot;http://98574yofxcsmvpea3gquqvurbs.hop.clickbank.net/target=%22_blank&#39;&#39;&quot; target=&quot;_blank&quot;&gt;Candlesticks Made Easy.&lt;/a&gt;&amp;nbsp;&amp;nbsp;So far so good, But I will be sharing more information or any discoveries I make as long as I am trading on their platform.&lt;br /&gt;
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&quot; 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&quot; style=&quot;cursor: move;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
So I&#39;d like to share a few snapshots of some of my trades and I can confirm that most of these position have been successful because I&#39;m talking about a success rate of over 70% here.&lt;br /&gt;
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Just as confirmation that this is a real account, however for security purpose, some of the information is hidden.&lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
The above snapshot is the live trading platform, and as you can see the balance on the top right of the picture and right at the bottom right, there is my current and open position NZD/USD which is already ITM (In The Money) now and will expired at 23:00 GMT +2&lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjladem_RCisRq8fNchkLX8ZCIjsky7DR_aZ7seV-Zia1FO87x5u-01BMcoFN1GftcdafOPT-k0bDmNXBJgthsWWPRTWyvAdrg95Xqp_TbhwRVf0NxTwfRQOgf3gPJR5N1M6r2ig3ibS0o/s1600/Screenshot_2016-06-20.png&quot;&gt;20th June&lt;/a&gt; &lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjladem_RCisRq8fNchkLX8ZCIjsky7DR_aZ7seV-Zia1FO87x5u-01BMcoFN1GftcdafOPT-k0bDmNXBJgthsWWPRTWyvAdrg95Xqp_TbhwRVf0NxTwfRQOgf3gPJR5N1M6r2ig3ibS0o/s1600/Screenshot_2016-06-20.png&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjladem_RCisRq8fNchkLX8ZCIjsky7DR_aZ7seV-Zia1FO87x5u-01BMcoFN1GftcdafOPT-k0bDmNXBJgthsWWPRTWyvAdrg95Xqp_TbhwRVf0NxTwfRQOgf3gPJR5N1M6r2ig3ibS0o/s320/Screenshot_2016-06-20.png&quot; width=&quot;320&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi38sF7hu5uAeAGSYIfGuYy1WIqriUxFevnzdwWvHrIwsYBFG0WStypCgJY4TdhO6Y-gdXAojt9ChiGeUxp5cbWezoAdYXCxWa-ogLVV_4Bizz38YCIFhvm7n2im2ISKviCQCrvuqiB1H0/s1600/Screenshot_2016-06-22-19-56-00.png&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi38sF7hu5uAeAGSYIfGuYy1WIqriUxFevnzdwWvHrIwsYBFG0WStypCgJY4TdhO6Y-gdXAojt9ChiGeUxp5cbWezoAdYXCxWa-ogLVV_4Bizz38YCIFhvm7n2im2ISKviCQCrvuqiB1H0/s320/Screenshot_2016-06-22-19-56-00.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiri8GbKwxGOMQ0Vn3_sxwEv1qBHg5e5IqAt58SXNZatjDh_T__jv5maLFQnt45EtrXLnTePft2buS0_-tCzCuJiHh0tUaHmmFZUNLP97mn3cgVKcolpbaOwo8sxrEh-5vD-0-5QTlHFCY/s1600/Screenshot_2016-06-22-19-56-21.png&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiri8GbKwxGOMQ0Vn3_sxwEv1qBHg5e5IqAt58SXNZatjDh_T__jv5maLFQnt45EtrXLnTePft2buS0_-tCzCuJiHh0tUaHmmFZUNLP97mn3cgVKcolpbaOwo8sxrEh-5vD-0-5QTlHFCY/s320/Screenshot_2016-06-22-19-56-21.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKgcVz4aMVMPZIge-m5lXhNZo3DgVkJOFxmsTqI8pAerYJoVplEHPG6o692xQJZ2gIOY1AWkZkee7jpCSXSdmAXEy6diPEi4cHSO_Zb4u5U8PfTi-XdMaIO-ee3KkLPHjcEP9JU3qI4rM/s1600/Screenshot_2016-06-22-19-56-45.png&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKgcVz4aMVMPZIge-m5lXhNZo3DgVkJOFxmsTqI8pAerYJoVplEHPG6o692xQJZ2gIOY1AWkZkee7jpCSXSdmAXEy6diPEi4cHSO_Zb4u5U8PfTi-XdMaIO-ee3KkLPHjcEP9JU3qI4rM/s320/Screenshot_2016-06-22-19-56-45.png&quot; width=&quot;320&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBbvbRa6DyKo_j5R6gtC1fSQ1ZfPeejS6YnkGsdf0_dk0GyjF3s2AifgYYlluQ_pfsRo-4tu0k3XEMd47hpR2PhEtj-Y-q8cS-lxXX7XzkJn_sOyAbg0oJMRRIIb9lf8wq5tjF7nIMWX8/s1600/Screenshot_2016-06-22-19-57-00.png&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBbvbRa6DyKo_j5R6gtC1fSQ1ZfPeejS6YnkGsdf0_dk0GyjF3s2AifgYYlluQ_pfsRo-4tu0k3XEMd47hpR2PhEtj-Y-q8cS-lxXX7XzkJn_sOyAbg0oJMRRIIb9lf8wq5tjF7nIMWX8/s320/Screenshot_2016-06-22-19-57-00.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
21st and 22nd June &lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzdUVgG0L6WJFAtNpupND6rDkT2ZtdVhJJvxpdz3ZE6b9qwRh-rn4m8QnOMR7Tvm4qEo9irJWtA5bPUmBAOTZc6Ftpk5ILWch27VtGuIrdNElf4Vq1ww7aZz5fiHcr_3ECi61rnTQVcKQ/s1600/Screenshot_2016-06-22-19-57-16.png&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzdUVgG0L6WJFAtNpupND6rDkT2ZtdVhJJvxpdz3ZE6b9qwRh-rn4m8QnOMR7Tvm4qEo9irJWtA5bPUmBAOTZc6Ftpk5ILWch27VtGuIrdNElf4Vq1ww7aZz5fiHcr_3ECi61rnTQVcKQ/s320/Screenshot_2016-06-22-19-57-16.png&quot; width=&quot;320&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgIQsl1yss902X6K8lkUndIfeEv_JmPkmLV03Tz_UiLWpVidQF6e3mqA-HhkCvfJXdl7brr2dmVm99yhTpYSe2uQPs4z1aGxHsVM7IGQXxbMd4rPz-WXHiaBE6CaY90D0a8Xq0uvvStdU/s1600/Screenshot_2016-06-22-19-57-29.png&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgIQsl1yss902X6K8lkUndIfeEv_JmPkmLV03Tz_UiLWpVidQF6e3mqA-HhkCvfJXdl7brr2dmVm99yhTpYSe2uQPs4z1aGxHsVM7IGQXxbMd4rPz-WXHiaBE6CaY90D0a8Xq0uvvStdU/s320/Screenshot_2016-06-22-19-57-29.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
These are the result guys and they speak for themselves!!!&lt;br /&gt;
&lt;br /&gt;
I want to share with you a great strategy we created that can get you a success rate of above 70% in your options trading.&lt;br /&gt;
&lt;br /&gt;
Drop us a mail should you want to be among the first 10 people we would like to share this strategy with. Fill in the Contact form on the blog and request this strategy.&lt;br /&gt;
&lt;br /&gt;
I will need you to have opened the account with IQ Option or we can assist you in opening one with a minimum of $10.&lt;br /&gt;
&lt;br /&gt;
I trust that this will really help you guys out there as it has myself and my team&lt;br /&gt;
&lt;br /&gt;
To your trading success&lt;br /&gt;
&lt;br /&gt;
#HappyLearning&lt;br /&gt;
&lt;br /&gt;
Inno.. Herotainment&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;!-- Begin BidVertiser code --&gt;
&lt;script src=&quot;https://bdv.bidvertiser.com/BidVertiser.dbm?pid=729649%26bid%3D1807346&quot; type=&quot;text/javascript&quot;&gt;&lt;/script&gt;
&lt;!-- End BidVertiser code --&gt; 

&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://binaryoptionstradingsa.blogspot.com/feeds/1588778489453671768/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/trading-exprience-on-iqoption.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/1588778489453671768'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/1588778489453671768'/><link rel='alternate' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/trading-exprience-on-iqoption.html' title='Trading exprience on iqOption'/><author><name>Herotainment</name><uri>http://www.blogger.com/profile/06436953453308445074</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/AVvXsEg_ocioubrQh7_q0iJuFkzP7UlnN89gnjWX-APYFZXsCZIEUior3UnCRrfvO9SOoYqIBU0MJLDR38e8nxfwp8THzb0Zcex4B_w501D3k1v6EeZf1onO415nW4wVmX4N4PrcyvxNxMex__U/s72-c/IMG-20160623-WA0000.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8306406980437839851.post-3994677940913373091</id><published>2016-07-08T10:00:00.000+02:00</published><updated>2016-07-08T13:37:18.679+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="effective money management"/><category scheme="http://www.blogger.com/atom/ns#" term="Trading binary options"/><title type='text'>More Trading binary options Strategies</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaajP3Pi0jwLJHi4bfVTaBnZ1evM_sdMs-xNxP-pjfgyUNQc5yMh4J7XQpWxfUqUUiLaeB6kvTaSyh8kzOLwTRYZpi5UB_LUCNKI_sf3t5pHUa0D_OwPUIilKfz6pz69ezPhVeViD-BMM/s1600/More+Trading+binary+options+Strategies.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaajP3Pi0jwLJHi4bfVTaBnZ1evM_sdMs-xNxP-pjfgyUNQc5yMh4J7XQpWxfUqUUiLaeB6kvTaSyh8kzOLwTRYZpi5UB_LUCNKI_sf3t5pHUa0D_OwPUIilKfz6pz69ezPhVeViD-BMM/s200/More+Trading+binary+options+Strategies.png&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Trading Binary Options is not a get rich quick scheme and who ever promises you should signal a warning to you.&lt;/div&gt;
&lt;div&gt;
This takes effort, practice and smarts to be profitable in the long run and earn you some decent money, and yes eventually you can quit your job and run your life trading.&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
But don&#39;t kid yourself, this doesn&#39;t happen in a few weeks as most scammers tell you. &amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Without a proper strategy and money management you will probably be unsuccessful in trading binary options.&lt;/div&gt;
&lt;div&gt;
So read on well as we explain some great ways to be a success in this field...&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;Contents&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li&gt;Money management&lt;/li&gt;
&lt;li&gt;Trading binary options strategies&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
&lt;b&gt;&lt;u&gt;Money Management&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li&gt;Never invest more than 5% to 10% MAX of your balance on a single trade.&lt;/li&gt;
&lt;li&gt;Set up win loss ratio for yourself eg: set it to win 5 trades a day if you have a winning streak of 5 you stop for the day vice versa with your losses.You have to employ discipline and this is proven to work long term, don&#39;t chase the money, be smart.&lt;/li&gt;
&lt;li&gt;Set up winning ratio; If your winning percentage drops below 80% then you stop for the day.&lt;/li&gt;
&lt;li&gt;Set up daily profits/loss ratio; Once you reached $100 profit you stop or $50 loss you stop for the day.&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
Of course you can choose low, med and high risk money management strategies by making the amounts lower or higher. As a beginner perhaps stick with low and gradually increase risk as you increase your skills.&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
Key tips: don&#39;t invest more than 10% of your account balance. Be disciplined. Implement a money management strategy.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;u style=&quot;font-weight: bold;&quot;&gt;Trading Binary Options strategies&lt;/u&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &amp;nbsp;&lt;/span&gt;(technical analysis)&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
For technical we need good charting tools, Your broker platforms probably has basic chart indicators, but to get the most control and best indicators I use Tradingview (link on the top left of blog).&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Charting tool on a whole new level and beautiful thing is there are professionals that actually post their chart scripts with embbed chart set ups and strategies which you can use all for free guys. MT4 is good too, Inno prefers that tool.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
So you will set up your charts according to below for the different methods on Tradingview. Ensure your time frame is set according to the expiration time you intend on trading: eg: 5 minutes trade , set up chart to 5 min candlesticks (best).&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;Five to 15 min Noob strategy&lt;/b&gt;&lt;br /&gt;&lt;ul&gt;
&lt;li&gt;Choose indicators on Chart tool, SMA (simple moving average is the avg price of an asset over a select time period).&lt;/li&gt;
&lt;li&gt;Select SMA Set period (days avg) to 3.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Select another SMA and set period to 10.&lt;/li&gt;
&lt;li&gt;Choose correct time frame(5-15min) and a currency pair.&lt;/li&gt;
&lt;li&gt;SMA line that&#39;s set at a period 3 is our signal indication.&lt;/li&gt;
&lt;li&gt;Once this SMA (3) line crosses SMA (10) line we then place our trade in the direction SMA (3) line goes.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;So when SMA 3 crosses through SMA 10 in a downward direction we place our&amp;nbsp;PUT&amp;nbsp;&amp;nbsp;trade to expire&amp;nbsp;in 5 to 15min, once opposite of that happens we place our CALL trade for same expiry time. Usually Resulting in a 76-79% &amp;nbsp;(ITM) in.the.money.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;Tip&lt;/b&gt;: try using during NYC trading times, works well with these pairs&amp;nbsp;EUR/USD,USD/CHF and USD/CAD. Best success using this was on &lt;a href=&quot;https://goo.gl/k5W7fm&quot; target=&quot;_blank&quot;&gt;iqOption&lt;/a&gt;&amp;nbsp;try it out...you wont regret.&lt;br /&gt;
&lt;br /&gt;
More strategies and methods on trading binary options still to come keep checking in or sign up to our feed to receive these posts via e-mail.&lt;br /&gt;
&lt;br /&gt;
Remember guys we base our posts on our own experience we filter out the crap and only recommend the best to you, we have been around the block so we aim to save you the trouble and provide you with the truth.&lt;br /&gt;
&lt;br /&gt;
All the best...&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;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://binaryoptionstradingsa.blogspot.com/feeds/3994677940913373091/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/07/more-trading-binary-options-strategies.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/3994677940913373091'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/3994677940913373091'/><link rel='alternate' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/07/more-trading-binary-options-strategies.html' title='More Trading binary options Strategies'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09286606818954128283</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/AVvXsEgaajP3Pi0jwLJHi4bfVTaBnZ1evM_sdMs-xNxP-pjfgyUNQc5yMh4J7XQpWxfUqUUiLaeB6kvTaSyh8kzOLwTRYZpi5UB_LUCNKI_sf3t5pHUa0D_OwPUIilKfz6pz69ezPhVeViD-BMM/s72-c/More+Trading+binary+options+Strategies.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8306406980437839851.post-1119081382663952577</id><published>2016-07-01T11:36:00.000+02:00</published><updated>2016-07-23T17:15:26.039+02:00</updated><title type='text'>About us</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiyHtyHnhr183cAEX_oVNxWgb0_nKbY8AUfR1n0eqQhAyp7tCJI9xJh1t5fpFzlv1sgdgPaRmbcN7ia8XGntJDvZ0_qi_eKvTB2eK5mEHQcIi5HmMLQogeTVzwXo6Ebb52qDaBcYgqvO0/s1600/AboutBOTSA.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;212&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiyHtyHnhr183cAEX_oVNxWgb0_nKbY8AUfR1n0eqQhAyp7tCJI9xJh1t5fpFzlv1sgdgPaRmbcN7ia8XGntJDvZ0_qi_eKvTB2eK5mEHQcIi5HmMLQogeTVzwXo6Ebb52qDaBcYgqvO0/s320/AboutBOTSA.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;clear: both; color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 19px; line-height: 1.10526; margin: 0px 0px 28px; text-align: center;&quot;&gt;
&lt;strong&gt;&lt;span data-mce-style=&quot;text-decoration: underline;&quot; style=&quot;text-decoration: underline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;h4 style=&quot;clear: both; color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 19px; line-height: 1.10526; margin: 0px 0px 28px;&quot;&gt;
&lt;strong&gt;&lt;span data-mce-style=&quot;text-decoration: underline;&quot; style=&quot;text-decoration: underline;&quot;&gt;BOTSA&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/h4&gt;
&lt;div style=&quot;color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 16px; line-height: 28px; margin-bottom: 28px;&quot;&gt;
About &amp;nbsp;Binary Options Trading SA. We are a group of friends and traders (Forex &amp;amp; JSE) from South Africa.&lt;/div&gt;
&lt;div style=&quot;color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 16px; line-height: 28px; margin-bottom: 28px;&quot;&gt;
We&amp;nbsp;decided to try our hand at Binary Options Trading one day. Never looked back since.&lt;/div&gt;
&lt;div style=&quot;color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 16px; line-height: 28px; margin-bottom: 28px;&quot;&gt;
We started our&amp;nbsp;BLOG&amp;nbsp;and &lt;a href=&quot;http://http//www.binaryoptionstradingsa.co.za&quot; target=&quot;_blank&quot;&gt;Website &lt;/a&gt;is so we can allow many the same opportunity. Many people are not aware of binary options trading.&lt;/div&gt;
&lt;div style=&quot;color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 16px; line-height: 28px; margin-bottom: 28px;&quot;&gt;
People&amp;nbsp;that are&amp;nbsp;sadly seem quite hesitant as they not sure how this works or brush it off as some SCAM. Binary Options Trading is not a scam this form of trading is legal, however you need to do your checks and balances well.&lt;/div&gt;
&lt;div style=&quot;color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 16px; line-height: 28px; margin-bottom: 28px;&quot;&gt;
That&#39;s where we come in.....&lt;/div&gt;
&lt;div style=&quot;color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 16px; line-height: 28px; margin-bottom: 28px;&quot;&gt;
Our mission is to bring safety, awareness and education to the people so they may trade safely and successfully.&lt;/div&gt;
&lt;div style=&quot;color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 16px; line-height: 28px; margin-bottom: 28px;&quot;&gt;
We invest our money.Try out and test the different brokers, platforms and educational resources. All so we may&amp;nbsp;provide you with the legitimate and best ways to go about making a decent passive income. Some day furthering that to a wealth stream, this is not a get rich scheme (sites making promises of $1000 a day/week best keep away those are likely SCAMS).&lt;/div&gt;
&lt;div style=&quot;color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 16px; line-height: 28px; margin-bottom: 28px;&quot;&gt;
Truth be told if you start your trading account with a big amount then yes you can see that sort of money.Only if you know what you doing very well. If you don&#39;t, well you can see your investment disappear even faster.&lt;/div&gt;
&lt;div style=&quot;color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 16px; line-height: 28px; margin-bottom: 28px;&quot;&gt;
So with the introduction to BOTSA done, check out the site look through our posts. Take in what you read.&lt;/div&gt;
&lt;div style=&quot;color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 16px; line-height: 28px; margin-bottom: 28px;&quot;&gt;
Keep visiting to brush up on what you read as its impossible to remember all that&#39;s here from one visit.&lt;/div&gt;
&lt;div style=&quot;color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 16px; line-height: 28px; margin-bottom: 28px;&quot;&gt;
We wish you all the success in your journey of Binary Options Trading.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://binaryoptionstradingsa.blogspot.com/feeds/1119081382663952577/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/07/botsa-about-options-trading-sa.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/1119081382663952577'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/1119081382663952577'/><link rel='alternate' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/07/botsa-about-options-trading-sa.html' title='About us'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09286606818954128283</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/AVvXsEiiyHtyHnhr183cAEX_oVNxWgb0_nKbY8AUfR1n0eqQhAyp7tCJI9xJh1t5fpFzlv1sgdgPaRmbcN7ia8XGntJDvZ0_qi_eKvTB2eK5mEHQcIi5HmMLQogeTVzwXo6Ebb52qDaBcYgqvO0/s72-c/AboutBOTSA.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8306406980437839851.post-2539770127425188939</id><published>2016-06-24T14:14:00.000+02:00</published><updated>2016-06-24T15:50:59.521+02:00</updated><title type='text'>Introduction to Binary Options and the Forex Market</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSPv9Vn8xY_NaCt2Hq-QfJpLJ4Nxw0Bf3B99zC5TGSd361pgV0poObJ0lr_Gl1_FVHKqY-O81OjZpiVquNVSdq4lpq9n0jUEx7g5NGsiZPOXiO1MQ7yGA29hBLyCjLzeX1ei2A2cuqKcU/s1600/BOTSA.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSPv9Vn8xY_NaCt2Hq-QfJpLJ4Nxw0Bf3B99zC5TGSd361pgV0poObJ0lr_Gl1_FVHKqY-O81OjZpiVquNVSdq4lpq9n0jUEx7g5NGsiZPOXiO1MQ7yGA29hBLyCjLzeX1ei2A2cuqKcU/s1600/BOTSA.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&amp;nbsp;&lt;/div&gt;
&lt;br /&gt;
The Binary Options or the Forex market has a daily volume of over $4 
trillion per day, over and above the volume of the equity and futures 
markets combined. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Th&lt;span class=&quot;text_exposed_show&quot;&gt;ousands of people, all over the world, are trading Forex and making tons of money. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;text_exposed_show&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Why not you????&lt;br /&gt;
&lt;br /&gt;
All you need to start trading Forex or Binary Options is a computer and
 an Internet connection. You can do it from the comfort of your home, in
 your spare time without leaving your day job.&lt;br /&gt;
And you don&#39;t need a large sum of money to start; you can trade initially with a minimal&lt;br /&gt;
sum, or better off, you can start practicing with a demo account without the need to&lt;br /&gt;
deposit any money. &lt;br /&gt;
Once you consider starting Forex trading, one of the first things you need to do is&lt;br /&gt;
choose a broker, choosing a reliable broker is the single most critical factor to Forex&lt;br /&gt;
success. &lt;br /&gt;
&lt;br /&gt;
There are dozens of online brokers out there but your best bet is to go with the leader.&lt;br /&gt;
As agents of success in the Forex and Binary Options environment, BOTSA
 is affiliated with the best brokers in the world who have been chosen 
out of our experience in this business and have found them to be the 
best when it comes to customer service, efficiency and transparency as 
well as legally regulated with major financial regulators in the world. 
To get started with finding the best broker, please visit the blog:&amp;nbsp;&lt;a href=&quot;https://binaryoptionstradingsa.blogspot.co.za/&quot; target=&quot;_blank&quot;&gt;BOTSA&lt;/a&gt;&lt;a href=&quot;https://www.facebook.com/l.php?u=https%3A%2F%2Fbinaryoptionstradingsa.blogspot.co.za%2F&amp;amp;h=cAQFFOfiJAQFvWHvt3dk4vhiwu7aZolv9iANpEgq3bMHf_A&amp;amp;enc=AZP4uXUzSut0BXlbQwZmwaseItrZq4Qy1XHYzZUulpVK8EWaiMMtXZhGLlZKH7-D126JM4pbn1YAFRIgqmpWiRTKnUvBHoCtW8HlG3kY35nfNifZIdXhqBaJXg2wwgseaqMnubJwzOWGoeaBk7dDKznHEcd5yeRRgmk2XY7LdZrWpeyxsphmFMyYc3fKGXbRk_Y&amp;amp;s=1&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt; for more information and an in-depth knowledge into the Forex and Binary trading environment.&lt;br /&gt;
&lt;br /&gt;
Based on our experience, the best online FX broker for beginners and 
pros alike are listed on the blog. Why? For starters these brokers are 
rated among the best in trading quality, security, bonuses, pay-outs
 and experience. More than that, these brokers are much more than simple
 Forex or Binary Options brokers, they are a &quot;social network&quot; that 
allows you to copy the trading strategies of the network’s best traders 
(according to these companies, over 85% of copied trades on these are 
profitable). You have to see it to believe it. Unfortunately, these 
brokers do not accept US residents. As a South African resident, this is
 your opportunity to make it your valuable opportunity in this business.&lt;br /&gt;
&lt;br /&gt;
Foreign currency or Forex Commodity Futures Trading Commission Futures 
and Options trading has large potential rewards, but also large 
potential risk. You must be aware of the risks and be willing to accept 
them in order to invest in the futures and options markets. Don&#39;t trade 
with money you can&#39;t afford to lose. This is neither a solicitation nor 
an offer to Buy/Sell futures or options. No representation is being made
 that any account will or is likely to achieve profits or losses 
similar to those discussed on this web site. The past performance of any
 trading system or methodology is not necessarily indicative of future 
results.&lt;br /&gt;
&lt;br /&gt;
No representation is being made that any account will or
 is likely to achieve profits or losses similar to those shown. In fact,
 there are frequently sharp differences between hypothetical performance
 results and the actual results subsequently achieved by any particular 
trading program.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Hypothetical trading does not involve financial
 risk, and no hypothetical trading record can completely account for the
 impact of financial risk in actual trading. All information on this 
website or any e-book obtained from this website is for educational 
purposes only and is not intended to provide financial advice. The same 
applies to any communications received as a subscriber to any Newsletter
 or Videos presentation available from this site.&lt;br /&gt;
&lt;br /&gt;
Any statements 
about profits or income, expressed or implied, does not represent a 
guarantee. Your actual trading may result in losses as no trading system
 is guaranteed. You accept full responsibilities for your actions, 
trades, profit or loss, and agree to hold&amp;nbsp;&lt;a href=&quot;https://binaryoptionstradingsa.blogspot.co.za/&quot; target=&quot;_blank&quot;&gt;BOTSA&lt;/a&gt; and any authorized distributors of this information harmless in any and all ways. &lt;br /&gt;
All rights reserved. The use of this information contained in this post constitutes acceptance of this agreement.&lt;br /&gt;
&lt;a class=&quot;_58cn&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;*N&amp;quot;,&amp;quot;type&amp;quot;:104}&quot; href=&quot;https://www.facebook.com/hashtag/happylearning?source=feed_text&amp;amp;story_id=1019280441482300&quot;&gt;&lt;span class=&quot;_58cl&quot;&gt;‪&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;_58cl&quot;&gt;#‎&lt;/span&gt;&lt;span class=&quot;_58cm&quot;&gt;HappyLearning‬&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
BOTSA&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://binaryoptionstradingsa.blogspot.com/feeds/2539770127425188939/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/introduction-to-binary-options-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/2539770127425188939'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/2539770127425188939'/><link rel='alternate' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/introduction-to-binary-options-and.html' title='Introduction to Binary Options and the Forex Market'/><author><name>Herotainment</name><uri>http://www.blogger.com/profile/06436953453308445074</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/AVvXsEgSPv9Vn8xY_NaCt2Hq-QfJpLJ4Nxw0Bf3B99zC5TGSd361pgV0poObJ0lr_Gl1_FVHKqY-O81OjZpiVquNVSdq4lpq9n0jUEx7g5NGsiZPOXiO1MQ7yGA29hBLyCjLzeX1ei2A2cuqKcU/s72-c/BOTSA.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8306406980437839851.post-3270578149923086155</id><published>2016-06-20T19:27:00.001+02:00</published><updated>2016-07-19T21:42:16.063+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Binary Options Brokers"/><title type='text'>Binary Options Brokers </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;http://option.go2jump.org/SH1Cwn7&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCzS9DvtEzErKg5gU8NmvU_wn2qCOyO41HyQSuV14saSFur483sOaBhnzGaxJwZ92gN4v1IjksjT02eBlMi19u62nKtAf-o_0OxE6_KcLGM3GZL2QomHsChXyWfsjBibpHBKpPw5XA5BA/s1600/Logo_100x50_black+24option.PNG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Brokers Brokers brokers........Or breakers of your Bank ..&lt;br /&gt;
&lt;br /&gt;
Alrighty then .... this is the main one , knowing which broker to invest your money with.&lt;br /&gt;
&lt;br /&gt;
Below are a few hints and tips&lt;br /&gt;
&lt;br /&gt;
Choosing the correct broker is one of the most important decisions you have to make when deciding to start trading binary options...&lt;br /&gt;
&lt;br /&gt;
There are many brokers out there all with their own pros and cons , you want to keep away from non- regulated brokers as explained in the legality posts and brokers who promise the world (if it sounds too good to be true , it usually is!).&lt;br /&gt;
&lt;br /&gt;
General regulation Bodies are CySEC (EU), the FSA(UK), &amp;nbsp;CFTC (US) . In case of foul play, traders can always turn to the licensing authority with their grievances.&lt;br /&gt;
&lt;br /&gt;
Also note that upon comparison and surfing the web for who&#39;s the best brokers out there (which i&#39;m sure we all do, I know Inno and I did) just note down which are the common top runners on all those sites/blogs you&#39;ve checked out.&lt;br /&gt;
That provides a good idea of where to invest your money .&lt;br /&gt;
&lt;br /&gt;
Trust me hastiness in this regards is not a good decision at all , don&#39;t get pulled in by those brokers inundating you with calls and emails.&lt;br /&gt;
&lt;br /&gt;
Another thing to remember, don&#39;t accept bonuses!!!! If you really feel you want to which I highly advise against. Then make sure to read the Terms and Conditions carefully, especially bonus t&amp;amp;c&#39;s and withdrawal t&amp;amp;c&#39;s.&lt;br /&gt;
&lt;br /&gt;
KYC documents must be submitted and if it isn&#39;t it could pose problems when trying to withdraw.&lt;br /&gt;
Many brokers have few different ways of withdrawal, usually when you &amp;nbsp;deposit using your VISA Card your monies will be paid to that card in&amp;nbsp;+-5 days.&lt;br /&gt;
&lt;br /&gt;
So make sure all the checks and balances is in order, follow these tips and you will likely find a great broker and your experience will be smooth.&lt;br /&gt;
&lt;br /&gt;
As per what was said above try out 24Option or Grand Option both under the same company basically one and the same. They are CySEC regulated and reviews are very good, that&#39;s what i found my search through the Web these two are common factors on most....&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8306406980437839851&quot; http:=&quot;&quot; imageanchor=&quot;1&quot; option.go2jump.org=&quot;&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; target=&quot;_blank&quot; wn7=&quot;&quot;&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.binaryoptionstradingsa.co.za/24option-broker-review/&quot; target=&quot;_blank&quot;&gt;Click here for 24Option review&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
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&lt;a href=&quot;http://option.go2jump.org/SH1GfYv&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;60&quot; src=&quot;https://media.go2speed.org/brand/files/option/1/20160411092427EN_Choose_your_Broker_468x60.jpg&quot; width=&quot;468&quot; /&gt;&lt;/a&gt;&lt;img src=&quot;http://option.go2jump.org/aff_i?offer_id=1&amp;amp;aff_id=47713&amp;amp;file_id=59337&quot; height=&quot;1&quot; width=&quot;1&quot; /&gt;&lt;/div&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://option.go2jump.org/SH1CwqB&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFdVkHM_HYnAokLqTpTyxX0HKfe_lL-f_wi2yGhJ1RSNtqulMTLP_SdWluO2dfibYZugjkL-TSxCrVV-4yUy_uN28mE9UXBpsmotiLrsr6IBTh9Jf-NQhSzNuhxevzYxiG4Dq1Leba5g8/s1600/20140414084421-logo_120x60+grand+option.JPG&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://option.go2jump.org/SH1CwqB&quot; target=&quot;_blank&quot;&gt;Click here for Grand Option&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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An addition&lt;/div&gt;
&lt;br /&gt;
So we have added &lt;a href=&quot;https://iqoption.com/promo/binary-options_en/?aff=36027&amp;amp;afftrack=1989&quot; target=&quot;_blank&quot;&gt;IQoptions &lt;/a&gt;broker to the list , they are regulated by CySEC and FSA . From all the so called &quot;demo&quot; accounts out there, we found they actually have one, not as real time as one would like but its as good as you going to get. Nice to practice on. The mobile app is also good for practice of tech analysis.&lt;br /&gt;
&lt;br /&gt;
They also offer a $10 min deposit to open a live trading account which is by far the cheapest. Our account should be opened soon and further reviews will be provided soon.&lt;br /&gt;
&lt;br /&gt;
Further iqOption review &lt;a href=&quot;http://binaryoptionstradingsa.blogspot.com/2016/07/iqoption-broker.html&quot;&gt;CLICK HERE&lt;/a&gt;!&lt;br /&gt;
&lt;br /&gt;
Check them out below&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://iqoption.com/promo/binary-options_en/?aff=36027&amp;amp;afftrack=1989&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;https://iqoption.com/promo/binary-options_en/?aff=36027&amp;amp;afftrack=1989&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW5SihY9FhmkQejY5icIqu73QKPC_U_q0U4QE3nGt-cHj-N0dYqwv8GKH_Y_spvyW4Kd26ZkWrNMqsak8Gle6OWT-aPx_ArQKN03rGZx4n04ubE_uS6WZ_RQ2WBiHemfufrYgtPI3-8cE/s1600/iqlogo.png&quot; title=&quot;https://iqoption.com/promo/binary-options_en/?aff=36027&amp;amp;afftrack=1989&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://iqoption.com/promo/binary-options_en/?aff=36027&amp;amp;afftrack=1989&quot; target=&quot;_blank&quot;&gt;Click here for IQoption demo&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;br /&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://binaryoptionstradingsa.blogspot.com/feeds/3270578149923086155/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/binary-options-brokers.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/3270578149923086155'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/3270578149923086155'/><link rel='alternate' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/binary-options-brokers.html' title='Binary Options Brokers '/><author><name>Seth</name><uri>http://www.blogger.com/profile/09763490731822127192</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/AVvXsEhCzS9DvtEzErKg5gU8NmvU_wn2qCOyO41HyQSuV14saSFur483sOaBhnzGaxJwZ92gN4v1IjksjT02eBlMi19u62nKtAf-o_0OxE6_KcLGM3GZL2QomHsChXyWfsjBibpHBKpPw5XA5BA/s72-c/Logo_100x50_black+24option.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8306406980437839851.post-6530568248800255109</id><published>2016-06-20T18:50:00.000+02:00</published><updated>2016-06-20T19:43:10.892+02:00</updated><title type='text'>Basics</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span style=&quot;background-color: white; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 16px; line-height: 25px;&quot;&gt;Hi Readers&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 16px; line-height: 25px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 16px; line-height: 25px; text-align: left;&quot;&gt;My name is Alto , My bud &lt;span style=&quot;font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif;&quot;&gt;Inno&lt;/span&gt;&lt;/span&gt; and I decided to create this blog as a platform for binary options traders and people who are looking to get into binary options trading to share in their experiences and learn from one another as to give everyone a successful experience doing Binary Trading.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 16px; line-height: 25px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 25px;&quot;&gt;Binary options trading has become more popular over the last decade. Mainly Day traders access these markets with ease from their laptops or tablets (even smart phones). Another pro is that the initial investment is relatively small. This blog will go into the ins and outs,rules and regulation of the binary options trading, the way market exchanges work, and some strategic ways to earn profit from the market. Along the way, you&#39;ll also learn the jargon used in binary options trading that you need to understand to be successful.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;line-height: 25px;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; margin-left: 1em; margin-right: 1em; text-align: left;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJJi9kysW0RDIOzgfZ-4Y4MYyR7vi6-l0GU7clzVPmeQIWa_SsqK4lEWKIdVG3z4FD5XcPgdo5TiBOzJUTQBFYBZgHMHm1vAdUG9LPhNpDeS9nR0xoqt_g-Htpmsfj1TfC2_w84aV8x0M/s1600/download1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;background-color: white; margin-left: 1em; margin-right: 1em; text-align: left;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJJi9kysW0RDIOzgfZ-4Y4MYyR7vi6-l0GU7clzVPmeQIWa_SsqK4lEWKIdVG3z4FD5XcPgdo5TiBOzJUTQBFYBZgHMHm1vAdUG9LPhNpDeS9nR0xoqt_g-Htpmsfj1TfC2_w84aV8x0M/s1600/download1.jpg&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 16px; line-height: 25px;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif;&quot;&gt;L&lt;/span&gt;ovely link (courtesy of wikihow ) to introduce a newbie to Binary Options&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 16px; line-height: 25px;&quot;&gt;Trading.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: #999999; color: black;&quot;&gt;&lt;a href=&quot;http://www.wikihow.com/Trade-Binary-Options&quot; style=&quot;background-color: white;&quot; target=&quot;_blank&quot;&gt;http://www.wikihow.com/Trade-Binary-Options&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://binaryoptionstradingsa.blogspot.com/feeds/6530568248800255109/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/basics.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/6530568248800255109'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/6530568248800255109'/><link rel='alternate' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/basics.html' title='Basics'/><author><name>Seth</name><uri>http://www.blogger.com/profile/09763490731822127192</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/AVvXsEhJJi9kysW0RDIOzgfZ-4Y4MYyR7vi6-l0GU7clzVPmeQIWa_SsqK4lEWKIdVG3z4FD5XcPgdo5TiBOzJUTQBFYBZgHMHm1vAdUG9LPhNpDeS9nR0xoqt_g-Htpmsfj1TfC2_w84aV8x0M/s72-c/download1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8306406980437839851.post-9177506620247329479</id><published>2016-06-20T01:45:00.000+02:00</published><updated>2016-06-20T19:42:03.832+02:00</updated><title type='text'>Binary Option Legality in SA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Binary options trading is legal in Southern Africa. There is no law that states that it is illegal. In fact, at this moment there is actually no law at all that refers to online investing. This means that traders can do as they please in this regard.&lt;br /&gt;
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Register with a binary options brokers that accept South African traders, deposit real money and withdraw the money they have won. This is perfectly legal and safe to do. There will be no legal consequences for traders trading with options brokers.&lt;br /&gt;
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But the South African binary options market is not regulated. Which means that companies located in the country are not allowed to offer financial trading services. A company cannot offer services that are not officially recognized in a country.&lt;br /&gt;
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Due to that, there are no genuine South African binary options brokers yet. Fortunately, there are multiple companies located outside of the country, which are able to access the South African market. These companies are legally allowed to offer options trading services to clients in the country.&lt;br /&gt;
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South Africa’s Financial Services Board does not at this time &amp;nbsp;offer licensing for brokers to offer binary options trading to South Africans. Thus, any broker claiming to be within the country is likely fraudulent. Instead, investors should strive to find brokers whom have proper licensing from other regulatory bodies such as CySEC (Cyprus Security and Exchange Commission) in Cyprus, or the FCA (Financial Conduct Authority) in the UK. Brokers registered and licensed by these agencies have to comply with strict guidelines. They are allowed to offer trading services to South African traders and are generally perceived as very reliable among investors.&lt;br /&gt;
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Until South African authorities decide to regulate the online financial betting sector, traders will have to continue seeking trading accounts from offshore brokers. Although regulations from South Africa would technically offer the utmost security to traders, foreign brokers licensed in other jurisdictions are currently the best choice for South Africans.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://binaryoptionstradingsa.blogspot.com/feeds/9177506620247329479/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/binary-option-legality-in-sa.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/9177506620247329479'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/9177506620247329479'/><link rel='alternate' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/binary-option-legality-in-sa.html' title='Binary Option Legality in SA'/><author><name>Seth</name><uri>http://www.blogger.com/profile/09763490731822127192</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/AVvXsEhORaEe02PoZlJAIYHHqu7rROPnfGeYYHBvtUQfMn3p15duxKpk8KrW_KEmahLldXFG_PmfiBnOw2Gsjpfc6uJq_maG2aRKx_Pr8uGJW3Ds6mUKvXHTpI7nxoF21pehHTr8kGBmWSz2f90/s72-c/cysec+pic.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8306406980437839851.post-1138849019876154767</id><published>2016-06-20T01:24:00.000+02:00</published><updated>2016-06-20T19:42:38.784+02:00</updated><title type='text'>What is Binary Options Trading </title><content type='html'>&lt;script&gt;
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Binary Options trading is simply predicting whether the market will go up or down and you place a trade in the predicted direction. Its called Binary cause there are only two options. Call or Put it has different expiry times ranging from 30-seconds to 3-months &amp;nbsp;and there are many different instruments available to trade on (usually depends on your broker). We find Binary much safer than Forex as you only lose the amount you trade and know beforehand the percentage you will profit when you win.&lt;br /&gt;
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I found the below link from Wiki-how very helpful as a beginner, in dept info.&lt;br /&gt;
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&lt;a href=&quot;http://www.wikihow.com/Understand-Binary-Options&quot; target=&quot;_blank&quot;&gt;Wiki-how Understand Binary Option Trading&lt;/a&gt;&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://binaryoptionstradingsa.blogspot.com/feeds/1138849019876154767/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/what-is-binary-options-trading.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/1138849019876154767'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/1138849019876154767'/><link rel='alternate' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/what-is-binary-options-trading.html' title='What is Binary Options Trading '/><author><name>Seth</name><uri>http://www.blogger.com/profile/09763490731822127192</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/AVvXsEjh6MzHe8Q0JrTS6zfZwCRkS0MIMGrNc36A4FALz4k34Fyls5E4CciHFNRQD0RyE_7g8lNvXD9qzghOBd0vLt4hZY6erqFBLpowGNU98WuzsAag8WzdLYAeR8pWlBARD3PTmhQssQPIWLQ/s72-c/up+down+nice+design.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8306406980437839851.post-5734174658262786330</id><published>2016-06-19T12:17:00.000+02:00</published><updated>2016-06-19T19:27:23.396+02:00</updated><title type='text'>OptionRally Binary Broker Experience </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;img alt=&quot;Image result for Binary Option pictures&quot; height=&quot;153&quot; src=&quot;https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTx9cBigJgTMDpJXqUpnDvuGjWIAPe2wQYlgedK83gNkkMx2A1ynQ&quot; width=&quot;200&quot; /&gt;&lt;/div&gt;
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Hi Traders&lt;br /&gt;
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So today we thought we would share our experience using OptionRally Binary Trading broker and platform , there is a reason you wont find a link on this blog for them , and that&#39;s cause we don&#39;t recommend this broker.&lt;br /&gt;
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Yes, they are registered with ifsc (belize), they have been around for a while and use spot option platform for their trading software. Some websites do recommend them. Hence we decided to test them out.&lt;br /&gt;
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All in all they were okay binary options broker, the platform wasn&#39;t so okay for me and customer service was poor after initial deposit.&lt;br /&gt;
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Few days now that I noticed a lot of my trades ended OTM due to the extended validation time &amp;nbsp;once expired, running until the price puts me OTM even though i was ITM when the validation started, it has happened on many occasions especially in the short term trades doesnt happen all the time , but too often for me.&lt;br /&gt;
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Even when opening a trade validation takes long and your entry on position is like two to three pips difference from where you actually wanted to enter.In short term that&#39;s a disaster. They also close pairs at important times (news releases) and change expiry times for binary trading which I hate(usually its in 15min intervals upto a few hours, suddenly the next expiration is only 4 to 8hours ahead). Too much manipulation for me ....&lt;br /&gt;
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So with that been said, Its up to you as a trader on where you would like to invest your money just hope that this blog helps you make the right decision.&lt;br /&gt;
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Try the recommended brokers below rather, IQ option has a free demo in which you can practice and learn what this is all about.They also have a $10 deposit live account.&lt;br /&gt;
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&lt;a href=&quot;https://www.blogger.com/%22https://iqoption.com/promo/binary-options_en/?aff=36027&amp;amp;amp;afftrack=1989%22&quot; target=&quot;_blank&quot;&gt;IQoption&lt;/a&gt;&lt;br /&gt;
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&lt;a href=&quot;http://option.go2jump.org/SH1Cwn7&quot; target=&quot;_blank&quot;&gt;24Option&lt;/a&gt;&lt;br /&gt;
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Please note links on this blog are to recommended and trusted sources.&lt;br /&gt;
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If we unhappy with a product or service we will do a write up explaining why we don&#39;t recommend it based on our own experience, but no links will be provided for them here (We don&#39;t want to direct you to untrusted sources).&lt;br /&gt;
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Our aim is to build a trust worthy relationship with our readers were by we are open and transparent in what we do, test and review.&lt;br /&gt;
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So if any of you have had a similar experience with them or other brokers kindly comment and share your inputs. Remember our main goal is to share info here to make traders more aware and successful, not just in Trading but in the whole experience involved when one decides to start trading.&lt;br /&gt;
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Have a successful week ahead.&lt;br /&gt;
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Regards&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://binaryoptionstradingsa.blogspot.com/feeds/5734174658262786330/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/optionrally-binary-broker-experience.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/5734174658262786330'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/5734174658262786330'/><link rel='alternate' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/optionrally-binary-broker-experience.html' title='OptionRally Binary Broker Experience '/><author><name>Seth</name><uri>http://www.blogger.com/profile/09763490731822127192</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-8306406980437839851.post-52515393720931150</id><published>2016-06-04T23:07:00.002+02:00</published><updated>2016-07-19T08:41:35.219+02:00</updated><title type='text'>Welcome </title><content type='html'>&lt;br /&gt;
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&lt;img alt=&quot;binary options trading sa&quot; class=&quot;aligncenter wp-image-45 size-full&quot; data-mce-src=&quot;http://www.binaryoptionstradingsa.co.za/wp-content/uploads/2016/07/Start-trading-binary-options.jpg&quot; height=&quot;350&quot; src=&quot;http://www.binaryoptionstradingsa.co.za/wp-content/uploads/2016/07/Start-trading-binary-options.jpg&quot; style=&quot;border: 0px; clear: both; display: block; height: auto; margin: 0px auto 28px; max-width: 100%; vertical-align: middle;&quot; width=&quot;525&quot; /&gt;&lt;/div&gt;
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&lt;strong&gt;Welcome&lt;/strong&gt;&amp;nbsp;to&amp;nbsp;&lt;b&gt;Binary Options Trading SA&amp;nbsp;&lt;/b&gt;an online community&amp;nbsp;created to share binary options trading:&lt;/div&gt;
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&lt;li&gt;Knowledge&lt;/li&gt;
&lt;li&gt;Legality and Regulation&lt;/li&gt;
&lt;li&gt;Brokers&lt;/li&gt;
&lt;li&gt;Strategies and more&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;color: #1a1a1a; font-family: Merriweather, Georgia, serif; font-size: 16px; line-height: 28px; margin-bottom: 28px;&quot;&gt;
Everything you need to know about the world of binary options and how to thrive in it.&lt;/div&gt;
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&lt;span data-mce-style=&quot;text-decoration: underline;&quot; style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;What are&amp;nbsp;Binary Options?&lt;/strong&gt;&lt;/span&gt;&lt;/h5&gt;
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This is an online form of trading on whether the price of an asset will go up or down within a set&amp;nbsp;period of time. You predict if it goes up or down.&lt;/div&gt;
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Binary options trading popularity within SA and the World is growing and our main mission is to provide you with the best trading knowledge, information and reviews of only the most trusted binary options brokers. (No Trading Robots will be mentioned here as we hate them and they suck in our personal opinion).&lt;/div&gt;
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We shall share which strategies we use in our own daily trading and whatever we promote on this site has been tried and tested as well as benefited us in our journey of Binary Options.&lt;/div&gt;
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This Website is a compilation of all our research into this sometimes controversial form of trading. We wish to share that with like-minded individuals so that you don’t fall into traps out there, which there are. We shall bring the ones we know of to light on here too.&lt;/div&gt;
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So does trading options interest you?&lt;/div&gt;
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Read further on as the contents within this website are especially relevant&amp;nbsp;to help you have a safe and successful experience trading and make you an efficient Binary Options trader.&lt;/div&gt;
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All sound a bit foreign are you a beginner to Trading?&lt;/div&gt;
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Check out&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;a data-mce-href=&quot;http://www.binaryoptionstradingsa.co.za/intro/&quot; href=&quot;http://www.binaryoptionstradingsa.co.za/intro/&quot; style=&quot;box-shadow: currentcolor 0px 1px 0px 0px; color: #007acc; text-decoration: none;&quot; target=&quot;_blank&quot;&gt;Intro to Binary Options Trading&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://binaryoptionstradingsa.blogspot.com/feeds/52515393720931150/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/welcome.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/52515393720931150'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8306406980437839851/posts/default/52515393720931150'/><link rel='alternate' type='text/html' href='http://binaryoptionstradingsa.blogspot.com/2016/06/welcome.html' title='Welcome '/><author><name>Herotainment</name><uri>http://www.blogger.com/profile/06436953453308445074</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>