<?xml version="1.0" encoding="UTF-8" standalone="no"?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:gd="http://schemas.google.com/g/2005" xmlns:georss="http://www.georss.org/georss" xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-821958367230598772</atom:id><lastBuildDate>Thu, 19 Dec 2024 03:20:48 +0000</lastBuildDate><category>Forex Analysis</category><category>Alpari IB di Malaysia</category><category>GBPJPY Analysis</category><category>Psychology in Trading</category><category>Alpari Malaysia</category><category>Autochartist Alpari</category><category>Beat The Forex Dealer</category><category>Beat The Odds In Forex Trading</category><category>Candlestick</category><category>Candlestick pattern</category><category>Currency Pair</category><category>Favourite chart pattern</category><category>Forex International Timeframe</category><category>Forex Market Open</category><category>Forex Money Management</category><category>Forex Tips</category><category>Forex Trader Must-Go-Through Stages</category><category>Forex Trader Stages</category><category>Forex Trading Station</category><category>Forex Workstation</category><category>Forex book review</category><category>Forex chart pattern basic.</category><category>Forex pattern</category><category>Happy new year 2010</category><category>HotFOREX IB</category><category>HotFOREX IB Malaysia</category><category>HotFOREX.</category><category>IB Alpari Malaysia</category><category>IB for ALPARI</category><category>Intraday Currency Pair</category><category>Introducer Alpari Malaysia</category><category>Mental fitness FOREX</category><category>Pictures</category><category>Pshychology in trading</category><category>Ramadhan wish</category><category>SOHO Pictures</category><category>Selective Forex Trading</category><category>Small Office Home Office</category><category>Stages Leading to Successful Trading</category><category>Stages of Forex Trader</category><category>Top reversal Candlestick pattern</category><category>Trading Chaos 2nd edition</category><category>Trading Chaos Money Management</category><category>USDCHF Analysis</category><category>What currency pair should be traded for short-term intraday trader</category><category>andrenoidx</category><category>currency pair should be traded for short-term intraday</category><category>emotion trading</category><category>libertyreserve</category><category>scalping</category><title>Welcome to Andre's Forex Journal</title><description></description><link>http://andrenoidx.blogspot.com/</link><managingEditor>noreply@blogger.com (Andre)</managingEditor><generator>Blogger</generator><openSearch:totalResults>27</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><language>en-us</language><itunes:explicit>no</itunes:explicit><itunes:subtitle/><itunes:owner><itunes:email>noreply@blogger.com</itunes:email></itunes:owner><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-2174172051146391435</guid><pubDate>Fri, 14 Mar 2014 21:31:00 +0000</pubDate><atom:updated>2014-03-15T05:43:11.951+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">libertyreserve</category><title>After almost 3 years without a single post</title><description>&lt;u&gt;&lt;/u&gt;&lt;br /&gt;
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&lt;u&gt;&lt;br /&gt;&lt;/u&gt;Hi there! We meet again.&lt;br /&gt;
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It's been years I live without blogging, with the rise of other social networks, I somehow feel that blogging is previous trend. But looking at the numbers of how many people actually viewed this blog and send me hundred of emails, maybe I will spend more time here.&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ3pTrtRptZffbYFTqo49f4QlNdSaCNU1tAL7P1jS9mkr2cKF_GncEi9cNxx_jUHuLmurUMFa9erluCKtfyRBjtFLOPlVaq26gi3HwY-6nJFRChGOzQ3Sw7pInhd1wksJliaa-vt0Vmbs/s1600/SABAR.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ3pTrtRptZffbYFTqo49f4QlNdSaCNU1tAL7P1jS9mkr2cKF_GncEi9cNxx_jUHuLmurUMFa9erluCKtfyRBjtFLOPlVaq26gi3HwY-6nJFRChGOzQ3Sw7pInhd1wksJliaa-vt0Vmbs/s1600/SABAR.png" height="355" width="640" /&gt;&lt;/a&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd-0uyH1dWdp48V1DvQ1UsOwhnZlQTj1hUpgDdoUxcFxLxIekTxZDk1hktcnbaizrbSyolietUoaZ8w7mzNzqnvTGRspv_42S910D1sseXUEX_PTn8JoURu2zBEfn_SsC6YgtCHHqrMD4/s1600/SABAR.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;br /&gt;
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Let's start with the picture above. How many of you has become the victim with this bloody third party merchant? Mind I join the party? ;)&lt;br /&gt;
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It was Thursday. I forgot the exact date as I'm not a sentimental one. I got two weeks in my schedule for business trip, and I withdraw all the money I have in all my trading accounts to libertyreserve as a precaution. Few years back, one of my trading account has been hacked, with some orders opened right in front of me, and luckily, I close them all in profit, change the password, and upgrade the security. &lt;br /&gt;
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That precaution move, was a bad move. Heck, there go more than my 30k! Sigh! I put all the eggs, and damn you basket!! Few years back, some bad brokers took my hard earned money away, and now the merchant. *shitty face*&lt;br /&gt;
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Mentally, it was a disaster. It took me more than 6 months to recover and regain the strength to face another FOREX graph, thank to some my fellow traders who slowly bring me back on trading station. But, Dear God, my hands are still shaky even just to open an order worth 0.01 in Demo account.&lt;br /&gt;
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I'll be back.&lt;br /&gt;
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</description><link>http://andrenoidx.blogspot.com/2014/03/after-almost-3-years-without-single-post.html</link><author>noreply@blogger.com (Andre)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ3pTrtRptZffbYFTqo49f4QlNdSaCNU1tAL7P1jS9mkr2cKF_GncEi9cNxx_jUHuLmurUMFa9erluCKtfyRBjtFLOPlVaq26gi3HwY-6nJFRChGOzQ3Sw7pInhd1wksJliaa-vt0Vmbs/s72-c/SABAR.png" width="72"/><thr:total>6</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-1855976655673498201</guid><pubDate>Fri, 09 Dec 2011 06:52:00 +0000</pubDate><atom:updated>2011-12-13T16:24:03.806+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Favourite chart pattern</category><category domain="http://www.blogger.com/atom/ns#">Forex chart pattern basic.</category><category domain="http://www.blogger.com/atom/ns#">Forex pattern</category><title>My Favourite basic chart pattern.</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkGdkSCJEQvMOdTS6sX4sucF1eiOHbw8dbW_W5KQ5iEfqGM3E3MUXhwOuJ-RKBmHgPoJrNdXQWlPjXrcBLCbQZjlGJc0VPIOuAIQADXt4jGnP0uEAU1QS97LKov90oxFBK1s0yIr73PWs/s1600/chartpattern.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkGdkSCJEQvMOdTS6sX4sucF1eiOHbw8dbW_W5KQ5iEfqGM3E3MUXhwOuJ-RKBmHgPoJrNdXQWlPjXrcBLCbQZjlGJc0VPIOuAIQADXt4jGnP0uEAU1QS97LKov90oxFBK1s0yIr73PWs/s400/chartpattern.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;1.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; With the &lt;b style="mso-bidi-font-weight: normal;"&gt;DOUBLE TOP &lt;/b&gt;, we would place our entry order below the neckline because we are anticipating a reversal of the uptrend.&lt;br /&gt;
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" 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" 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" 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" /&gt;&lt;/a&gt;&lt;span style="height: 150px; margin-left: 102px; margin-top: 57px; position: absolute; width: 150px; z-index: 4;"&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;. &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;br clear="all" style="mso-special-character: line-break;" /&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp; &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
2.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Remember, just like double tops, &lt;b style="mso-bidi-font-weight: normal;"&gt;DOUBLE BOTTOMS&lt;/b&gt; are also trend reversal formations. &lt;br /&gt;
You'll want to look for these after a strong downtrend.&lt;/div&gt;&lt;a href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAP4AAAFiCAIAAABZJ/KKAAAgAElEQVR4nO3dZ1xT9xrA8QcHll7riLtiHR1WuFWxViuKC2WIgIBHwYGDalTU1lHU1oWjWhUUtRTEVXFgHHXPuhARQWrFOjAgiDIcBxWQlcBzX8QbkxBCCNl5fp/zQs5JzvknfoEknAFIUSYZ6HoAFKWbiD5lohF9ykQj+pSJRvQpE43oUyYa0adMNKJPmWhE36gSCpFlDXISCLT9XBF9o+ruXTQzU/9kYYEcDtaurZGVi6bERG0/V3Lo37hx4/fff9f2QCh19Po1Rkaqfxo2DAHw1181snLRxLIaeUKKiooKCwvlLpJD/9CJE96+vhoZCGWYrVuHAJiTo+txVL9NmzatXr1a7qL39M+cPTuOYbgMM9TW9uv27bkMM4lhApcu1dYgKf1t+XIEwAcPdD2O6rd69eqFCxfKXfSe/qLg4OkAfIDHAFkAfIDTAH26ddPWICn9zXDpr127dsmSJXIXvae/LDR0HQBKTGkALv37a2mMlB5n5PSXh4aulqafTPQpRCT6lMlG9CkTjehTJhrRp0w0ok+ZaESfMtGIPmWiEX3KRCP6lIlG9CmpXr9+nZycXFJSouuBaDyiT0l15MiRrl27pqWl6XogGo/oU1I9f/48ISGhqKhI1wPReIZLP3jz5sAq99cn+qIuXrx4/vz59PT0+fPnc7nc48ePC4VCRBQKhRcvXrxx48bevXunTJkSExOTlZV16NChvLw80R2TkpICAwMnTZq0cePG7Oxs8QrT09PXrFnj5+e3ZMmS27dvy93opUuXzp49++TJk+XLl0+bNu3cuXOIeO/evfnz58+YMePUqVNlZWWiWxYXFx85csTf33/69OlRUVGiQ5AyMzMjIiIkN8qy7P79++/du4eIpaWlUVFR/v7+P/zww/79+wX/PwxWKBTu379/2rRp06dPP3jwYHFxcWXPicHR/2PXrgkMw2WY/l269LG25jLMRIaROfaQ6Ms2atSoZs2a9enTx8HBoX///vXr158zZ05paalQKPTx8WnZsmW/fv0GDx68b9++/fv316tXLzk5GRG3bt3aqFGjHj16uLi4tG/fvk2bNomJiYh46NChdu3affvtt25ubv3792/ZsuW2bdsqbnTMmDFNmjRxdnb28PD49ttvmzZtyuVyXV1dhw0b1rVrVzMzs7CwMERkWdbd3d3S0tLR0XHIkCHNmzd3d3fPzc19/Phx27Zt582bV15eLlrhmjVrmjVrdufOncePH9vb23fq1MnFxcXNza1NmzZjxoxhWRYRZ86c+fHHH7u5ubm4uDRo0MDJyen169dynxODo+87depaAD7AE4CnAHyAcAAPb2/J2xB92by9vevWrRsUFCT6Mjg4uG7dun/99RciMgzTqlWrxP8fQb1jx446depkZGQ8ffrU0tJy4sSJBQUFiHjnzh1HR8c//vgjNTW1Q4cO8+fPF5EqLS395ZdfPv7445s3b1bcaMOGDXk8HiIWFRX16NGjUaNGZ86cQcTc3Nyvv/566NChBQUF8+bNa9q0qeh3AiL+9ddfzZo18/f3R8Q5c+Y0aNAgKysLEfPz87t27Tp06FBE/O6777p27Xr//n3RXa5fv25pablkyZKCgoLGjRt7enqK5p87d27hwoWZmZlynxODo8+dM+eQNOYLAGP8/CRvQ/Rl8/DwsLGxEX/57Nmzdu3aLV68uLy83MPDw93dXfyTdefOnfXq1Xv+/Pnp06cBID4+XnI9ZWVl+/btA4AhQ4Z4e3u7u7sPHz7c3d0dAFatWiWzUU9Pzx49eoj+XV5ePmrUKGdnZ/GGfH19nZycMjIyvvzyyylTpkjecfz48W3btkXEpKSk5s2bi9YcFRVVr169q1ev5uTkdO3a1crKysfHZ9iwYR4eHqLvsb59+xYXF0+dOtXc3LxTp06TJ08+cODAkydPKntODJH+fmnMZ4h+lbm7u/fp00f8JcuyXbp0CQgIEAqFnp6e7u7u4tfKYvpHjx6tXbv2v//+K7keoVC4c+dOAJg6derixYvnz58/f/78wMDA4ODghIQEmY16enr27NlT9G+BQDBixIghQ4aIPjYtKyvz8fFxcXFJT0//5JNP5s+fL3nHH374oXXr1qJ3AsOHD7e2ts7JyfHw8OjWrRsipqend+zYccCAAYsWLRINYMGCBevWrTt8+LBQKCwtLT1+/Pi4ceM6dOhQu3btr7766vLly3KfE6JvEjEM07p1az6fL/ry4sWLAHDo0CFEdHd3d3NzKy0tFS0S0c/KykpKSrKwsNixY4d4JTNmzFi8ePHVq1fr1q0bGhoqnp+Tk7N9+/anT5/KbFTyp76IvrOzs+h9p4i+k5NTbm7uyJEjra2tX7x4Ibrl69evra2tBw8eLPry7Nmzn3zyycSJEy0sLHbt2oWIb9++HTRokHjNonbt2hUXF5ednb1gwQLxS6+UlBQzMzM/aRziiL5JNHbsWADo0aNHYGDg0qVL27Vr5+bmlpeXJxQKBw4cOGDAADH98PBwAHjw4IFAIJg2bVqzZs2mT5++adMmT09Pc3PzLVu2FBcXz549u2HDhmPHjt2yZcuCBQvatWvXsWPHR48eyWx08ODBHTt2FP1bIBAMGTKkT58+oo9Ny8rKXF1de/bsKRQKExISWrVqZWNj8+uvv65evbpbt26WlpZXr14V3bG8vNzBwQEAvvjiC/GnPadOnWratGnPnj3Xrl0bFBTk4uJSu3btsLCwvLw80TuKJUuWbN++fezYsU2aNNm7d6/c54Tom0TDhw+3sbFZv369nZ2dnZ1dQECA6E2qQCBYs2bNr7/+KvqsExEvX748atQo0VvDoqKidevW9evXr3fv3g4ODmJDZWVlERER/fv37927d79+/aZPn17RPSKuW7duwYIFon8LhcL169f/8ssvou+x8vLykJCQZcuWiV7/JCYmjhw5snfv3nZ2duPGjUtKSpJcz19//eXl5bVnzx7JmfHx8d7e3n369OnTp8/QoUNPnDghms/n82fMmGFnZ9e7d+/BgweL3mTLjeibRO7u7r1790bE0tJS8Q945cvPz5c7/82bNzUdmUSFhYUKPoav7C5yz0MmEAiqHBvRN4kGDRpkbW2t61HoV0QfETE/P1+g/bPiarGYmJgLFy7oehT6FdFHRJwwYUJcXJw2hm9Q3b9///vvv5f5aN9oIvqIiMOGDYuOjtbG8A2qCxcuNGrUqLJPSAw9oo+IyDBMTEyMNoavo3JzczMyMsQv6t6+fZuamlpcXFxeXp6env727dvCwsILFy5cvXpVcp/NS5cuffzxx1FRUToatWYj+ogmQH/jxo0ODg7ivVmuXLny+eef//PPP0KhcPDgwd7e3t7e3q1bt27evLmdnd3ff/8tullcXFz79u3FnxsaWUQf0QToL1y4sEOHDunp6aIvT5w4AQCxsbFCobBjx45169ZduHBhTk5OdHR0p06dbG1tRTstZ2Rk9OjRQ2ZfBqPJyOkHhoaGSN86B2Co6dEPDAy0srJ6/Pix6MvTp0/Xrl07Li5OKBR26NBh+PDh4lsePHjQ3Nz80qVLiJiZmfnNN9/cvXtXJ2PWdEZOf9n69c4AYQDbASIBwgCWANh+/bXMSoePHp1QyfEWxlFgYKC1tXVGRoboy/Pnz4vpW1paiv/miogJCQlt2rTZuXMnIubn53t5eYn3DTayDJF+NXZaTk1J2cnjhfF4E+fOtRk4MIzHi+DxLl66JFo6d/bsyQzDZZjOlpbDBw7kMowvw8QZ42d5ixYt6tSpU87/r56ze/fuOnXqiOi3a9du3Lhx4ltGRUXVrVtX/FHvvn37nj17pv0BayGDo1+9Q1XEnTt/ftq0aZJzShB7WFrGAfABsgHSAPgAPgCh+/dr9hHool27dpmZmQUGBt6/f//cuXPdunUT/9Tv3Lnzhx9+GBQUdOfOnYsXL3bu3HnAgAFv375FxFevXl26dCnHEC83pUQGR796ByiKO3z4sMzOqyWITtbWb6R/g8wDCP/zT80+Al1UUFAwduzYBg0aWFlZOTk5+fv7W1pa3rx5UyAQfPnll7169erbt2/Hjh1btGgxbNgw8e7H169f/+abb44fP67bwWsog6MvTqnD0sXJpe9obf1Cmv5cgC3GSF9UcnLy5cuXRcewsiwrEAhevXrVpk2bBQsWFBYWXrlyJSkpSXwUFSKWlJS8ePHCWM/OYLj0lToZiTiiL7eXL1/Wr19f5qWgiUT0TZp+QUHB1KlTRUc/mVpE36Tpm3KGS3/58uUBAQFyFxF9quoMl/6xY8cqO/qM6FNVZ7j0FUT0qaoj+kTfRCP6RN9EI/pE30Qj+kTfRCP6RN9EI/pE30Qj+kTfRCP6RN9EI/pE30Qj+kTfRCP6RN9EI/pE30Qj+kTfRCP6RN9E02f6JSUlV65cEV/qRvmIPlV1+kyfZdlevXqJTglTrYg+VXX6TD83N9fBwUHutZIUR/SpqiP6RN9E02f6BQUFTk5OootmVyuiT1WdHtIXlgvZbJbls6kJqQO6DMhMymT5bO6z3LJyZb8HiD5VdXpIP/VBatMuTTlcTuPJjeuOqtuY25jD5bTq2irrcZaSayD6VNXpIf2HcQ/BQ1okgpmL2ZOkJ0qugehTVaeH9Pnx/FqetWTof+D6wdN/nyq5BqJPVZ2p0I+KivKWPgk/0TfxTIX+06dPExISJOcQfRPPVOhXjOibeDqn/yDpQXZ6tuQcok9pI13RX79+PePHMFymTZc2/+37X4bLMOMZ3n4eIvJv8GuNrEDf84Ond4g+pb50Rd9liAvsAuADZAJkAPABlkIANwARkxOT4QuAMIBwgD0A4QBhAJ9DxoMMJVdO9Kmq0xX9kSNGwnVpdrtgyfdLEDG/IJ+3h8cL420P2t6lTZfdG3fzwngHow4WFim7Mw/Rp6pOC/Tz8vKuXr0qM3PkiJEQLc1u+zv6krm4uKiwRaJPVZ0W6N+7d69fv34yM5Whr849NytG9E085em/ePEiNjZWhU0kJydX/OFN9Ckdpzz9ixcvqvbyg+hT+pjy9KOjo0eMGKHCJog+pY9pgX7Os2fDhg2TmakX9J2srd9Ij2EeQLg0fZZlr127Vt0RUPpfDelfvHCRF8HjhUlMf/BSH6UiIvvyZSSPF8bjLdmwoX23bmE8XjiP9+exY2VCIeoJ/R6WlnEAfIBsgDQAPoAPQOj+/ZI3S7pzx9XVtbojoPS/GtK3sbWBpQBhEpMjbPplEyIev3KlC0AYQATAboAwgN8AvvzwQ/btW9QH+og4d/bsyQzDZZjOlpbDBw7kMowvw8TFxyNiVmbmLh4vjMebu3LlFz17hvF4W3i8U2fOVHcolN5WQ/p9h/aFZ9KCg2HLii2IePjatSnSSxBgyMcfPyssROXoq/NkJIobPnp0wu3bknO2HzxoCxAGsPX/37jrADpbWpZWd9WUvlZT+i594aG04JWw5ZctiHjk2rUJ0ktKARw//vi50vTVeQoqxTEMExMTIzlny9GjC6SHVwbgZGVVVN1VU/qaPtNXOTXQ33r06Czp4b0EcLCyKlbLACk9iOgjEn2TjOgjEn2TjOgjEn2TTHP0D129KkMfAQY1bSr6hMfLwwvipJftgoX+C9XyoIg+VXWaox9940Y3DofL4Uxq2HB03bpcDmcyh9PLyiq/qAgR/Sb6cbw4HC7nA98P/jP+Pxwuh+PIWb18tVoeFNGnqk5z9IUCQRbL8ln2dHz81w4OfJbls+zLV6+wvBwR8/Pz2TSW5bPTfaYH/RzE8lk2g1X+YBTFEX2q6jRHX1xaWpqCXQHmzZu3detWlcZeadWm7+zsfPnyZck5RN/o0wJ9uXtuips7d25YWJhKY6+0atOPjY198eKF5Byib/QRffkRfaOP6MuP6Bt9RF9+RN/oI/ryI/pGH9GXH9E3+oi+/Ii+0Uf05Uf0jT6iLz+ib/QRffkRfaOP6MuP6Bt9RF9+RN/oI/ryI/pGH9GXn3HTFwqFT548efnypcz88vLynJyc7OxsRCwqKnrw4EF+fr4uBqiNiL78jJv+ixcvXF1dV65cKTNfKBROmzZt4sSJiHj37t3OnTtfvHhRFwPURpo7BZU4oq93ZWdnd+rUacaMGTLzhUKhq6urvb19cXFxYWFhQkJCbm6uTkaohZSnfyvu1hhmjMzM9ycejATYJnXiQXFEXz0lJycfO3YsNTV148aNfn5+GzdulHT5/PnzsLAwLpcbEBAg86P64cOHq1atmjRp0po1a9LT0xHx2bNnNjY2s2fPFt3g1q1boaGh6enp5eXlXl5eQ4YMKS0tffXq1cGDB0Uvfs6fP3/t2rWbN2/++OOP/v7+p06dklx/Wlra6tWr/fz8li5deufOHY0/EWqqSvrXY68zvgzDZQZ4DWjTpQ3DZZjJzI8BP4qWik83O6DrgIBJAZKnmxWnmP60adNCQkLU9GjeZZz0t27dyuFwunXr5uDg4OzszOFwXF1dX716hYgxMTGdO3e2sbFxd3d3cnJq1arVzz//XFJSgoh//vln06ZNbWxsXFxcOnbs2KRJk6tXr+bm5trY2MybNw8RDx069PHHH3/33Xdv3rwR00fEmzdv1qlT5/Tp04jo7u7+ySef2Nrauru7f/PNNx988EFoaKhoVFFRUW3btu3Vq5ebm1u/fv1atWq1c+dOnT1H1alK+ntC9sBoAD5AGkA2AB/gGrTr0Q4FUjebOnXqpYuX5K5B7gWFxEVGRp47d06lsVeacdLfsmWLubn5nDlzysvLEfH33383MzM7c+ZMWVlZjx49RowYkZWVJbrl7t27mzRpcvLkyZcvX1pZWbm7u7Msi4jp6elubm7r169/9uxZ9+7dZ8+eHRISYmlpuXz5ctH3iVAoFNNPSEgwMzMT/YB3cXFp1arVhQsXELGkpMTe3t7a2rq8vJzP57dt23bRokV5eXmIWFpaumzZMktLy3/++UdHT1I1qpL+gd8OgMzZJ3Ohi1MXGfoTJ048duyY3DXIvYycRjNO+qGhoe3bt79//77oy9u3b9eqVev48eMpKSkNGza0tbX18fFxd3f38vLy9PQ0NzcPCAi4du0aAJw8eVJyPUKhMCcnx87OrmHDhgDQvXt3kXuUpi/5U3/QoEE+Pj7iNXz//fft2rVDxKioKAAYOnToyJEj3d3dGYZxc3MDgHXr1mnnOalJVdMPPQAB0ghyoItjNehrP6Ol36FDB/GL6cTExDp16pw8eTIpKalhw4ZeXl6LFy+eP3/+/PnzFy9eHBwcfPPmzQsXLgDAlStXJNcjEAiys7N79erVsWPHTZs2NW/efO7cuaJFCuiPGjVK9NsGEf39/T/99FNE3LlzJwD4+/svWrRItOnAwMDg4ODExEStPS0qR/Tlp5/027dvn5SUJPry5s2btWvXPnHixNu3bzkczpQpU8S3LCoq2rZtW3p6ekpKSqNGjVatWiVetGjRoqlTpz558qR79+5z5sxBxPDw8Nq1a/N4PEQsKytT8FO/rKxMtBIR/fLy8ujo6Nq1a0dERIjXn5WVtX379szMTI0/HTWO6MtPD+kHBwc3btz41q1boi/j4uIAQER2/fr1DRo0cHd3DwkJWbFihY2NTYMGDWJiYsrKypYsWcLhcPz8/DZt2uTr62thYbF27dpnz5599tlnU6dORUShUOjn52dhYSG6bpKjo6OdnZ14/aL/1B49eri6uorpjx8/vkmTJgUFBUVFRTNmzGjUqJGvr29ERMT8+fPbtm1rbW39+PFjnTxF1Yroy08P6Z89e9bf31+sKjU1deTIkTdu3BB9+eeff7q4uPTu3btPnz6+vr5///23aH5ZWVl4eHj//v179+49cOBA0TmP8vPzAwIC/vjjD9FtWJadMmVKSEhIWVlZcHCw6LdEamqqt7e36Dtt+fLlISEh4hc827ZtmzFjhuiaH0KhULR+W1vb/v37z5w5U/T5qf5H9OWnh/SVqaCgQPyeVSZN75Lw+vVrja5f7RF9+RkofUr5iL78iL7RR/TlR/SNvl9+QQB89KjSGxzZsr/in7S6OneSudmkSb6nTx/R7FiVjugbSYWFyLKamhYsQACMi6v0BjvWHoWZHGAlpvuc/w7syz6Tutno0TP27DktOefNG509Y0TfSPr5ZzQz09Qk/r9VeINyMJOeKty+4kpsbXX2jBF9OZWUlBQUFOh6FNXr1i2MjNTUtHcv8ni4e3elN5gx/ga4jIFIiWnzmE+++ilyp9TN+vaLmD37b8k5OryyuBro/3bhAlea/gsA26++Mtzr5h48f35yQICuR2FIndh3EFZII0Cwcu8gczO/GaP/ij2hkxFWrAL9Z8/Q0xPt7XHQINnJwQEdHWUnB4enNjb3pR91KUB8/fplLi6o5OTmhh4eyk5eXjhypLKTjw+OHYu+vkpN48fjpEk4ZQrf3v7C55/jlCnI5SqaZs7EWbPwhx+qnmbNwnnz8Oef8aeflJqWLsWVK3HFCqWmNWswJESpacMGDA3F7duVmrZtw1278MABPHiwiunYsevfzR3iCQ6XYdB5GHwOBv8F/fcDt3sHPP0Xnj+P587huXMYHR3k5HR92TK8dAkvXsTr1zEhAePjq55u3sT79zElBfn8qqeUFMzKkvN2pMK7CqXp29ujnR1++63s1Lfvs44d06TpCwAefvBBeefO2KULdu5c9dSpE372mbJT+/ZoaYmtW1c9WVpiq1bYrBk2aYJNm1Y9NWmCDRpgo0YCC4uiunWxcWP86CP5U4MGWL8+WlhgvXrKTnXqYK1aWLu2UpPk62uaVJhq1ZKazMywZ08UChXSr35bTp6cWfG1fqdOxaWlWFqKJSVVTKWlWFCAubnKTi9eYGamslNGRjV+Wjx8iP/+i3fvng0KWjp8ON67h3fuVDolJeHNmxgfjwkJVU/x8Rgbi1evKjtdvowXLyo7nTuHZ84oO508iceOKTsdPYqHDyszxXJ/9BwGww8Aw/v/FAFzu7bFKB7y3k+hAwbcnDcPDxzAAwcwKqoa0969uGePspPcNyWnT+P/9y5RG/2I48d/qEDf3tracN/m7jt2zHfqVF2PwpDas/MULJZGUAzth3aTudnIqVMP6c3B+/QJj5wOHDgwadIkXY/CkKK/5hJ9E63mByhqP6IvJ6Jf3ZQ8LJ3o63tEv7opPhmJOKKv7xF9lZN7CipxRF/f0z79/Pz86OhobW5RQ8k98aA4oq/vaZ/+w4cP+/btq80taiiiT/SrV0pKiujkDoYe0Tdm+vn5+QKBoLKlqkX0tR/Rl5Ni+uPGjbt586Z6t0j0tR/Rl5Ni+m5ubtevX1fvFvWQvlAgrPpGFbp48aKCB0L09b0jR45InqFNJi8vr7i4OPVuUU/oP+Q/5O3k8cJ4AZMC3Pu688J4vAiezMkYEfH69euVna/l3r1769evr2z9vr6+R47Qsbm6bu3ataUlpZJzSoqKnrAsn2WDduxw8fXls+wjln2TlydzRyOmv3rhahgKEAawFWAHQBjAT9C7X2/R0tevX7Msy7Js//79z5w5I/p3aWmp4nVKNmPGDNHpGfUh06IvEAiOHj7KC+Pxwnifcj7dGLiRF8bjRfLYVywi/hYR0Z/D4XI4E+rXH1OvHpfD8eFwhg8bJrMSI6a/YdEG+F36//IxOLo5ipZ27NjRzMzMzMwMAABA9G+Zc1MrrqCgoFrfKhrNtOi/yXlj3tEcfgcIA9gDsAUgDOAriD0bi4iLQkKCpB9IKoBzhY/bjZn+4g0g8xQkvad/9OjRyMjIyMjI7t27BwYGiv799OlT3Y5Z5bRHPyEh4cmTJzXfXE3Ke5rX3KW57CE930H8iXhEDNy8eY30krsArvb2MisxWfrivL29k5OTdTJCNaY9+qNHj96zZ0/NN1eT8jLzmjs1hzLp4fpC/Cmij6g0fU9Pz/j4eJ2MUI1pj/6kSZMOHDhQ883VJKKvOKJfvYh+zSP62o/oE/33Ef3qRfRrHtHXfkSf6L+P6Fcvol/ziL72I/oGQP/27dt8Pl+9W5Qb0a9eRkN/yebNm6WXPJVH38fH5969e3LX/+DBg+DgYBUGppj+zJkzg4KCVFhtdSP61cto6C8NChoCEAawHSASIAxgIYBdjx6i+546c2YLjxfG433Rs+fclSvDeLxdPF6W9FVvL1++7OzsrMLAFNOfN2/e5s2bVVhtdSP61cto6Kfw+Tt5vDAeb/zs2d3s7cN4vAge79Lly4hYitjZ0nIdQBjAboCtAGEAtgDbDx6UXH9MTAzDMCoMjOhrP6L/nr6406dPT58+XXJOEaKTlZXM/RYAbDl6VPJmxkA/RPpBPgDnYQNlbjZ8uOutWze0MB6NRvTl0K94lFYxooOV1Uvp+80C2Gpk9Jesh+UfSl0S6ypnoNNwmVPVDx3q+9dff2vu0l0qTCpc6ZjoE/33bdiwGCBI+npYSl0SS8H0n/8gh/PuHPeam1R41ok+0X/fhhW/wqivpS6J9cuYr7qtkTlVfffuIYGBqUpeh6tfPwTAzZs1eKmvyEhU4fxdaqAf9uefs6VNvAUY+NlnMtfSIvoK0hf6i0IqHqU1dLjsVQ69vQcnJ8cquc5ZsxAA9ebYrPepgf6fp059y+FwORy/Bg1Gm5tzOZwJHM7AXr3KpG82ffp0nR+XSfQVp4lPeKZORQB89kzdY61xaqAvKC3NZFk+y0adO9fb1ZXPsiksm/v6tWjppcuXI3i8MB6vm739+Nmzw3i8nTxeilb+Nlkxoq84oq9iiYmJFf/j7Xr0WAgQBhAJsB0gDGAIwFKt/G2yYkRfcURfxeLi4ry8vGRmutrbP5V+MjcDLNHKf2TFakLf0coqT/p+cwEipOnfuHFj5MiRKgyM6Gs/bdC/K/1krgEINED637RufQOAD5ANkAbABxgJEHbgACIKSkpEL/l2nzpl5+4u85JPmYi+9iP6StEvR5wza9ZkhuEyTGdLS8bengBBuB8AABXVSURBVMswYxkmPiEBEQ+fPNmrwht9e1tbmTf6CiL62o/oK0VfMk8fn1vSe26GHjr0o/QqCwDsP/+8ROmBEX3tR/SrTb/i/vpb/vxzrvQqXwA4WlsrTz8jI2Po0KGVLSX6mojo65K+QChgs1iWzyaeSxzcbTDLZ1k+++rFq3KUuq73kqVLt+/YUc3HqkpEX8WIfnXpx1+N53TjcLichpMa1h1dl8PlcCZzOvbsWPC6ABHjrl/fyuOF8Xh93d09Jk4M4/F28Hj/3rmj8sOvMqKvYkZDf8+ePaNGjapsJWqkH/NnDIyXvidC40GN87PyEXGom9v3AGEAfwDsBAgDGAUwZfZslR9+lRF9FTMa+tevXw8PD69sJWqkH3ssVpa+EFo4tsjPzkfEkT4+t6QXHgTw//lnlR9+lSlJ39XV9cYNZffXJ/qGRF9x2qR/RXrhHwDT9YC+r6/v33//reQ6iT7Rx8TExJycHMk5sUdjwU/2BU8LJ32nX60L6RF906Wf9yaPTWVZPuvRz2Prmq0sn2WfsMUlxYgY/Wc0OALwAVIBcgD4AA/A/GvzvOw81GP61YromyJ90T7qbp5unFEcDpdTb0y9+hPqc7gcTj/Ott+3IWLyg2RmDMNwmSFjhrSybsVwGYbLTJoyqaiwCIm+hiP6Gqffx7kPpMs+BZuWbJJcw4unL9yd3GU2RPQ1GtHXOP0BrgPggfTi1RC6PFRyDXJ3ZCD6Go3oE/33EX0VI/pEv2JEn+gTff2K6BP99xF9FSP6RL9iRJ/oE339iugT/fcRfRUj+kS/YkRfB/SLiooKCwsl5xB9xRF9FdM3+uHh4StWrJCcQ/QVR/RVTN/oBwcHz5s3T3KOWug7OjrGxMRIziH6CiL6OqAfEhLyszQUtdAPCgp6+PCh5ByiryCibzz0K0b0FUT0iT7R16+IPtF/H9FXMaJP9CtG9Ik+0deviL5e0Ofz+YMHD5ZZLdHXaHpB//nz57/88osaRyLKgOg/evSo4jUpiL5G0wv6qampffr0UeNIRBkQ/bKysry8PJnVEn2Npk76MTExjo4VTlKnBP20tDRnZ2c1jkSUAdGXG9HXaOqk//Dhw6AK14erOf2kpCSZv54qGdFXXHR09Nu3byXnEH11VnP6s2bNWrNmjQqbJvqKs7OzS0tLk5xD9NVZzen/9NNPISEhKmya6CvO2dn58ePHknOIvjoj+kSf6KtI/+dlyzZHRKiwaaKvOKKv2VSmv2nTJj+G4TJM706dBtrYcBlmAsPs2btX+U0TfcURfc2mMn03D49tAHyApwBPAPgAKwEmfv+98psm+ooj+ppNZfo+Y8dGS99xH4D/ggXKb5roK47oa7aa0L8gfcdIok/01RfRJ/rvI/rqzBTohx469KP0KgsA7D///D39R9KL10HoMqKv44i+GugfPnmyF4fD5XD8GjQYbW7O5XAmcDj2trZliIj4dd+v4RQAHyAL4DEAH2A6BC8KrnK1RF+jEX010BeUlGSyLJ9ld586ZefuzmfZFJbNff1atDQwMJCZxDBcpv3X7W2H2jJchhnHnD1ztsrVEn2NRvTVQF/cjRs3Ku52L26a37Rzx88pvzair9GIvjrpx8TEMAxT2VI/P7/Dhw8rvzair9GIPtF/H9FXZ8rQz83OdXN0k7kj0Sf6Gk2X9FMepogumOwy1qWlVUvRBZO/m/Jd4dtCJPpEX8Ppkn7siVgYDMAHSAXIAeADJEPd7nXfZL5Bok/0NZwu6cefjIfx0ssQmjs3z8vMQ6JP9DWcTumfigdf6WVl0NyJ6L+L6Gs0ok/030f01RnRF0f09SqiT/TfR/TVGdEXR/T1KqJP9N9H9NWZyvSH+/hclV64D2Dyjz8qv2mirziir9lUps+dMsWDw+FyOL4WFuM//JDL4ThxOIuXLUPE8rKyHJblS085LFteVia5aaKvOKKv2VSmX1BQkMayfJYdN2vW3FWr+Cz7mGWLCgsRMSUjo2uLFlwOR3Lq2qJFSkaG5KaJvuKIvmZTmb64RYsW/fbbb5JzEtPS3KTvhwBuAInSZ5Ak+hWvFy8Z0ddsNadf8cSDt9LTh9WtK0N/WN26t9LTJW+mffqXL19WcBo57dP//fffV65cWdlSoq/ZTIr+ixcvYmNjK1uqffrr1q1bUPlnYkRfs5kUfcWNGzfu4MGDyt++5vTDN4avWLyisqUV6Qf9FAQbpDeZDAOHDFR+ixUj+kQfZ86ceeLECeVvrzL9yF2RzASG4TJdB3a16m3FcBnGjwkNlT39iZub25s3byTnhG0M4wzgcLic+hPq1xtbj8PlcLw5w0cMV37MFSP6RB8LCgpKSkqUv73K9P3H+cOvAHyAJwBPAfgAETDCYwQiCkpLDx85soPH28HjfWFjszY0dAePt5fHe5Wbi4hFxUXsE5bls9vWbhvvOp7ls+wjtuJFvqoV0Sf61U5l+j9O+REOSN/zMkwYMwERs3JzGwPMBZgLEAQwH2AuAAfgnPRblEOHDk2bNk0tj4LoE/1qVyP6+6Tvef4d/fy3b6dOnLiAYRYwjF3Llt+7uCxgmIkMw3/0SHIN+/fv53K5ankURJ/oVztN0JfM0c3t2f/PkyVTZGTkmDFj1PAYiD7RVyFN06/4CY+42NjYLVu2qOExEH2ir0I6pK/GiD7Rr3ZEX6MRfaKv2Yg+0a92RF+jEX2ir9mIvprpe1ag71mB/uaIiEXLl0vOIfqSEX3Npgn6fz961AuAD5ACkAOQAsAH6AXw96NHiLhn794JDMNlmIE2Nr07deIyjB/DbNq0CYm+dERfs2mC/rPnz319fLgM4+fhYdWypZ+HB5dhfH18nj1/jogTv/9+pfQOLNsA3Dw8kOhLR/Q1myboixMiOri6CqVn+i9YIPP/Hg3gM3YsEn3piL5m0yj9vLw8JycnmV0L/RcsiJRe6wWiT/QrRPSJvmYj+tqjP/nHH2X+368CDPfxQRF95+ZSyxBgPMSfNDD6bwsK9hw4EMbjSU77Dh4sfPsWib5yGSH9xcuWOXE4XA5n/Icf+lpYcDkcDw6HO2UKIr7JfFO3e11IBuAD5ACkAvABBkPsiUoPqNVhCujf4vO/AAiTnr4A+DctDYm+chkh/aLCwscsy2fZuatWjZ89m8+yaSxbUFCAiIVvC7+b8p3oykUtrVq6jHVhuAwzhkl5mKKxJ0D1FNCPT00dUbu2zG+v4ebmtx4/RqKvXEZIX9xvv/22ePHiygbm5uiWm51bg0em8RTQT0hN9ahA393c/B+ir3TGTL/ijgySOTs7p0mfskrfGunjEyv99Owh+uqL6OtvLq6ufwDwATIBMgD4AMsB/GbNQqKvjrRBny/9vxAMsJToK9GGkBA/huEyjO2XX9p368ZlmAkMs3ffPiT66kjj9Pt9880JAD5AFsBjAD7ATICf161Doq9085cs+X37dsk5RL/maZz+8mXLvmMYLsN079DBpVcvLsOMY5hTZ84g4o3jN2TpIzQa3CjvKdGXaubMmUFBQZJziH7N0zh9cZOmTz9y+rTknL+v/82x4XC4nEaTGtUdXVd0svAven6R/ypf8mZE//bt23w+X3IO0a95WqQ/adKBAwck5wjKBGwWy/LZWxduDbIZJLpExKsXr8qxXPJmRL9iRL/m6ZK+uMzMTBcXl8ruSPQrRvRrnl7QT0tLU3Baeg3Rt7OzS01NVThk/Y3o1zzTpR8dHS3au8EQI/o1z3TpG3RqoT9o0KB06aOZNRHRJ/rqTC30R4wY8eTJE00PlejrgH5wcPC8efNUGKr+pxb6eXl5ZdKXW9VERF8H9MPDw1esqPRyOgadWuhrJ6KvOv2AgIDg4GC5ixTTV3zpTIOO6Nc8A6C/fPny8PBwuYsU0zfiiH7NMwD6hYWFRUVFchcRfaKvcgZAX0FEn+irHNE3yIh+zSP6BhnRr3lE3yAj+jWP6BtkRL/mEX2DjOjXPKJvkBH9mkf0DTKiX/OIvkFG9Gse0TfIiH7NI/oGGdGvedqjP3r06D179shdRPSrG9Gvedqjn5CQUNkxQUS/uhH9mqc9+goi+tWN6Nc8om+QEf2aR/QNMqJf84i+QUb0ax7RN8iIfs0j+gYZ0a95RN8gI/o1j+gbZHLpDzE3v/XyJSL6f78IjksvuwZjx0zUyVCJvqLk0BcI8O5dPHcODxzAPXtw927cvRujovDoUbx6FV+8EN0qr6TE0dmZ6IsmX3Pzf48dw1Ondju4jfKHMbth1B4YzoMhZ8A6GKZP+E4nQyX6ikp79Mhx6FBExJISvHQJv/8ev/kGGzdGMzMEwFq1sE4drFXr3f9xnTrYoQN6eeHOnXkPHti7uORp/ux5+pZc+tlmZsUWFlinTjlAaW0Q1oGyWoAAWAtYM8hp2RK5XDx9GrX7k4LoKyrtxQvngQMxMhLt7BAAzc3x229x6lTcuBEvXcKMDGRZzMnBW7dw3z5cuBA9PbFlSwQoadgwqm3bkn//1fUj0HY30tOHVKB/vVat11OnIu/AGhdvzjbgsGD5BHrHwHcRsGEMJDZojI04CIBffYW//Sb+zanpiL6iCk+dSrCwQABs3RoXLsT4eBQKq7jP48e4axcOGIAA2KQJBgXh69daGaxe9DA1dXkF+k7m5n/n5iLirOk/wQHpZXHg4z0W797H1avx888RALt2xcOHtTBUol9JhYW4YAHWq1devz7+9BM+fVq9e795E2hjU/jf/yIA9u2Ld+5oaJj6VWoqurnJuEcAN4Wf8Iz39Xt39+fPcf16bNYMAZDLRZbV6GCJvryysnD0aATIsrb+YcAAFVbwpqiov6vrm5wcXL4cAbBVKzx2TO3D1K9iY/Grr14B3KxAv3ofbiYno5cXAqC9Pd6/r7nxzpqFAFhaqrktqJju6L95g66uCIBTpqTevNnf3V2Fdbz7cFMgQETctw8/+ggbN8ZTp9Q8VP0pMRE//RQ/+CBxzpyR9erV9HP9ggL86ScEwF69UPrKQtnZGBmpnqlfPwTAzZvVtkIF0969+Patss+ljuiXlqKfHwLg5MlYXJz27Jl6Ptc/fhybNMEWLTAxUZ2j1ZPS09HGBmvVwv3747Oz3czN1fMnraVL3/3sl/jk5+JFNDNTz/Sf/yCHg7VqqW2FCiYLi2q8ZNYR/fXrEQCdnERPd9qjR2r7k9b27QiAffoY27tegQA9PBAAAwMRMT4jw6vC21wPSfoyb3MvV06/vBzHj0cAXLBAPK+0FFnWICflP+jWBf1797B1a2zRApOTRTPU+ddcoRD9/REAjex6Kjt3vvthUViIiPEPH/YC4AOkAOQA8AH4AN8C3EpLQ0T/cf7wKwAf4AnAUwA+QASM8BhR6cpfvsSvvsIPPsCLF7X1eHSf1ukLBDh/PgLghg3ieWrekSE9HT/9FFu2xEePajhYfenVK+zZE83NMS5ONCM7J2fsyJFchpk4bFinFi2+8/TkMsw4H5/nL14gYuSuSGYCw3CZrgO7WvW2YrgM48eEhoYq2sSRIwiAXl5YyaUMjC+t009Px5Yt8csvMTNTPE/9+/CIvrt++aUmI9Wj9u3DWrVw7NiKS0oQBw0ZUl7J/cI3hq9YrNxvv6Ii7N0b//MfjIlRfZwGldbp83gIgMuXS85TP/07d/DDD9HeHo3gWloCAU6bhgB49WrFha9evbK1ta3s2tfr169fuHChshvatu3dz4vyyr6VjCrt0hcKkWGwTh08flxytvrpl5Vh9+7YtCleu6byYPUlPh8//RTbtMGcnIoLS0tLr1y5IhB9vFuh6tG/fRstLLB/f8zNVXmwBpR26RcW4qef4mef4YMHkrM1stOy6M3uzp2qjVSPiolBAPT2VuFVePXoZ2dj9+740UfI51d3Q4aYdukXFGDDhujkhNI/pTRCPypK5s20oXbhAgJgUJAKd60e/bKyd3sdmMb+INqln5+P5uY4apTMbI3Qv3EDAXDdOhVWq1+dO4cAGBWlwl2rRx8RV65EALx9W4VtGVxap1+nDjKMzGyN0I+LQwBcu1aF1epXIvqRkSrctdr0V6wg+popPx8//BAHD9bGC559+xAA169XbaR61PnzKn8Pr1q1as6cOcreWijEKVPoBY9mKizEdu2wQweZXQU1Ql/0stUI3uZevYoAOGKECh/UJicn31HecWYmfv011q+PDx9Wd0OGmC4+3DQzkzlIQiP0u3XDpk3Ff/404Ph87NABW7So7sEM1e7OHfzgAxw4EF+90uyG9COt/0lL9Dpk0SLJeeqn/+ABmpujgwNW8oG3ISUQIJeLAHj+vGY39McfRvISUbm0Tj8tDZs3x88+w4wM8bzU1FQ7OzsVVlYp/RkzEABXr67JSPWovXuxVi309tbgJkpKsEsXrF8fY2M1uBV9She7rwUEIACuWSOeV1BQEB0drcLK5NO/fx9btMCWLTV96J32evkSe/VCc3NU6VlSKtFv4zFj9PF4Ks2ki52Wk5OxbVts1qzmx8W9efOmT58+b968eT9LKMQJE4zkY03J9u5FAHRwqMZhSMqXlYWffYYffSR3NyFjTUeHqkREvDsyqGYHlAgEgujoaKk9WMLDsVYt7NcPJb8fjCChEH19EQCr9Tm9MhUXv/th8dNPal6zfqcj+mVl744MGj0a8/PVttpjx7BePezQAf/5R23r1J8yMvCrrxAAQ0LUts7iYvz5ZwRAhjGRvdbE6e6w9Lw8HDfu3Y5ZlVxjq3pt344WFtiqFZ49q4a16Wd372LXru/eKdX8w6viYpw+HQGwXz+Nf3Kqf+n0ZCSvXr37JW5rW6MjJHJzcc4cBMD27Y1hL2XFJSZit24IgOPH1+hHxt276OKCADhsGGZlqW98BpOuT0FVUoJr1qC5OVpY4Pz51d5dtqQEjxxBKysEwKFDTeQv8JidLTp/EbZrh1u2VPuFyqtXGBT07pSms2aZ2usccbqmL+qvv3DwYATApk1x5ky8fLnqu/D5uGPHu3N0tmqFQUFYUqL5gepNJSW4dSt+9hkC4H//i6tWKfVtHx+PK1Zghw4IgDY2xn+6LoXpB31ELC7Go0fRweHd6TN69MCxY3HFCjx+HO/fx6dPMT0dY2Jw61acPRsdHbFJEwTATz7BxYsxPV3Xo9dR2dm4cSNaWyMAfvghOjjglCkYEoKXLmFqKmZmIp+PZ8/ihg04eTJ++y2KTt3z7be4bRtWckyj6aQ39EUJBBgXh7NnY69e2KzZu5OMA7z/h+j/uFMnHDUK9+0z2V/WUhUU4NGj6OuLnTvjRx+9f6Ikn73GjbFHD5w5E69cweJiXY9YL9Iz+pKlpOClS3joEO7di3v24J49yOPhqVN486Y6Pw81pkpKMCkJz55FHu/d9Tj27sVDh/DcObx3z0QONlc+PaZPUZqM6FMmGtGnTDSiT5loRJ8y0Yg+ZaIRfcpEI/qUiUb0KRON6FMmGtGnTDSiT5loRJ8y0Yg+ZaIRfcpEI/qUifY/guuUNR6hoN4AAAAASUVORK5CYII=" 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" 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" 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3.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; In this example, we can easily see the &lt;b style="mso-bidi-font-weight: normal;"&gt;HEAD AND SHOULDERS PATTERN&lt;/b&gt;. The head is the second peak and is the highest point in the pattern. The two shoulders also form peaks but do not exceed the height of the head.With this formation, we put an entry order below the neckline. We can also calculate a target by measuring the high point of the head to the neckline. This distance is approximately how far the price will move after it breaks the neckline.&lt;br /&gt;
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&lt;a 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" 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" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;
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&lt;a 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" 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oWzMezYsYOlq38S7K5mbGz866+/xsfH0+n0WbNmbd++vbm5WVJSMicnBwAMDAwiIiK2bNlia2sLAKtXr7azsyNwrSGRE0+L48wwbW1teDHk5cuXzLdw8OBBhFC/IHtmSE9PZ+Y5FfP3338jhH74Ye7H/XlV1b+iosjR0RxgsCmsAODRo0crV640NjbW19cvKiry9vbetWtXQ0ODkJAQjjO0tbXdtm1baGgojn8NDw9nBJazxJDI+fLlS0FBwWnTpuGZzy1btiCEwsPDmTwdT9oJCAjgby5LvHv3jkKhSEpKFhUVDVyTRqPhR6nExAQAuH0btm6FrVshJAS2bYN167qkpSNERPauXduxbRuEhLBwbNkCaWn/uxCVSg0ODt64ceOhQ4fExMQeP37s5+fn5OT08uXLKVOmzJ8/Pzo6WllZOTc3d+vWrRISEidPntTT08OpGFhlSOTEP5F169bhl3jKxtLSkslMOqmpqWQy2dXV9f379wSuvmnTJoRQRETEwNUePnwoJCRkYWHR2dkBADt3goQESEqClBRISYGsLIiI9CDUICTUNXbsfwuZOSQlQVwcNm/+34XodHpmZubs2bO9vLyio6PpdHp6evrMmTNTU1OLi4v9/f09PT1x6ptffvnF0NBw8eLFy5cv75vyinmGRE48/xkZGYlf0mi077//vp+bzwAsWbKkb3oIVsnMzBQQEHBychp4VWTVqlUIoSNHjuCXra1QUgIlJVBaCqWl8OoVREamIKTm5xfy+vV/C5k5cCOfHMh/cYgeEBAwY8YMYu8aMyRy+vv7k8nktD49DnbCW7x48RfPLSsrk5eX19DQwDcVAvT09Nja2oqKig4QsF5eXq6oqKiiolJRUfG5OvX1ZWPHCltY6FOpX8k54ebNm6w+NPeD/XJSqVQrKytZWdm+eSobGxs1NTXl5OQYKRQ+x5EjR/p21MTYu3cvTlL1uQqHDx9mZH76HHgemJ+f/+NxL8fCfjmLiopkZGTMzMz6TdViB3acMOlzvH//3t7eXlBQEOecIUx+fr64uLilpeUnI1ja29vNzc0FBQUfPXo0cDt4tu/48eODMeZrwn45MzIyEEILFy7sV56VlSUoKGhra4vzcX2Su3fvCggI2NnZDdIZ4MOHD25ubgICAp9cYLl8+TJCiJmUeDdv3uTl5Z0zZ85gjPmasF/O6OjoTw4se3t7HRwceHl5b9++/blzP54+JUxMTMwnF1jodDr2nb98+fIXG3n79q2Wlpa6ujqrsxnDBfvlDAoKQgglJyd//C881bJy5cpPnlhdXa2goKCsrMwWH+iSkhJpaWktLa1+Cyx5eXni4uKmpqZMPjX5+fnx8PD0HdZxMuyXE4+DPvkUX1NTg/Pt1dXVffxfHBG2atUqdlni7+//8a9w48aNCKG9e/cy2Qj+Cg7GbeVrwmY5GxsbFRQUzM3NP7dkvXz5ckaOur709vZOnz6dvfGaeA5v0aJFjJLa2lp1dXU5OTnmnXJzc3NFRESmTZtGOH3814TNcmZkZPDx8eFkhp+rwMvL6+Li0m8YggdKU6ZMGXyafwYNDQ1qamp9e2/cATBynTJDZ2enhYWFtLT04N2yvwJslhN7eAzgRNnV1TV58uSPXTdw6szDhw+z1x6cWxpPMLW3t1tYWPDy8rLaAfz0008IobNnz7LXtqGAzXLi+dLU1NQB6uDVkr4TBXV1dWpqauPHjx9gjoYYePp39uzZAJCUlEQikQik7MZ5slevXs1e24YCdspJpVKdnZ1FREQG9oktKSmRkZHR0NBgDIhOnjw5RGGa7e3t+vr6MjIyxcXFeCoYZ+tnidevX0tJSRkbGw9FMn72wk45m5ublZSUDAwMvuh4t2jRIoanwYcPH5ycnHh5eYco0Af7hy5ZskRJSUlfX5/AlhtUKtXFxYWPj4/zZ/vYKWdubi4fH5+3t/cXa964cYOHhwcv1ebm5goLC1tbWw8wWzQYHjx4ICEhISgoOPBNfWB27NiBEDp06BB7bWM77JQTp/hmxoWgtbV10qRJEhISL1++xJ/UgQMH2GhJX3p6evB2HfLy8oQjTzIyMnh4eHx8fDj8cYWdci4PCUEInWUu8UR4TAxCyH/VKhVTUwk1tZI+OZ7Zzu7YWMTLGzDg+snAtADIUSgS6uqVnO0a/3k5u7rg0iWIiIDISDh6lJkjztw8mESq3rSJmcoVv/66RkhovZjYCjL5uKEhHDvG5FUIHGXr1m2Tlc1fsgSiogg3Em1ktIJMrmLu3f33iIyEiAj4isG/n5ezvh7GjweEuMdgj//bn2NY5ezqgoQEOH4cYmIgNvaLR01o6GIS6biZGZP1ITb2xdq1Xgj9R0WFFh3N5Ckj7IiJgeho+PwK0leUk0Uu37mDEFrBShh67fv3c4ODD4+E2Zahhl07cLBNTux9GRsby64Gvx1CQkKYj8MZGLbJ6eXlxcvLy9gtkS0kJCQwJr47OjquXbtWV1eXmpqalZXFxqt8BQoKCjZt2oQnpGpqalJSUi5evPjbb7/V1NRgB4z169dXVlampKTExMTgbdoAoKysjFVPMPbI2d7ebmRkpKCg0NTUxJYGMcrKyjExMfjviooKHR2d1NTUPXv2xMXFsfEqAFBeDgsWwIwZ8P33Ax2envDDDzBr1kB13Nxg2TLo67xQUVFhYGCwYMECQ0PDv/7669atW2JiYsuWLdPQ0Fi6dOmFCxf4+fn9/f3v3bsnLS2toaHh7u5uamoKAKtWrWJ1z2L2yFlQUCAhITF58uQvhhKkp6efOnVq27Ztq1evxn4CERERPj4+OBdBT0/P1q1bvb29sQOKurr62bNnr1y5cvr06erqagqFcuPGjeTk5EePHpWXl0dFRR0+fDgwMBDnjkpKSvL19T1w4AAz4Qz9KC6G6dNBTw+MjD57GBuDjg6IiICWFpiYfLbaxIng4QE1Nf9r/OTJk7KysufPn3d1dXVzc0tMTNTQ0Ojq6jp69Ki9vX1tbS2FQnn06NHr16/FxcXz8vK6urq0tbVTU1ONjIyYDLZhwB45U1JSmFxzWL16tZSU1N69e8eMGXPixIlLly5pa2vv2LFDV1c3Nzc3PDzcxMRk0aJFrq6udDrdxMTE19fXwMDg2rVrTU1NBgYG6enpc+bM2bFjR0ZGBt7HddKkSX5+fv/++6+WltaOHTuMjIwYntAsQaVCdzf09Ax01NaChwdcuzZQne5u6LffQGRk5Lhx43bv3r1jx44LFy78/fffxsbG79+/P3LkiJOTU2Vl5YQJE3JycsrKylRVVcvKygBgyZIlBgYGVlZWzIfCYdgj56FDhxBCeOO0gVm5cqWHhwcAzJ49e8uWLQsXLtTX14+Li1NQUNi4cePUqVPxYAovtpiZmSGE8L6KNTU1+vr66enpPj4+O3fuTEtLU1NTA4Bjx445Ozvv379fQUHh+PHjkydPdnV1Zcub+iQBARAVxdopz549U1ZW3rNnj5eX161btxITE5WUlLq6unbv3m1mZtbQ0KCoqLh69erk5OSxY8fixSgcdod3P2UJ9sjp4+PDpH/UypUrsa/CzJkzt2/fvmjRImNj47Nnz4aHhz98+NDa2hpnkk5KSmptbTU2Np4yZYqOjk5OTk5LS4uenl56erqvr29YWFhaWhre+vbQoUMzZsw4ePCgoqJiXFzcvn378H7MQ8TmzUAgFig1NTUgIGDDhg3Nzc2vXr2KiYmhUqnZ2dk4iPPUqVOLFy/OysqKjo7Gg4+WlhZ+fn4CeSPZICedTjc2NmZy8XnhwoX41zZ16tSNGzcmJSVNmDBh3bp1jo6ONTU1ERERGhoaAQEBenp6ra2t8vLy58+f37lzp4ODw+vXr9XV1ZOTk7///vuQkJDr16/Ly8vT6XT8HX/x4sXEiRPXr19va2v7uVxvbOHkSZgzB4Y0JVhdXZ2Pj4+KigqBsA42yFlRUSEjI2NlZcXMakNubi72cM/MzHz69CkAJCQkbNq0CWtAp9Pj4uI2b97877//AsC1a9eqqqra29uvXLlSX1+flpZWX1//4MGDwsLC+vp6HBpdVFSEF0pzc3M3bdp04sSJIV1kfvwY5s2DIc2oWVVVtXnzZrxZKauwQU6cxCAgIGDwTXE+3d1QVgYcu0rGBjkjIyOHwmuLY6HR+o9dOQc2yIm95e7evTv4pkYER47AxYvDbcRnGKyc79+/t7a2HjNmzBeD10cNv/4Ky5dzaH87WDnfvHkjKytrYWHB+V5u7CI2Fn74AThzr6zBynn//n0ymRwYGMgWa0YEmZng6AifirIZfgYrZ0RExMBxzqOP2lqYMgW+FOk7PAxWzjVr1iCEhvTJndPo6AB3dyCaiGNoGZScVCrV1dVVWFj41atX7DKI86HT4exZ4MyB/KDkrK2tVVZWnjhxIndTNw5hUHLm5+fz8vJ6e3sTWGIc0bx5Aw8fAqEkVkPLoOQ8e/YsQui3335jlzUjhXv3wMUFysuH246PGJSca9eu/Tb3/6qsBGtr4ECPpUHJ6eHhISIiUlBQwC5rRgofPoCrK7Do+PE1IC7n27dvKRSKurr6ILfWGKEsXgxbtgy3ER9BXM6cnBwhISEXFxcOD6oaInbtgk/tcDfMEJcTb1izuW+qz2+J5GTw84OhCUklDnE5cVzmNzgOwnR0QHk5x62rEJdz1qxZ/Pz87HV7H3Fw2vM2QTnfv3+vp6enrq5OOOvsKGDfPmAuNPnrQVBOvJ2Uvb09e60ZWSxdynGDW4Jy4nEQSxvQjD727wdOW+clKCdO9cSM2/soJjkZ3N05yy2BoJyBgYEkEmnEBeaxl8JCmDoVCguH244+EJGzu7vbwMBg3LhxOD7mm6WuDpycYHC5+NkMETmrq6tx+B+xfU5GDb29EBPDWV4mROTE4X8fZ3vnMuwQkfP3339nKWHzKKapCZ4+BTblqWADROTEGaPZmBZ65HLnDsydC0OZsYw1WJazu7vbzs5OTEyMLQn4RzovX4KDA5SUDLcd/wfLclZWVo4dO9bU1LRtSKPiRggtLTBjBnCOWyrLcmZnZzO5m9i3AJUKCxYAoWQMQwLLcuJdb/bs2TMU1oxEQkKAfXuFDBaW5Vy2bBlCCO83yQUA/vwTFi/mlMEta3LSaDRHR0cJCQnCeX5HHw0N8Pw5p6xjsyZndXW1mpoahUJh424nXNgIa3JmZWXx8fHhfSy4YOh0iIgADnkIZ03OCxcuIIR27do1RNaMUAIDgUP2KGNNzvXr1zO5VeI3RWgo/PQTa6f09vY2NTUR9mnt7Ozst/MhhjU5nZycxMTEcnJyiBkxWjlzBmbPZi131IYNG3bv3k34isHBwZ+cM2dBzs7OzgkTJujo6LS2thK2Y1SSnw+enizM3D5//lxSUlJLSys7O/vkyZPTp0/39PR88eJFfX19aGjorFmzTp8+XVJSMm3atGXLlm3evDk/P7+6unrWrFkuLi5Pnz4tKysjk8k6OjofJzVmQc68vDwxMTFnZ2fmTxnptLTAxYsQGwunTg107N0Ls2fD/v0D1YmNhcREwNt2VFVV6ejoODs7FxQUrF27NiYmRkdHZ9WqVS9fvuTn53dxcbl//76bm5uvr29ERAQPD8+5c+c8PT0DAwO3b99uYWFRWlqqqqrq7Oz88b7wLMiJx0GD3DN+ZJGXB+PHAw8PCAgMdAgJwZgxICQ0UB0SCXR1gZG10N3dPTw8HAAiIiL8/Pw0NDR++umnp0+fMnKgCgsLl5SUAIC1tXVYWJiWlta8efO2bt0qISFRXV3t6uqKT+8HC3KGh4cjhM6fPz/4j2mk0NUFjx/D7dtw9+5gj1u34MmT/91fHRwcwsPDc3JyZGVlU1JSZsyYERwc/PTpU11d3VevXtFotO++++7cuXM1NTXKysqHDx/W1tbesGFDQkLCkSNHenp6zM3Nt27d+rHBzMpJp9PnzJlDJpP77bvJhRhBQUEUCiUsLExbW3vBggWampq+vr6PHj3S0NDAybMjIiIUFBTmzJkjLy9/6dKlsPwwCjMAAAF+SURBVLAwc3Nzd3d3vPjh7++vqal58+bNfs0yK2dHR4eOjo6amlpN37zYXIjS0NAQFxdXWFiYk5MTGxv77NmzFy9evHv3Lj8/v6uri0qlpqWlXbp0KTMzc+LEiTgQ6OLFiydPnqyvrweA2traU6dO4byifWFWzlevXomKirq5uX2b4X9fGRqNFhQUZGVl5e7ubmBg0NB3p4ABYVZO7Pa+YsUKohZyYY2enp5bt25duXKFpSggZuUMCwtDCEWxmgedy9eFWTmx2/vDhw+H1Boug4QpOVtbW01MTGRlZbnjIA6HKTnLy8slJCRsbGy6OCq+hstHMCXn3bt3EULLli0bamu4DBKm5Ny7dy9CaN++fUNtDZdBwpSc/v7+CCG80QUXToYpORcsWKChoYHnI7hwMkzJWVRUlJeXx50P4nzYth0rF06AK+eogivnqIIr56iCK+eogivnqIIr56iCK+eogivnqIIr56iCK+eogivnqIIr56iCK+eogivnqOL/AcwYEXh1x05SAAAAAElFTkSuQmCC" 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4.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Here you can see that this is just like a head and shoulders pattern, but it's flipped upside down. With this formation, we would place a long entry order above the neckline. &lt;br /&gt;
Our target is calculated just like the head and shoulders pattern. Measure the distance between the head and the neckline, and that is approximately the distance that the price will move after it breaks the neckline.&lt;br /&gt;
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" 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" /&gt;&lt;/a&gt;&lt;img alt="" height="400" 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" width="400" /&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;div class="MsoNormal"&gt;&lt;span style="height: 150px; margin-left: 77px; margin-top: 58px; position: absolute; width: 150px; z-index: 7;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="height: 150px; margin-left: 77px; margin-top: 58px; position: absolute; width: 150px; z-index: 7;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;You can see that the price moved up nicely after it broke the neckline. &lt;br /&gt;
&lt;div class="MsoNormal"&gt;&lt;span style="color: black;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
5.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; In this first example, a &lt;b style="mso-bidi-font-weight: normal;"&gt;RISING WEDGE&lt;/b&gt; &lt;b style="mso-bidi-font-weight: normal;"&gt;(UP TREND) &lt;/b&gt;formed at the end of an uptrend. Notice how price action is forming new highs, but at a much slower pace than when price makes higher lows.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="data:image/png;base64,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imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img alt="" border="0" 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/&gt;&lt;/a&gt;&lt;img alt="" height="320" 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" 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&lt;span style="font-size: 11pt;"&gt;6.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; As you can see, a &lt;b style="mso-bidi-font-weight: normal;"&gt;RISING WEDGE (DOWN TREND – CONTINUATION)&lt;/b&gt; the price came from a downtrend before consolidating and sketching higher highs and even higher lows.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: 11pt;"&gt; &lt;/span&gt;&lt;br /&gt;
&lt;a 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imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img alt="" border="0" 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" width="400" /&gt;&lt;span style="font-size: 11pt;"&gt; &lt;/span&gt;&lt;br /&gt;
&lt;div class="MsoNormal"&gt;&lt;span style="height: 150px; margin-left: 394px; margin-top: 78px; position: absolute; width: 150px; z-index: 11;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
7.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; In this example, the &lt;b style="mso-bidi-font-weight: normal;"&gt;FALLING WEDGE&lt;/b&gt; &lt;b style="mso-bidi-font-weight: normal;"&gt;(DOWN TREND)&lt;/b&gt; serves as a reversal signal. After a downtrend, the price made lower highs and lower lows. Notice how the falling trend line connecting the highs is steeper than the trend line connecting the lows. &lt;br /&gt;
&lt;div class="MsoNormal"&gt;&lt;span style="height: 150px; margin-left: 399px; margin-top: 39px; position: absolute; width: 150px; z-index: 9;"&gt;&lt;/span&gt;&lt;/div&gt;Upon breaking above the top of the wedge, the pair made a nice move upwards that's approximately equal to the height of the formation. In this case, the price rally went a few more pips beyond that target!&lt;br /&gt;
&lt;br /&gt;
&lt;a 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imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img alt="" border="0" 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" /&gt;&lt;/a&gt;&lt;img alt="" height="334" 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" width="400" /&gt; &lt;br /&gt;
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8.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Let's take a look at an example where the &lt;b style="mso-bidi-font-weight: normal;"&gt;FALLING WEDGE SERVES AS A CONTINUATION SIGNAL&lt;/b&gt;. Like we mentioned earlier, when the falling wedge forms during an uptrend, it usually signals that the trend will resume later on. In this case, the price consolidated for a bit after a strong rally. This could mean that buyers simply paused to catch their breath and probably recruited more people to join the bull camp.&lt;br /&gt;
&lt;a 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imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img alt="" border="0" 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" /&gt;&lt;/a&gt;&lt;img alt="" height="396" 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" width="400" /&gt; &lt;br /&gt;
&lt;div class="MsoNormal"&gt;&lt;span style="height: 150px; margin-left: 366px; margin-top: 15px; position: absolute; width: 150px; z-index: 10;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
See how the price broke to the top side and went on to climb higher? &lt;br /&gt;
&lt;span style="color: black;"&gt;&lt;br /&gt;
&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style="color: black;"&gt;9.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;A &lt;b style="mso-bidi-font-weight: normal;"&gt;BEARISH RECTANGLE&lt;/b&gt; is formed when the price consolidates for a while during a downtrend. This happens because sellers probably need to pause and catch their breath before taking the pair any lower. In this example, price broke the bottom of the rectangle and continued to shoot down. If we had a short order just below the support level, we would have made a nice profit on this trade.&lt;br /&gt;
&lt;br /&gt;
&lt;a 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vXnzRpgqy5cvx1fAzJkzhSkvA0hMzoaGBhMTE1NTU+zbXTBxcXHYaTuNRjM2Nq6trRVcvrq62sjIiEaj+fv7KygoCDOAw+Fwxo8fP2zYMAMDAwqFUlFRIeSBDGgkJmdnZ+e8efPk5OSE+VheuHAhiURKTU3FTvQvX74suDx2SB4SEoKvA+x5WjBFRUXq6uqenp5Lly5FCGEvyTKPJP0K4bgM2Ae/ADgcjrW1NYVCaWlpOXfuHEIIu3MWwLFjx7Cv7/r6eg0NjdGjR7NYLMFVLly4gI1JSkrqFihHhpGknPfu3VNSUgoICBA81yQnJ4dMJmN/+VVVVdra2g4ODoJ9Z+Befryi1NfXd9CgQV3dwfcKngZ85swZFotFoVCsra0/KcezUkKScra0tFhbWxsaGjKZTAHFfv31V4TQ9r9fUKdPn66oqJiRkfG+8lwu19nZWV1dvbi4GAD279+P3fMLNsbb23vw4MHYrTd2z5GamtrXIxpwSNiJG44PdPXqVQFlFi9ejBBKSUnB/+LQKF2jgHWjrq5OS0vL2dkZOxzLy8sbMmQIg8HoNZwgpqGhwdDQ0MbGBnt4j46OFuYKkAEkLCcOk4JDcfVKS0uLra2tjo4OP4Ajjmzk4eHxvlv0jRs35OXl+d8zHR0d48ePV1FR6dWhPiYpKYlEIs2dOxf/m5+fP2TIEHd3dwFXgGwgYTkfPHgwdOhQDw+P940e5OXlKSkpTZs2jX9m29raXFxcBAzI4OlIP/30Ez/n559/FuwMB9+QcbAbvAscIq1rxA6ZRMJyvn371snJacSIESUlJb0WwNrgkEV8Nm7cyA821ZPQ0NCuN2cAyM7OVlBQ8PLyet9FExgYSCKRMjMzu+2CH7ZFVpG8A9Q1a9YI+M4LDg7uGWUNu/r74osvepZns9kMBkNNTa28vJyf2dLS4uzsPHTo0F5bG4vFsrCw6NY7gTutet2FLCF5OfEHX6+fks3Nzba2tlpaWvX19V3zm5qarKysdHV1cZCkrtTU1Kirq7u6unZb2BQREcGP7NcN/uTCrg/jpqYmMzMzIyOjnruQJSQvZ1lZmYaGBo1G6zlmm5+fLy8vP23aNC6eQdUF3Gp7OlvAgdyWLFnSM19OTi4gIKDn/fbw4cMIIRxyqucucFROWUXycnK53IkTJw4ZMiQ/P7/bT0ePHkUI9RrFOj4+vldnC3v37kUIRUZGdst/8+YNnU7X1NTsehPG4J7369evd8vHsVhXrVrV50MaOEjFeTgOg4jDmXZl/vz5cnJyvU7hrK6u1tTU7Nk9tHjxYhKJ1GtE07Vr1yKE4uLiumbyn7U9g8RXVFRoamoKPyAzEJGKnDg24tdff901882bNzQaTV9fv9f54Dweb/r06QoKCl1Xi7LZbDc3Nw0NjV6HXK5cuYKdPXbNrKioUFNTc3Nz67mIuLOz08/PT0lJqWtwXhlDKnI2NDRQKBQLC4uXXcb6cVetj4/P+2rhj8WuPfhPnjzR1NTk9wd1o7m52cLCotsE/IsXLwq4o+KAfjgwp0wirUgNc+bMkZeX79rU8OzqHTt2vK8K7h6aOHEiv4cBf10IGG/BXfNdP4pwzzuOc9yTzMxMZWXlKVOmyOqCVGnJib0Yd32FwS+WArpz29raxowZM3z4cH73EB5xO3To0PuqnD9/HiG0YMEC/C+Px5syZcrgwYPf5x6HzWY7ODhoaWn1fIGSDaQlZ1ZWlqKi4qxZs3A7aGtrs7e3NzQ05HfV9gp+hzr299SeoKAgeXl5AVdAXV2dkZGRiYkJDq+KJy1YW1sLGA3FvRwnT54U8cA+baQl5+vXr62srIyMjPCqx9zcXBUVFV9fX8G18KyDgIAAAODxeM7Ozrq6uoKnnsydOxchdOHCBQBIT08nkUiCJx9dvnxZhkezpRjlCA+E/fXXXwBw5MgRhFDXCNW90tTUZGFhoaur29zcXFVVpamp6eLiIrjK6dOnEUIrVqyAvzuEe+0q4lNdXW1gYGBmZiaTwSakKGdXCZcsWcKXVjD4IkhOTs7KyhKmGVVWVurp6dna2rLZ7C+//FJeXv6DbrBnzZolJyeXnJws/LEMFKQoZ15enoqKyuTJk1ksloODg46OTs9P+57gt5uIiAjchcQf5HofnZ2dgYGBioqKiYmJY8aMEcbvBu4F3LRpUx8OZoAgRTnb29sdHR0pFMq5c+fU1dUnT54szOgxvhk6ODjMmDFDyBkhR44ckZOT8/b21tHRwcsrBVNSUqKiojJu3DjZi6cm3QiBq1evlpeXx5O1IiIihKmCW5uCgsLw4cM/++wzYebHlpWVGRgYkMlkEokkjIf69vZ2Ly8vMpkse6PZ0pXz/PnzJBJpyJAhgwcPFjyBqCv4jQYhNGnSpJ5jLz3hcrmzZs3CVYQMd7dt2zbBX7QDFOnKWVJZqW1khBAyNDGpE3pxz8MnT9Q1NRFCIR+af8vnlyNHEELqWlqlwnncSMnMlFdS+nz2bBnrHJK0nG1t8Pw51NVBfT3U13NrawPc3RFCk728uLW1OPODqb26muHsjBCK3rULGhqEqfIwJWWwqqo7g8GtqRGm/KuSEqqZmQGFUp2XB69fg6x40ZG0nDExYGsLFhZgZQVWVmBnl62m5ojQEQ0NsLV9l/nBZGv7s7q6JUIFJiZgY/Ph8tbWHdbWV0aMyNbTE3Yv1tZrVVUtECo2NISAACgrk/B5AAAAFovFZrOlseX3IWk5f/oJtLRAXR00NUFTE7S02keMKEbolaoqaGm9yxQitevqvjQw6NTWFqq8hgZoaoK+PujpvftbiMTU1U3X0WlRUwMGQxqLdl++fOnv7//48WOJb1kAkpbz5Ut4+BDy86GgACfuvXstKSlv79yBwkJ+Zn+nQgEpHyoroENEnyvHjx+fNm0aniKak5Ozb9++TZs2BQYGlpeX41hQ4eHhDx48iIyMXLRoUXBwMJ7acu3atQ9+T4sGEcpcdJKTk42MjA4ePGhra3v69Onff/990KBBBw4csLe3X7FiRUJCwtChQ/ft23ft2jWE0IwZM0JCQuh0OpfL9fDwEGYRnAjIvpxHjkBAAMye/d4UGAiBgYIK4DRzJkREQNehmo0bNxoZGUVFRTk7Oy9evDg2Nhb3MEdERMydO7eyspJKpT5//vz27du6urrt7e0vX760tbU9efKkubl5bm6uNA5W9uXcvBksLMDa+r3J0hJsbAQVwIlKhS+++B9HJ1u3bjUxMTl79mxUVFRWVlZMTIybmxsAhIeHBwUFFRUV4bm+aWlpVCoVr1+bP3++np7e9OnTpeSaRvbl7OgAFktQOnAAfv4Z2OwPFGtpgW4SFBYWWlpaLl++fMyYMQ8fPoyJiXF0dASAlStXBgQE1NfXa2lpffPNN8eOHTM2NsYjsngSsoApGWIi+3J+kKNHYcoUEM0BXWFh4a5du/DqcSaTiSeVlZaWYgeoV69ePXjwYHl5eWZmJvZwl5OTo6ioKL1YQoScUFYG48bBvXtS31FBQQGdTu+63EriEHICjwdBQdAPsdmrq6sTExObm5ultwtCTgCAmBjw9wcZCO9DyAkA8OABrF0LMhCbnZATAKCzE/q3b1VaEHK+g8WC4uIBP7JCyPmOvDyYNQsGum8wQs53PH8OXl5w5szHtkM8CDn/y5o18O23H9sI8SDk/C/nz8OECSDNz0KpQ8j5X6qrYfRoEG7u2CcKIed/6eyEVatAOuPK/QQh5//Q2EjcbGULFmsAdykQcnZn/3747bePbYSoEHJ2Z+9eCAzsPlI9UCDk7E52Nnh4DNTwKoSc3eFwYMYM+F9vRQMGQs5e2LYNvv4aBqJzE0LOXkhOBm9vqKv72Hb0HULOXnj1Cm7cgIHo6o2QU6Yg5OwdJhO2bwchAjZ9WhBy9g6TCa6u0MOJ6qcOIWfvdHbCsmUgdDDCTwVCzvdy/DjMnDnA+m8JOd9LaSmMH98fs+MlCCHne3n7FubNgwMH+lCFzWbn5+e/FW29C0BLS0tOTo5odTGEnILIyIDbt/tQ/ujRo2PHjsX+Ol+9esUPZcrlcjs6OlpaWgAAL/QEALxShcvl8t2URUdH0+l0cdYK/hPl7OyEoiJISYGbNwWltDS4fRvS0gSVSUmB0tJ3m+VwOG5ubtjHY2JioqOjo729/ebNm3k8XlhY2NixYz///HMmk+nq6uru7j516tQ9e/Y0NDT4+/vb2dmtW7eutbXVyckJIRQdHS3yof0T5eRwwNcXSCRQUvpAUlYGZWVBBUgk+Pzzd5OteTze+vXrR44cWV5enpiYGBsbGxoaSqFQXrx44eTk5Obmlp+fHxoaOn78+MLCQhsbm5CQkPXr148ZM+bWrVtGRkaXLl3asmWLiYnJ06dPRT60f6KcPB6kpEBsLMTFiZtiY//nbhwdHe3u7g4AJ06c8PPzc3d3t7e3r6urc3d3xx7GnJ2dsTO7devWffXVV7Nnz7aystq0aRONRktISPjtt9/wgl+R+SfKKT0iIyOdnJzKy8spFMqePXuio6M/++yz+vp6BoOBvewuXbqUwWDcv3/fyclp2bJlISEhrq6ut27dioyMbGho2L17t5mZGQ5SKRqEnJLk5s2b+vr6oaGhwcHBLi4uU6dOdXV1LSoqCggIwNEG6urqvL29p0yZwmAwQkJCSktLx40bN2HChIkTJzY3N6empmpoaGzcuFFkAwg5JUxRUVFpaWlHR0dOTk5jYyOLxWpvb29tbcXvq0lJSdHR0fn5+d7e3osXLwaAxsbGzMxMfqSeR48evS+4ojAQcvYr165ds7e39/b2dnR0lIYvGkLO/obFYhUXF4vzgBQAIadMQcgpUxByyhSEnDIFIadMQcgpUxByyhSEnDIFIadMQcgpUxByyhSEnDLF/wOrI/z25xkeEwAAAABJRU5ErkJggg==" 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" /&gt;&lt;/a&gt;&lt;img alt="" height="360" 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" width="400" /&gt; &lt;br /&gt;
&lt;div class="MsoNormal"&gt;&lt;span style="height: 150px; margin-left: 399px; margin-top: 30px; position: absolute; width: 150px; z-index: 13;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
10.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Here's another example of a &lt;b style="mso-bidi-font-weight: normal;"&gt;RECTANGLE, A BULLISH ONE THIS TIME&lt;/b&gt;. After an uptrend, the price paused to consolidate for a bit. Can you guess where the price is headed next?If you answered up, then you're right! Check out that nice upside breakout right there!&lt;br /&gt;
&lt;br /&gt;
&lt;a 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" 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" /&gt;&lt;/a&gt;&lt;img alt="" height="400" 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C4SG3LhwgUA0NPTQ8TU1NQ2bdoMHjy4pKTE3NycBH5/+vQpMDAQAKZMmSJc8oKCgn79+rVu3frJkydYGWBy9OjRkpKS7t27t2/fPj4+Pi8vb82aNSQGlsVikUBdrDTTw8MDEUtLS4kAz58/R8SBAwcK2ij2798PAC4uLljZ5Hf79u1aPPmPrj9qbtO8QoxYmGMxR7BI5DMAX4OKUVeQ30vSjhEfHy8pKTl06FCyiDxV37t37+7du+QHXkNDY8iQIf3791dWVj558qRgIxwOx9XVldx8SGDf8uXLmUwmn8/fsmVL37591dXV//e//0lKSk6ePBkRV65cCQAkusnPz480dSPiy5cv27Ztq6mpmZ+fP2rUKADQ0NAYNmyYhoaGiorK2LFjhUteUFDQu3dvFRUVUtfp6uoKAJ6enh8+fJCVlW3duvWIESOGDh06cODADh06uLi4sNlsgRik9ebevXtkU2T22bNniNi/f39paemkpCREPHz4MABs3LgREUnsjKDxsVagYjRS+Hy+oaEhAJAOFQkJCVJSUhoaGmQp+Y28d+9eYmIiAIwZMyYuLi4+Pt7X1zcwMFC4sZnD4WRlZT148OD69et79+7t378/ABw/fjwkJAQAxo8f//z58ydPnjRv3vzPP//ESjFIgwYJyiLVMi9evFBQUBg2bBiLxdLV1QUAb2/vZ8+ehYaGnjt3TqSmtaCgoE+fPsrKyuSdZMOGDeQmwGQy27dvr6KiEh0dnZCQcOXKFW9v79TUVPIoRcQgUejETB6PRwpM7hj9+/dv2bIl+fvgwYMA4OrqipX3TxJIz+fzuVwuabbn8/kcDkf47+pX5lIxGimC/hjOzs5xcXGxsbEkIIosJVGowcHBHA5nyJAhzZs39/HxuXXrVs+ePTU0NPLz8wXbefz4saqq6pAhQyIjI2NjYydNmkQqcAICAgBg0qRJpEYSAMivvr29PQC4u7sjore3N1TGtz9//lxaWrp///6IeOrUKRLqR9ZVUFA4e/ascOHz8/N79OihoKBA2sXXrVsHld2GyGOYm5tbRETEuHHjunXr9urVq5ycHAAYOHAgIt6/f7958+a//fabu7u7mZmZpKSkQIzffvtNcPcgUY/Ozs5Y+cy5atWq6OjorKyscePGkTKHhIT069dv27ZtiBgQENC3b98TJ05U8/xTMRovvr6+KioqMjIyCxcufPr0affu3SdNmkQW2draqqiokIj0hISEMWPGyMrKysvL9+nTh/T4EVBeXu7u7q6uri4nJ6ekpNSxY8fNmzeXl5ezWKw5c+a0atWqffv2BgYGEyZM6N+/P5PJdHNzU1FR8fX1RcTLly+rqKisXLkSEZOTk3v37v3nn3+Wl5eXlpY6OTnJyckpKCi0adPG0tJSJJS1sLBw7NixDAaDxPPu3r1bRUWFvDZkZmYaGRnJysoqKCioqKiQbiHv379XUVGZPHkyGfvD399/4MCBcnJyK1asGDduHACQwLDx48d369aNPEp5enqqqKjs2bMHEf38/Lp06dKyZcuZM2e+f/9eVVV1woQJiBgYGKigoLB8+XJE9PDwUFBQ2Lp1azVPfhViuLu7kwjLqqFi1CGZmZlPnz7Ny8vj8XjFxcWCqv2ysjI2my1c65+cnPz06dOvtUiw2eyEhITHjx/n5eUJp798+fLFixeIyOPxioqKeDweh8Nhs9nkAiWtDaQVQlAAwdNIbm7uo0ePRMLXCXw+v6SkpLi4mGQW3ibh7du3sbGxnz59EuQnzSx8Pj8wMHD9+vXnz58nj0BaWloSEhKkVpdsk6SXl5ez2WxBg+D79++fPn2am5vL5/MFJ0q4/CL5v0kVYkRHRwt6g1QBFYNSm1y8eJHUE0yePJnEKc6bN6/+B0CpQoxqQsWg1DI3b95ctmyZkZHR7Nmzjx49+uU4I/UAFePXJCQk5N9///2yTbpRUVRUtG7dOldX1wa59KuGivFrsnnzZhDqw904ef/+vaKiYufOnUnH1EYFFaNRk56efvny5UuXLgn6A7FYrMTExJycnMLCwps3b4o0ICQnJ1+6dCklJYXUZgpG/RDA5XKjoqICAwNv3rwpElWVl5d39erVK1euZGVlfVkSFouVkJCQk5Pz6dOna9eukSZtJpN55cqVyMhI8pJdXl6elJSUlJREZnNycuLj4wV1x6WlpeHh4RcvXhSEx75//75z5859+vR5/fp1SEhIeHj41yoP6h8qRiOFx+MdOnRISUlJUVFRTk5OTU3t0KFDiBgZGammpjZ27NgpU6a0bdtWRkZm3bp1pHrK09NTWVlZRkZm8ODBAwcOBICdO3cKbzM7O9vExKRjx44qKipt27ZVVVV1d3cnF7Gvr2+PHj3atm2rqKjYpUuXL+v7w8PDlZWVR4wYoa+vr6CgoKioaGlpOXHiREVFxVatWi1atIjH4338+HHgwIEDBgwg5XFzc+vQocP58+cRMSkpSUdHR15evl27dkpKSk5OThwOJzc3t0ePHu3atRs+fLiampq0tLShoaGgqqphoWI0UkpLS62trQ0MDJ49e3b//n0JCYkePXqUlZWFh4cDgKys7NmzZ+/cuaOgoCAjI5Oenv727Vt5efn27duHhITcuXOnd+/e8MXgUbt27QIAfX399PT00NDQCRMmkAs6MjKyVatWvXr1ioiIePjwIYn/Exl+5ubNmwDQpk2bixcvBgUFtWzZEgDWrVv38OFDElGSmJhYUFDQrl27tm3bEjGEG9HJWDvHjh1LSEjQ0dHp3r3769evCwoKyOAMa9euffz4MRnGgQwX0uBQMRovhYWFd+/e3bNnj56eXrNmzbp3785iscjITvr6+iSPlpYWAKSmpl65cgUAFi1aRNI3btz45R3D39+fRMuOHDnS0dHxwoUL5OeZjOwkCE0NDg4GAAsLC+F1yTg6JKAwLy+ve/fuqqqqJKKRNMPfv3+fyWSqqKgoKysTMRwdHUnkSFZWFgAIelmx2ezs7OyysrIPHz6oqal16dKFPG45ODgAgEgjekNBxWiksFgsIyOj5s2bjxgxYvHixW3atOnevTubzSZikPBvRCTxfG/fviVxTWvXriXpZDicL98xLl26ZGBg0Lp1a9JWoKurW1paamZmBkJj+z179ow0IwivSMSYMWMGImZkZHTt2rVHjx6kNsnAwIBEATOZzE6dOnXq1ImsQiJBfHx8Xr16RSJwhUceQUTSSt2rVy/ytkOGMqjF0PEfgYrRSLl3754gfonD4bRp06Zr164lJSVEDMH4kyNHjgSAlJSUhw8fQuUYgVgZZSjyKBUTE3P06NFHjx6VlpbGx8f/73//A4CkpKSjR48CAAmdQMRNmzYBwObNm4XXJWKQOxURo3v37iQSRCAGi8Xq2LGjoqIiuWOQdC8vr+LiYkVFRVVVVXKD8vDwGDt2bFhYWH5+vqqqqrq6+ocPH5CKQakOaWlp7dq1k5SUnDt3LukwJCkpmZWVFRYWBgAkEhYR+/btSyJwORzOlClTAGDq1KnGxsZt2rQBgE2bPuuUTPpOKCgoWFtbW1hYtGzZctiwYUwms6ioiNx5ZsyYYWxsLCkpOXbsWJEq1KtXrwIA6bPx9u3bNm3ayMvLk0cgMvLanTt3eDweiRIfN26cqakpeQ8hvep27twJAIMHD54zZ46UlJSqqmpycnJ+fr6MjEy7du1IPRgZWlM4Zr4BoWI0XkJDQ0l439atW728vBYuXJiUlJSammpjYyOoNdqxY4eNjQ2J1cvKylq6dKm2trazs7O3t7eNjU1wcLDINiMiIszNzf/44w9tbW1HR0dBzWx+fv6mTZsmTZqkra3t5OQkMiw0Ir548cLGxubYsWMk89q1a9etW0c6hR87dszGxobE9qWkpJDaqk2bNp09e9bGxkYw9tmFCxf09PTGjRv377//kmjZoqKiNWvWODs7k0eygIAAGxsbwXc2GhYqBqVeqd3hbeoOKgaFIgYqRpOG9O9rJG1qjQoqRpMmPj6+d+/eCxcu/HKgqsYJh4NlZbU8iX24o2I0aSIjIwFg4sSJDfLZ7O/Fzw+HD8dBg1BD4xuTpiaOGYOamt/OOWgQrlmDX3b3oGI0UjgcjpeX18GDBx8/fmxvb29raxsVFZWWlrZs2TILC4srV64Icr5+/drFxWXGjBmrV68mtT2ImJKSsnPnzmvXru3bt2/lypVMJpPH4/n4+MyaNWvJkiWC0EMyuI6+vv5Pcce4dg2nTkUdHZw0qarpr79QUxPbt0dNTfzrr6py/vkn6ujg1q1UjJ8HFotFBsgYPnz41KlTJSQk2rdvr66uTuL2WrRoQRqqw8PD1dTU2rdvP23aNFVV1fbt25Ph8Ug/uFatWgFAhw4dXr9+TUZVGz9+PPkMzZkzZxDx48ePEhISZICcXwlfX2zdGs+fr/kWqBiNFBaLRSJk/f39sXKMqWXLlnG5XDLW2Jo1azgczuDBg6WkpEiHpGfPnikqKiorK7PZ7GvXrgGAnJycn59fYmIiGSHKwsKCy+WmpaV16dKlc+fOpaWlpaWlsrKygs/5/TKcPo0AWO2PGoiBitFIYbFYDAajWbNmJFBv0aJFgnAmMkCgs7Pzs2fPmjdvLjzYGfHnyZMnt27dAgATExOS7uzsDABDhw6dMWPGtGnTlJWVmzVrRp671NTUyFgbvxKnTqGEBBXjV0QgRm5uLlaGS5ABvc+dOwcALi4uSUlJ0tLSw4cPFwTnCcbtI2JYW1uTdDIW4MyZMw8ePLh///79+/d7eXmRLdvb29fuGH6NASrGLwuLxRowYICkpCS5fMn4fOT9wcvLCwBWr17N4/EmT55M+jyQjnUAMGzYMD6fT6LQLS0tydZIL44pU6aUlJQkJiZOmDDBwcEBETMyMuzt7T08PETiXn92akcM20oxHlMxGg0sFot0NiLBfP/88w8AkMHUzpw5AwD29vaI+Pz5cxL/161bNwAYNGhQXFwcVna9mDt3Ltkal8tdu3atpKRkhw4dWrduLScnR8bAJNW148eP/ymqa6tPDcQozS29ffE2Vn7JI/pKNMwDKAcoB4iCmcYzv7cMVIw6gcfjxcXFPXjwgFyyqampkZGRpIn648ePkZGRJHAQEdls9u3btw8dOhQYGCjoYJ2XlxcZGSny5ciYmBh3d/czZ86Q7wcgIpPJjIiIePHixc8SwlRNvkuMnPc500ynDTAb0GJoi2EWw6wWWSEXX8S/0PhLg7GAwVjAYJgxavB9ZCoGpdHxXWK8jXuroKcAbAA+QDJoTNHAQkRE5CGyEdmINRqhgYpBaXR8lxgZCRlqs9QqXifewxjDMRVi/BhUDEqj47vFMFUDHgACZFIxKL8uVAwKRQxUDApFDFQMCkUMVAwKRQxUDApFDFQMCkUMVAwKRQxUDApFDFQMCkUMVAwKRQxUDApFDFQMCkUMVAwKRQxUDApFDFQMCkUMVAwKRQxUDApFDFQMCkUMVAwKRQxUDApFDFQMCkUMVAwKRQxUDApFDFQMCkUMVAwKRQxVi8FisVxdXTMzM8ksFYPSVKhajPz8fF1d3aSkJDJLxaA0FaoWo6CgwNjYOCUlhcxSMShNBSoGhSIGKgaFIgYqBoUiBioGhSIGKgaFIgYqBoUiBioGhSKGb4aEmM+Zk5ebS/5+F/dOdY5qxccpi2H0zNFYUAtloGJQGh3nz6OEBPr4fLmk/OZN/0MHt2lq/r5169qLF8/w+WVZyVlth7eF/QDHATbCEO0hWFwLZaBiUOocDgc9PNDaGm1svj3Z2eEffyAA/vEH2tn9l25ri/9acmTkPaCtM/TYCe02Qssdd2+zOVxOeEi4xw4PjW4aV85ciXkYUytlpmJQ6pziYpw3D5WUUFkZO3X6xqSigh07Ytu22LEjqqh8lq7cgd9CJhd6ZkDfLFDPatb63WkPDtkFh8Px9/evxTJTMSj1QWEhvntXrSkjA9PTMSUF09MxI+Oz9OQnxUN1p0O0CmSoQnLnbtNHZMR9rKMCUzEoPw28AvZokyHwEeP5TmkAAB56SURBVAAB+KA+Wy33WXYd7YuKQflpYH9gj5o5Ct5VVED1NO2Zk5hTR/uiYvwoXC43Ly+Pz+c3dEF+fagYPxOpqamzZ88uLS1t6IL8+lAxfiZSUlL+/vtvKkY9QMX4mXj9+rWRkREVox6gYvxMUDHqDSrGz4RYMcrLy1ksVkMV6VeFivEzIVaMyMhIOzu7hirSrwo7u5iK8dOQ/PGjrpmZyINUyKNHhpaWDVOgeqEUMSU3t14fHzkceseoF6Ki8OxZ9Pb+wSl7z569I0ZwTp8WTnyxfv3RP/5AH59vb+GcN/p44YUzeOFsLU++Z9D7HJ770QMUf9R79+4bOTJn37662Ljo5OODmzejiTE7In6U2R9UjLrEzw87dEAAlJRECYmaT5KSKCHBF/r7s0Qpqc8yt2qFsrJfbAEiYYgZHNaHM3+D5zcnE/CcDadmfiPbKX044waLi6EVSsIPHeCXk5QUKrZDuXYIzVGuHSq2Ez3MWpwkJVFODqWlEQBbtmBfuD7KQoeKUZfo6mKnThgQgJcu1Xy6cgXDw0vOn98zXhvv3MHQ0Ir0y5cT3dz26ejg5cvC+aPXrr1qZSW6kcsB17bGDx6Bvw3AvgO/Mf0+GOU6IEhg9974++CvZuszEH8bgAtMmUy/G3j54g8d4xcT0+vcltGjFvxPxai9zIIeKlvHjC4660VOBd6/XzHduVMr++JdvHh25swXhw/jypUo04rtS8Woa6ZMwcGDf3AbxYjXwyMP7DszaOA4H5/rYbFPBYsiEhNn29qK5Pe8fn3Fjh1fboeHyC7GoiIsYn5jYrLQeiHKyuL9CGSyqsxchGV1E6TyIaOkx4yBEAOQAfAQes7QyM0pZyMGRUS4BwefCA4+GRwc+exZrey8HHGmpeXVV6/w+nVs3oyKUffo6iKDgVU2PuTn51fdOvH2xVu54XLgAeADsBMYfzCwHDMyMuzs7AwMDPr27WtjY3P69GlEjIyKMjcw0BsyZHyfPvMNDHwvXKhxwZcsQVlZTEio8QZ+lJzEnMEmgyEfAAFyYYjJkJK3xVHJr7TatDkM4A7gBDBFR6eAw/nxfZWXl8+fP//248fo54ctmlMx6p5vicHlcq2trUNCQqrYRkZChtocNUFvYy1jLSxEDoeTkZEREBBgbGz87t27T58+IeIBb++lADkAuQCHAZasWVPjgtvZoawsPn5c4w38KDnPcgYbD4b3FYMPDDEeUvKWHfo62VJVlZyJFABTff2PVIyfkmqIMXfu3Fu3blWxjYxEofEpskBrppZgfIrIyEhLoerao/7+26HCoEsAq11dqy7du3fv2Gy22EWNU4zw18lzVVVLABDgMYCpvn4uFeOnpBpi/PPPP7dv3xZJ5/F4gr+rECM8PHz+/PmCnEf9/bdUinGxGmJYW1tHRESIXUTFoGLUJTUSo6ioaPHixWlpaWS27sRYuHAhFQOpGA1AjcTIz8/X19f/75MldSaGjY1NZGSk2EVUDCpGXVIjMcgYeMnJyWSWikHF+OX4XIy8vLyioiLh5VSMr0HF+KURFoODjjaOHns8kPvfcirG16Bi/NLo6uKgQcjlHzh4hDGD0X5q+85/dx6kOyj4arAgywJb24joaOGVqBhYl2KkpaVlZ382HA4Vo97R1cXBg7AMVy5aAycrr9nV4LfLDxE9PT2XWltr9O1rrKe3avny9LdvyUpNVozS0lJBPXXdiWFvb3/kyBHhFCpGvVMphtNyF/CuuGalXKQuHbyEiNP19E4AvAZ4DqAHEFh532iaYrBYrIULFz6u3GXdibFy5crjx48Lp1Ax6h1hMc5ViuFcIcacWbOiK6/jRQoKgZXXRNMUg8lkGhoaCspTd2KsWrXqxIkTwilUjHrnW2Lcr7yOFyooBDV5MUxNTaOiosgsFeOXhopRbUpKSmbNmhUTUzG8fkV0bQ4AAnygYvxiUDGqB4/HK3hXYPKXSeS1SF4ZDxGzn2WrT1GHRIA8gHjoNaVXcTqLivGrUCMxkIvmxuYfMyuGnn8X/66jSceKfIWgOUNT8JGruhAjPj6ewylZvLj+xOCWci2tLHvM6iFrIKtqrjpKd1Taq7RiZrH1YmsdSx0dax0dSx2bJTZl7NLQV6+oGL8E3yPGlbg45KPrZlcTK5Pug7sbzDNY4bCCzWJ/zPjYb3w/OVu5FpYtFP5V+GvGX1h5MdS6GHw+38BAPzc3bdmyehQjlztRfyIkACAAHxRNFBNui+8hdSsxsVbEcHd3F0lcaL3w4etUvHkTmzdjn78+cu4EYFacyv/N/l9OPBWjdvkeMa4lJmAJ9tPpB2EA7wGeQbuJ7bITs/nIz8/Jj70Vqz9a//2z94X5/30tNDQ0dPbs2YLZWhHD1NQkL+9tvYqRx9U11q0QgwOd53R+dueZ2Jy1IsbaZWvPHjsrmA0PC/fY7zFm4JgVy13uLbBFWRn2xeuDpo4CF4D9ADuhk1an7GT6fYza5XvFKMZRRqMgu+K3s6dZT8Fv1bt370xMTEQ2HxMT4+DgIJitFTFmzTIVESMnJ8fV1bXuRgetECMeAAHK6lCMkx4ndcx0uk3o1lev758mfz64/wARp06bCjsAHgDcgenagM3b8kLvRsfE3jp/67b37Vs+t+6H3i8rL6udQ/0CKka1xRAM9VUCPWf1zEmoEEPsSIR8Pl/4ixl1JEZaWtrUqVO/1tfvx6k3MZYvWA4HAdgATIDFELAvABGNTY1hCcBBgP0wazhgCzm8d692DqwaUDHqRAwRqhAjIyPj40fRD8lVU4y3b98aGRkVF9fG53vFUW9iOC12gvMVJ6jZhmaB+wIRMT09PTYkVl9L/+h+n7euO7GZFIaF1c6BVQMqRgOLsWHDBs8vPvXeFMWoDMxp5tzs4r6LgkVWVlb3X77EK1cQgIrx3eTm5kZHR3Oq/8/4XjHYOFR/aMU7BoKakVp2XMVr3w+KsWnTJjLEjjBUDJL+WXUtFaMGhIWF6evrFxQUfDsroUoxZpuaxldex0vk5S/HxyMXpxlPU56r3GpWqw6WHUZOGZmbmUu29INibN68+cyZMyL560eMwsLCqr9VQMX46YmIiDAzMyssLPx2VkKVYhgZGloB7AXYCaDVsuXtR48QsbS49P2L94bahglhCSXMEj5WvFv/vGK4uroePny4igxUjJ+e2hKD/EuSkpIuh4eP0NV12rMnLCqquPJnlc1mm5qavnnzRnhLPyjG3p17A/0DRfIvWb48/vlzkUQzs1kFBZkrVvwnRmZmprGx8Xc8QH6Ok5PT3r17q8hQK2KEhITsEDcw6WcloWLUEbUlRsDeAEGWhQsXRnz+sy0SK0WosRh37951cHQY+8dY3Wm6Do4OiYmJiOjr67vGwWGohob57NmODg5ZWVmIyCvncfO4ppNNcpLe2NvxZdvgk8dYxuM9TUubOHNmBpNZLjTaVfVZv379/v37q8hQK2J4eXnNmzev6pJQMeqKWheDy+VaWFjcvHlTeKXaEsNh0yZEdFrmBOsBngI8BlgA3oe9EdFQT88b4B3AKwA9gJuxsYiob6avZqcmM0+m8zKVNv87otIeg8OKTP4a+0+3bgaysnN79DCbMaPk++8b9SOGr6/vwoULqy4JFaOu+G4xpk79phiLFy++e/eu8Eq1K8Zmp81wuTL1EAQcC0DERQsX/tu27ZKWLVe2aTO2bdtHz54h4ji9cS0WtpC0k2xp30JKbZeqEp6/kz//fx3JqrkA+gxGXtl3twHXuhilAAjw5HMxLly4QMVoMKovxvPnzx8/e4YGBt98lGKxWCKP7yIDrhF+SAy/ytQ9EHA8ABGZLNbrvLzp8+d73biRkZfH43IRsTC/MDc513D836+j423+LVFSwvMhn6z6deMDIMBHACNNzU8NKsb1+PhZ7dqVV94xZkyeLBjU2efyZcvFi6suCRWjrqi+GFu2bFmxeTPOmoWDB1ctxpcUFRUtWbJEMEQnoXbFINjZ2Qk6BgmYPduMyfywciW2b1chBukJklNTMZydnQ8cOFBFhgoxEgEQoBw6m39VjISkJD0trTmqqgZt2pj06GFrbc3h82OePDGdMsVgwIBxampzdHT2Hzz4tR1RMeqK6ouxZ+/e9bt3o6lpDcRAROEIKEJdiFF1dW3tiMFBl2UuB90OYnlFQllZGYvF4vF4ZWVlbDaby+Vy87jaetoQBcAHKAS5GXIJwV/9MEcZjxcYGqo9Y8bb/HwypMiJq1fnAhQBFAOcBjC1tPxaFQEVo66oNzG+pC7EsLKyEhnUuXbFOH3iNMOQ0dGwY2eTzozpjCC/IET08fFZsGCBjo6OoaGhra3tq1ev+Fz+8pXLh5kNa6/dvp9pPz1TvTfJb6rY7LNnzzZs2CA4FZ43b9q3akWO7zrAfDs7KkZ984uJsXTpUsHgA4Qai8Hlc9m5bPY7Nvsdm53N5pRzENFloQusB8gHyAWwhgPrDiAij8crLy83Nzf39fUtLy8X3Bs5BRx9Hf2Yu6KPdt/E8+bNpZViXKFiNAjVF+PgoUMbDxzA2bNrS4yUlBR9ff3aFaOgoKDs8wu9+mJ8/Pjx0aNHghWvB1xX0VZRsVFRsVFRmaay3W07Il4Oumwwz6DPhD6MKQwDC4M7t+8I8ltbWwcFBQnvurS0dPfu3SJ1cdWhVsSYM2fOzUePqBg1pDpisEvYmUmZLos22Ns6F0/Rx6EaXw64VgMx0tLSrK2ty6p8kjnq77+1UoFAYTH8K1P3fibGl1RfjJCQEFNTU8GKfrv8wKVyL+fB0dZRsGjL+i3uB0W7klpZWQUGirbE14xaEWPZsmXhCQl44QIVoyaIFSM5OTk0NFQwe+rwKRltmeZLmjdf0ty7uxSOGIccXLloDXhWXjerwXeH7/fums/nV20FIh44f17o4oRl69cjovNKZ8HNCraA76Gqds3n82fMMMjNTf+mGGFhYf/8849gxYv7L/4nhjesW7pOsEhsdW2jEgMRy8rKuDwenjxJxagJYsU4e/bsnDlzBLPHNxyH3RVn//RUwAHjkMs/eOgIw5DRYXoHVSPVQXqDQq5V9TXKGnM9OFiPwTBSU5uupGTEYBw9fhwRTxw7wZjJ6DSjUxfjLoxpjJAbVe2az+c7ODgUFLy3t68Qw7pfN3LN5QEYaWrmVT7LxcbFWQt9SflnF6MCKkbNECuGSJur+2Z3qHygOTsJsP8YLC1DROSgw0IH993uwp8BqHXKEY/5+CzfuPGzm0sZbnXceu7wOUGd6Texs8P27dAnOM+0q2IuQAnAS4DJffuyuNzs7Oz169bNnjVrMIPh6ODg4+ODiEEHgxqhGHw+X/hrhlSMuuKHxEBcvXr1lwO31DosFot83VgYNzc3Ly+v6m/Ezg7btsW74cxFlmYWo0drKSvPHz9+6aJFiHjz6dO/AGIAEgCOAOhPnYqIlw9daoRinDx5ct++fYKcVIy64gfFWLVqlcg42/WG2P4YVUBGInz6BBHx3adPBmZmglvQ1bi4xbKy5EKMAzA3NcVGI8bVz8XYvn27k5OTICcVo674QTGWLl1adZeduqNmYpD+GO/evTMyMiopKSGLrsXF2VSK8bARiHHi2jXbyj1fBphtZSUQY8ehQ2vd3AQ5qRh1xQ+KsW3btvPnz9driSv5ETFEevA1NjFC7t2b1K/fbGXlv+Xl/+7Z03njRj7i1Rs3jHV0JvfqNbFHj1k6Or4B/kjFqDt+UAyRYaDqkx8RIy0tTU9PTzCuVGMTA/n8Yh7vwNmz+nPnFvJ45Aw7HzrkAMACYANsBbDfuhWpGLVCaWnpq1evRFqaf1CMBmTjxo2nTp2qfn47O5SRwadPERFzcz84O6/lcitOxY3Ep7ayFc/0jwAsZhljw4qBiIh3797duXOnYHbziRM7KovjDuCwZw9SMWqF169fGxgYvH79Wjjxu8X4E3DgH/VU4irZfuSI9+XLiMjnI+9bE5+Pq1ejcidMSEB+5XAM/MpFV5/GLZRtwwcJPkhGgYS56SxEvOhxG4TCUVat+q+7ucOmTTuPHRMpj8WiRX6f91usXZzPnnWtLM4hAPvDhxFxxYoNcLEydXOzC0dviK7m7U3F+AaZmZmmpqaZmZnCiTExMebm5iIt0FWJMQWw6yAMv4dRUfjgQQNOzOBb7Dt3drsUak1ArQk4WqeqacxE7MVAJTXUHItjKlPIonF/Yt8RnA5SEX9A2HgIHwh326kk+R/LfbByy4gFoBkNwx/BMFc4Zjwfo6IwKgofPjw2b56vvf1nZyAqaqu+fti2bbV5WsjuKv/2dHQ8U6lAEMChpUvx4cOjRnOHbYDhD0EzCkb9IxVqvxUfPvxvCw8f4po1CICfd6isU34mMXjIy3mfE3U1atrIaVFXo3Le5/CRzysvf/fhg3tQ0JgZM6JevcrNy8PKt4UqxPAyBARJbNGi4SeZlijdajf8OwouacGl0RBU9fQHBOlA0Jgv0sm6wyBgCFzWglsMCNQCfy8wLgPIAsiVgPzm8BagCABbtsQWLVBauhSgTDBLppYtuZKSvGbNUFq6Tg5WWprbrBmvUgweAFdKCqVbcaWkSppDmQyUtYKyZsCXaoatpIXXQgCUk8MvOm/VHT+TGB/ffhw5eaS0lbSUnZS0lfSoyaOKc1kJb1L/UFe3a9lysZSUeatWpjNnsr7S21hYDJ+pgO164I4duGsX7tzZ8NOe3fx9B3g/Mh04VLx958tFdrf1DQ72/T3BxjbDwRH372Vt3Pjayubi8NEev/VLXmCT5+SEu3ZVHPWePbh792fF2LXLb+TIhLlz6+q07Np1zcDgeqUYoQAXJ0/G3XsCNcf+MxNs98PCPWA1Fp5MnS1asB070M8P62z46i/5mcTISchhGDEqvhvCBIYRo+QNKyw1ZW7HimEBkgBmTpnysRpi6NpDjOmiBjqOuuX+01gLWyuRRL/g4O3Va8GcY2d34fbtOihXBadv3PiTwTBUUTFQVp7KYBz290fEHUdOdDVntLDo0GaBWo+Zg2+GPqy7AlSTn0qMZzkaxhqQCYAAmaBhrFGSzrr/5rWFqmoxAAI8BjCZNu1r41MIiwEesNVxTwMdR90iEnb+vcwxN79w4UItludLyhE37tu3YuPGz0aa4OCSeUuObDtSpxFr1aepinEcdqza+ZX9/NzEx8fv2rWrxqvv3btXpFdtXbBnz54NGzaIJLq7u9+48UV9VAPRdMXY+YuK8VOwe/duFxeXhi5FVVAxKA0AFaM2oWL8MlAxahMqxi/D1q1bHR0dv52v4fjpxbj35vVcVVUyOGT852IEBATYCnXypGI0Hnx8fOqhZ9iP8HOLUfqWfe91sq6s7BuAfICrAFO1tfM4HOTx8ouL93t5/f3vv9lsNqesDKkYlO/h5xaj8HVhZvYHG0tLQy2t/u3azZ06dYubG4/PD75/f8L//je/bVuz1q3/VlFxcHJCxJNbTlIxKNXk5xYj+1nFFyILOZyHcXGCnB43by6RlCQK3AAwt7JCKgble/i5xch5niM25+nbt5fKyAh6G/+zaBFSMSjfAxWDQhEDFYNCEQMVg0IRAxWDQhFDUxLD7aRg7Fo4BTtXUjEoX6U2xYiPj//mp84Jp06dqsFQFN8lhn2lGNcrxTjsehjmAjwBiANYAq5LXcWuS6Fg7YoREhJiYmJSnZyrV6+upkLCVF8Mj+vXLQE4ADwAX4BZlpZ8xNhHjxwcHSZMnKA1RsvB0eHevXvfWwBK06E2xQgLC5s/f75IYnZ2dnp6ukiis7Nz1R/SFUv1xYiIjp4xbpzhb79NVFY2HTFi+86dgtHUThw5sW3ztu/dNaWpUediHD9+fNmyZSKJYsXw9vZ+8uRJFduvvhiEs0FB8+zsRBL37Nmzfv36KtaiULAexHB3d1+1apVIolgxZs+e7e3tXcX2v1cMPz8/GxsbkUQqBqU61FCM3NzcHTt2iIyTKVaMC+cvbHAW7d27dds295MnRRKtra0DAqr6Dt33iiHSH4NAxaBUhxqKkZ6ePmXKFBaLJZwoIkbqm9QDew6YzTCbqDXxwK4DDx8+RMS4p093Hzjwx+TJUw0Ndx848OL5c0F+Kgal8VBDMciXGdifD4AlIsaFgxdgGsANgNsAi2CZ9TJEXLlliyXALYCbAIYAmw4eFOSnYlAaD7UpRmxsrLW1tWD20v5LElskBMOUrl2yFhFX7d0bWNnIdgRgk1A3rsVLltyscjhhKgal3qgdMZhsZsi1kJ2OOycNm3Trwq34+HhEvHzwsoRrpRh+sHbpWkRcvXWLBUAQwEWA6QBuhw4h4suXL/1u3RoxdarNunVXgoM/5eWJ3SkVg1Jv1I4YT+48gVEAhwCOA9jD9L+nI+LFgxfBEuAtQCbANlhmtQwRXzx/fsTTU3v69GlmZkc9PVOSkxHR/N9/FwAcBzgMoAXgc/262J1SMSj1Ru2IEXclrvWS1hU3h5dgPMcYeRj3JM7C2mKU7qgBYweY25gH+P/3/rB12zZ3Dw/B7Dxb24jK56tVLVqc+srYqbUixrZt21avXl2zo6Y0HWpJjGtxsgtlKy7taDCZYyL4cLXvGV8XR9ERhETaMeYvWnSjUowlLVueqRSjuLh48+bNzytrrmpFjPT09JSUlJodNaXpUOdieHh4fPkLLSLGvEWLwivFWNmypfAdY+bMmY/JB+cQsxOzf1wMCqU6NAoxTObOXQNwB+AGgA7A2evXEfHFy5d+ISEaf/7pdvz4g0ePykpLcl/kUjEo9UOjECM8PHzXgQNDRo+ebWl54MiRzIwMFo+nN2mSPcA+gG0Ao9q1i32dzH7D+i4xvLy8LCwsanaAlCZOoxCDsGTp0lvBweTvXC7XRFc3vfL5an6nTvdSU4q/U4zIyMhjX3x8kUKpDnUuRvWDCIVbvvO4XBM9vXgABCgDMO/cOeL7xaBQakydi1H9sHMqBqXxUOdiZGdnp6Wliaz+zbBzKgalYamhGIWFhWZmZoLZuCtxsksqxXj+mRhiESvGjRs3Xr16Rf6mYlAalu8Wg8Pl3Ltz79z+c+P6j7t86vLDyIeI+CT4CYwB8AbwBnAG3em6VX9i8JtdW6kYlIblu8XIS89TGqkE+wBOAGyG/uP6l7PKCwoLvDy9PPd7eu739DzkGRYWVvVGqBiURs53i/Hp5aeu5l0rnprKYZjJsLK8su/dCBWD0sj5fjGSPnWb1Q24AAiQA5pGmmWfvluMFStWbNtW1VAdVAxKw9IwYgQHBz948KCKDFQMSsPSMGJ8k1wud+bkyamVLd8WHTqEv04ufs1iGDGACYAATGAYMXISqRiUOqGRilHM5ZoYGlq0amUnJbVYWnpcz56Jb1LZuaxRk0dJW0lL2UlJW0mPmjLq47uPtb5rCgUbrRiImJuXF52UNNrAwPPy5bcfPvDKuXzk57zPiboaNW3UtKirUR8/fOTxeXWxawrl22Lw+fzdu3d//Fjx21xvYiBieXn5nDlzYmNjhRMzMzNnzZqVmZlZRzulULCaYkybNu3Nmzdktj7FYDKZs2bNEnlNT01NNTY2Tk1NraOdUihYTTFmzZolGJiZikFpClAxKBQxUDEoFDH8lGIYGRlRMSh1ys8nRkpKyrRp0+gQOJQ65ecTo7i4OD4+vri4uI52SqHgzygGhVIPNHYxjI2NIyMj62j7FMrXqFZIyNy5cwsLCsnfeS/zupl3qwju44CmiWYN+mNUEyaTOXfu3Ojo6DraPoXyNb4hRtjdMH93/9H9Rx/ZcuRq4FVOOafgbYHiKEU4AXAaYDf0Hde3rLCuxODz+Z8+fSorq6vtUyhfo0oxypExgQG7AbwBToL0cOkPrz9wedwbV26473TX1dL1OepzN+QujeSj/HpUKUYZaplpAaeiV0THuR2zErP+W8r/+ooUyk/Ot8Qw1YKcSjFmd3z//H19FYxCaUioGBSKGKgYFIoYqBgUihioGBSKGETFyMnJKSkpqZihYlCaKqJiLFq0KCIiomKGikFpqoiKsXDhwvv371fMUDEoTRVRMWxtbekdg0IRFWOZzbK4h3EVM2U4bOYwKKwQQ95U/rOWbwrl1+U/Mfbt32ewwOB/Wv8bazzWYLZBakoq8nC66XQVSxVpU+mOVh0ZOozsjOwGLCuFUm/8J4bhLEO4BvAJ4AOAKURfjUbE0uJSVgbLYJzBy8iXxYXFfBogRWka/CeGxQILSKgcRdkeYq//N/5fcnIyj0dDaClNiM/FSKkUY9VnYlAoTQ2hRylTQ3AFuATgBzAWHt562IDFolAalv/EuH//vudBzwmaE5wWO3ke88zNy23AYlEoDYtoda3dIrv4uPgGKQqF0ngQFcPFxUVk2H0KpQkiKgafz+fzaZ0spanz3V9UolCaAlQMCkUMVAwKRQxUDApFDFQMCkUMVAwKRQxUDApFDFQMCkUMVAwKRQxUDApFDFQMCkUM/wc2TBCsGUsYAQAAAABJRU5ErkJggg==" width="347" /&gt; &lt;br /&gt;
&lt;div class="MsoNormal"&gt;&lt;span style="height: 150px; margin-left: 369px; margin-top: 50px; position: absolute; width: 150px; z-index: 12;"&gt;&lt;/span&gt;&lt;/div&gt;Notice how the price moved all the way up after breaking above the top of the rectangle. If we had a long order on top of the resistance level, we would've caught some pips on the trade! &lt;br /&gt;
&lt;span style="height: 150px; margin-left: 349px; margin-top: 123px; position: absolute; width: 150px; z-index: 14;"&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
11.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b style="mso-bidi-font-weight: normal;"&gt;A BEARISH PENNANT&lt;/b&gt; is formed during a steep, almost vertical, downtrend. After that sharp drop in price, some sellers close their positions while other sellers decide to join the trend, making the price consolidate for a bit. As soon as enough sellers jump in, the price breaks below the bottom of the pennant and continues to move down.&lt;br /&gt;
&lt;br /&gt;
&lt;a 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" 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" /&gt;&lt;/a&gt;&lt;img alt="" height="400" 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" width="378" /&gt; &lt;br /&gt;
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As you can see, the drop resumed after the price made a breakout to the bottom. To trade this chart pattern, we'd put a short order at the bottom of the pennant with a stop loss above the pennant. That way, we'd be out of the trade right away in case the breakdown was a fake out.&lt;br /&gt;
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&lt;span style="color: black;"&gt;12.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;BULLISH PENNANTS,&lt;/b&gt; just like its name suggests, signals that bulls are about to go a-chargin' again. This means that the sharp climb in price would resume after that brief period of consolidation, when bulls gather enough energy to take the price higher again. In this example, the price made a sharp vertical climb before taking a breather. I can hear the bulls stomping and revving up for another run!&lt;br /&gt;
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&lt;a 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" 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" /&gt;&lt;/a&gt;&lt;img alt="" height="400" 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" width="345" /&gt; &lt;br /&gt;
&lt;div class="MsoNormal"&gt;&lt;span style="height: 150px; margin-left: 355px; margin-top: 34px; position: absolute; width: 150px; z-index: 15;"&gt;&lt;/span&gt;&lt;/div&gt;Just like we predicted, the price made another strong move upwards after the breakout. To play this, we'd place our long order above the pennant and our stop below the bottom of the pennant to avoid fake outs.&lt;br /&gt;
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&lt;span style="color: black;"&gt;13.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;A SYMMETRICAL TRIANGLE&lt;/b&gt; is a chart formation where the slope of the price's highs and the slope of the price's lows converge together to a point where it looks like a triangle. What's happening during this formation is that the market is making lower highs and higher lows. This means that neither the buyers nor the sellers are pushing the price far enough to make a clear trend. If this were a battle between the buyers and sellers, then this would be a draw.&lt;br /&gt;
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" 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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;img alt="" height="311" 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" width="400" /&gt; &lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="height: 150px; margin-left: 415px; margin-top: 24px; position: absolute; width: 150px; z-index: 16;"&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/div&gt;In the chart above, we can see that neither the buyers nor the sellers could push the price in their direction. When this happens we get lower highs and higher lows.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style="color: black;"&gt;14.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b style="mso-bidi-font-weight: normal;"&gt;A ASCENDING TRIANGLE&lt;/b&gt; &lt;/span&gt;This type of formation occurs when there is a resistance level and a slope of higher lows. What happens during this time is that there is a certain level that the buyers cannot seem to exceed. However, they are gradually starting to push the price up as evident by the higher lows.&lt;br /&gt;
&lt;a 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" 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" /&gt;&lt;/a&gt;&lt;img alt="" height="287" 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" width="400" /&gt; &lt;br /&gt;
&lt;div class="MsoNormal"&gt;&lt;span style="height: 150px; margin-left: 427px; margin-top: 34px; position: absolute; width: 150px; z-index: 17;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
If we set our short order below the bottom of the triangle, we could've caught some pips off that dive. &lt;br /&gt;
&lt;span style="color: black;"&gt;&lt;br /&gt;
&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style="color: black;"&gt;15.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;As you probably guessed, &lt;b style="mso-bidi-font-weight: normal;"&gt;DESCENDING TRIANGLES&lt;/b&gt; are the exact opposite of ascending triangles (we knew you were smart!). In descending triangles, there is a string of lower highs which forms the upper line. The lower line is a support level in which the price cannot seem to break. However, in some cases the support line will be too strong, and the price will bounce off of it and make a strong move up.&lt;br /&gt;
&lt;a 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" 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" /&gt;&lt;/a&gt;&lt;img alt="" height="400" 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&lt;div class="MsoNormal"&gt;&lt;/div&gt;</description><link>http://andrenoidx.blogspot.com/2011/12/my-favourite-basic-chart-pattern.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkGdkSCJEQvMOdTS6sX4sucF1eiOHbw8dbW_W5KQ5iEfqGM3E3MUXhwOuJ-RKBmHgPoJrNdXQWlPjXrcBLCbQZjlGJc0VPIOuAIQADXt4jGnP0uEAU1QS97LKov90oxFBK1s0yIr73PWs/s72-c/chartpattern.png" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-6968941944255822931</guid><pubDate>Fri, 09 Dec 2011 06:34:00 +0000</pubDate><atom:updated>2011-12-09T14:34:35.267+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Candlestick</category><category domain="http://www.blogger.com/atom/ns#">Candlestick pattern</category><category domain="http://www.blogger.com/atom/ns#">Top reversal Candlestick pattern</category><title>Basic of Candlestick.</title><description>&lt;!--[if !mso]&gt; &lt;style&gt;
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&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;They &lt;b&gt;must&lt;/b&gt; be combined with other forms of technical analysis to really be useful. For example, when you see one of these patterns on the daily chart, move down to the hourly chart. Does the hourly chart agree with your expectations on the daily chart? If so, then the odds of a reversal increase.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;The following patterns are divided into two parts: Bullish patterns and bearish patterns. These are reversal patterns that show up after a pullback (bullish patterns) or a rally (bearish patterns).&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;br /&gt;
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" /&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-no-proof: yes;"&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Engulfing:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;This is my all time favorite candlestick pattern. This pattern consists of two candles. The first day is a narrow range candle that closes down for the day. The sellers are still in control of the stock but because it is a narrow range candle and volatility is low, the sellers are not very aggressive. The second day is a wide range candle that "engulfs" the body of the first candle and closes near the top of the range. The buyers have overwhelmed the sellers (demand is greater than supply). Buyers are ready to take control of this stock!&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Hammer:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt; As discussed on the previous page, the stock opened, then at some point the sellers took control of the stock and pushed it lower. By the end of the day, the buyers won and had enough strength to close the stock at the top of the range. Hammers can develop after a cluster of stop loss orders are hit. That's when professional traders come in to grab shares at a lower price.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Harami:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt; When you see this pattern the first thing that comes to mind is that the momentum preceding it has stopped. On the first day you see a wide range candle that closes near the bottom of the range. The sellers are still in control of this stock. Then on the second day, there is only a narrow range candle that closes up for the day. Note: Do not confuse this pattern with the engulfing pattern. The candles are opposite!&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Piercing:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt; This is also a two-candle reversal pattern where on the first day you see a wide range candle that closes near the bottom of the range. The sellers are in control. On the second day you see a wide range candle that has to close at least halfway into the prior candle. Those that shorted the stock on first day are now sitting at a loss on the rally that happens on the second day. This can set up a powerful reversal.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Doji&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;: The doji is probably the most popular candlestick pattern. The stock opens up and goes nowhere throughout the day and closes right at or near the opening price. Quite simply, it represents indecision and causes traders to question the current trend. This can often trigger reversals in the opposite direction.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt;Bearish Candlestick Patterns.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-no-proof: yes;"&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;You'll notice that all of these bearish patterns are the opposite of the bullish patterns. These patterns come after a rally and signify a possible reversal just like the bullish patterns.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Ok, now it's your turn! I'll let you figure out what is happening in each of the patterns above to cause these to be considered bearish. Look at each candle and try to get into the minds of the traders involved in the candle.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt;Kickers.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;img alt="" 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" /&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;There is one more pattern worthy of mention. A "kicker" is sometimes referred to as the most powerful candlestick pattern of all.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-no-proof: yes;"&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;You can see in the above graphic why this pattern is so explosive. Like most candle patterns there is a bullish and bearish version. In the bullish version, the stock is moving down and the last red candle closes at the bottom of the range.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Then, on the next day, the stock gaps open above the previous days high and close. This "shock event" forces short sellers to cover and brings in new traders on the long side.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;This is reversed in the bearish version.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"&gt;&lt;br /&gt;
&lt;/div&gt;</description><link>http://andrenoidx.blogspot.com/2011/12/basic-of-candlestick.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-5757018946975605622</guid><pubDate>Sat, 03 Dec 2011 08:45:00 +0000</pubDate><atom:updated>2011-12-03T16:45:56.319+08:00</atom:updated><title>Truly inspiring.</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/X5dgJwEvhrA?feature=player_embedded' frameborder='0'&gt;&lt;/iframe&gt;&lt;/div&gt;</description><link>http://andrenoidx.blogspot.com/2011/12/truly-inspiring.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-1007956688560191585</guid><pubDate>Sun, 27 Nov 2011 00:48:00 +0000</pubDate><atom:updated>2011-11-27T08:52:29.798+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">emotion trading</category><category domain="http://www.blogger.com/atom/ns#">Mental fitness FOREX</category><category domain="http://www.blogger.com/atom/ns#">Pshychology in trading</category><title>Mental Fitness For Traders.</title><description>&lt;span style="font-size: small;"&gt;I personally think this way every time I seat on my chair and watch those graphs; "I'm at war against my own emotion, not the market!". Read 'The art of War' from Sun Tzu, it will help you a lot!&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;My biggest challenge in trading is to keep the same winning mindset every single second. Losing&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;is part of the overall winning. Accept the loss, and wait for the next signal routinely. Most beginners wait for the next entry to revenge the previous loss and yet, making more losses.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;(Other challenge : Shark brokers and how not let them eat you alive. More on this later. There is one broker which still decline to process my withdrawal at almost $40,000 USD and it has been two months! All my middle fingers for them!)&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;In my first year in trading, I printed out some rule that I need to obey every time I put a position. (There's always 3 to 7 entry in a day). First few positions, I follow all the rules... Wait until I made my first loss in that day. I started to panic, hate the market and take on revenge. My emotions started take on my trading, the beautifully printed rules just now has became useless and margin call for that day! Tomorrow; New deposit to my trading account and the rules became useless again, again and again. I was pretty messed up, and honestly, YOU TOO! Lol! :p&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;You see, I have encountered lots of living soul who have given up in trading FOREX. You know what's their profession? They were engineer, lawyer, high rank government servant, morale teacher, math professor, business owner, super genius student &amp;amp; you name it! They loss in head, and the market eats them for lunch! It's the battle WE should win in the very first place!&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;-------------------------------------------------------------------------------------------------------------------------&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;Bill William's method is among the best method to set your mind to be the winning mind in trading. You can download his book here in my blog. Just keep scrolling down, and this is another good reading for you. ---&amp;gt;                              &lt;a class="normal12blue" href="http://www.ziddu.com/download/17549836/mental_fitness_for_traders.pdf.html"&gt;&lt;b&gt;http://www.ziddu.com/download/17549836/mental_fitness_for_traders.pdf.html&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;</description><link>http://andrenoidx.blogspot.com/2011/11/mental-fitness-for-traders.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-8819812714971885860</guid><pubDate>Wed, 23 Nov 2011 22:50:00 +0000</pubDate><atom:updated>2011-11-24T06:50:32.824+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">andrenoidx</category><category domain="http://www.blogger.com/atom/ns#">HotFOREX IB</category><category domain="http://www.blogger.com/atom/ns#">HotFOREX IB Malaysia</category><category domain="http://www.blogger.com/atom/ns#">HotFOREX.</category><category domain="http://www.blogger.com/atom/ns#">scalping</category><title>If you are using metatrader, this is the broker for you!</title><description>&lt;span style="font-size: x-large;"&gt;&amp;nbsp;Check it out here ---&amp;gt;&lt;a href="http://www.hotforex.com/?refid=8587" style="color: red;"&gt;HOTFOREX&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;Hot Forex is a worldwide &lt;a href="http://andrenoidx.blogspot.com/2010/07/forex-brokers-ecn-vs-stp-vs-ndd-vs-dd.html"&gt;STP/ECN&lt;/a&gt; online forex broker.&lt;br /&gt;
Headquartered in Mauritius and supported by our worldwide customer &lt;br /&gt;
management centers, &lt;a href="http://www.hotforex.com/?refid=8587" style="color: red;"&gt;HotForex&lt;/a&gt; offers Retail &amp;amp; Corporate Clients the &lt;br /&gt;
opportunity to access interbank bank spreads via state of the art &lt;br /&gt;
automated trading platforms.&lt;br /&gt;
Licensed and regulated by the Financial Services Commission &lt;br /&gt;
(FSC). Compliance Office based in Mauritius.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.hotforex.com/?refid=8587"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: red;"&gt;This is what they offer :&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;•Minimum deposit for Micro and Islamic accounts — only $25.&lt;br /&gt;
•Minimum deposit for Standard Accounts — only $500.&lt;br /&gt;
•Margin leverage from 1:1 up to 1:500.&lt;br /&gt;
•Free unlimited demo accounts available. It is risk free and cost you nothing.&lt;br /&gt;
•Islamic Account.&lt;br /&gt;
•Currenex Account. (SPREAD FROM 0.3 PIPS!)&lt;br /&gt;
•Only for HotForex clients! Tradesignals.com services for FREE.&lt;br /&gt;
•Straight Through Processing STP/ECN Broker - we are trading with you.&lt;br /&gt;
•Technical research and market news available regularly.&lt;br /&gt;
•Trade through Forex trading software - HotForex Metatrader Terminal.&lt;br /&gt;
•Web-based access to your Metatrader account.&lt;br /&gt;
•Trade Forex on the go - Mobile Forex Trading.&lt;br /&gt;
•Experienced and helpful support 24/5.&lt;br /&gt;
•Scalping and Expert Advisors Allowed.&lt;br /&gt;
•Bonuses on new accounts and existing accounts.&lt;br /&gt;
•Trading contests.&lt;br /&gt;
•PAMM accounts.&lt;/span&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: black;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span style="background-color: #674ea7;"&gt;ADVANTAGES :&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;• Straight Through Processing &lt;br /&gt;
• No Dealing desk&lt;br /&gt;
• Transparency of platform.&amp;nbsp; Real market execution&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;Straight forward process for opening live accounts&lt;br /&gt;
• Spreads as low as 0.3 pips&lt;br /&gt;
• Fast executions&lt;br /&gt;
• Automatic Deposit and Withdrawals system&lt;br /&gt;
• Best commissions program up to 60%&lt;br /&gt;
• Converting traffic from any Industry in all four Continents &lt;br /&gt;
like no other brokerage.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;• High rated customer service.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
---------------------------------------------------------------------------------------------------------------------&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-size: small;"&gt;For those who knew me, they know I took advantage of all 3 types of position; Long term, medium term and short term. It's a very tiring and time consuming to wait for medium term or long term trading to hit any of my Take Profit point (or very rare occasion, Stop Loss).&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;To fill the gap, I bag some cash with scalping technique. It fast, averagely below one hour to close the position, easy money and my most favorite technique. The take profit point, usually range between 5pip to 30 pip while stop loss, I consistently use 20pip safety precaution. (You never know what happens inside that ocean!). SCALPING IS VERY RISKY, NOT EVERYONE CAN WELL ADAPT WITH THIS TECHNIQUE.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;I have tried so many brokers before, and I must say, they are lots of brokers out there really want to see you loss! Not until 7 months ago when I registered live account with &lt;a href="http://www.hotforex.com/?refid=8587" style="color: red;"&gt;HotForex&lt;/a&gt;. The currenex account is being really helpful. With tight spread, I think I can have everything I want here. The 50% bonus offered is just another gift. ;)&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;Get a few minutes to explore their &lt;a href="http://www.hotforex.com/?refid=8587"&gt;website &lt;/a&gt;, and have a chat with their customer service. Click this link, and it will direct you to the website ---&amp;gt; &lt;a href="http://www.hotforex.com/?refid=8587"&gt;Link to Hotforex. &lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;Below is among my scalping screenshot. For personal reason, I have to hide some information there.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;The graph only shows the basic support, resistance and pivot level, which are very useful to be combined with my scalping technique. You can click the picture to resize. Happy pippin'!&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdrG4XwUxF9_d_jvJeT5MtPcC-nyGflb8pNk8ma-TXAVdRkXm2jUl_ME9ntWjbtk30dJsAKv6bn0ygITUrqYkjWbyRw098yG_eLuFWOkIDHktQFTxbqsm1RAiyX65gnrP5iGzhaZZI-lU/s1600/EUdoubletop.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdrG4XwUxF9_d_jvJeT5MtPcC-nyGflb8pNk8ma-TXAVdRkXm2jUl_ME9ntWjbtk30dJsAKv6bn0ygITUrqYkjWbyRw098yG_eLuFWOkIDHktQFTxbqsm1RAiyX65gnrP5iGzhaZZI-lU/s400/EUdoubletop.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;</description><link>http://andrenoidx.blogspot.com/2011/11/if-you-are-using-metatrader-this-is.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdrG4XwUxF9_d_jvJeT5MtPcC-nyGflb8pNk8ma-TXAVdRkXm2jUl_ME9ntWjbtk30dJsAKv6bn0ygITUrqYkjWbyRw098yG_eLuFWOkIDHktQFTxbqsm1RAiyX65gnrP5iGzhaZZI-lU/s72-c/EUdoubletop.png" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-8816528919870029377</guid><pubDate>Wed, 10 Nov 2010 21:41:00 +0000</pubDate><atom:updated>2010-11-11T05:48:48.856+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Alpari IB di Malaysia</category><category domain="http://www.blogger.com/atom/ns#">Autochartist Alpari</category><title>When Alpari's 'Autochart' comes in handy. :)</title><description>&lt;div class="TabTextContainer"&gt;Both beginners and experienced traders are concerned about the  right time to enter the market and when to close a position. Which  technical analysis patterns are appropriate to use? And, most  importantly, how does one trade effectively on Forex?&lt;br /&gt;
&lt;br /&gt;
Alpari offers a service which can help you answer these questions.  This service is Autochartist, which combines different methods of  classical and technical analysis and allows a trader to make use of it  without possessing in-depth knowledge of the sphere or spending hours at  the computer trying to make sense of patterns that are just forming.&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div style="clear: both; float: none;"&gt;Autochartist recognizes  technical analysis patterns on charts, assesses them and predicts future  market behavior, giving timely signals of any significant trends.&lt;/div&gt;&lt;div style="clear: both; float: none;"&gt;&lt;br /&gt;
&lt;/div&gt;You can use this service to confirm your trading results as well  as to develop your own approach to the market and your understanding of  methods of technical analysis.&lt;br /&gt;
&lt;br /&gt;
This service will alert me on development of certain pattern in different time frame. It's easier for me to plan any possible position, most of the time I use hedging technique. I love to hedge the position in trading, it's set and forget technique. Get your Automated Identification of Technical Analysis Patterns &lt;a href="http://www.alpari-forex.com/en/autochartist/?partner_id=96242"&gt;HERE&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
Here is one of my trades based on &lt;a href="http://www.alpari-forex.com/en/autochartist/?partner_id=96242"&gt;Autochartist&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhab4uSBn_IyYeBLlQ_PFfoKoA7nKFB51BPwxl-cim6rLRo8WDOUbr06e5BJyaxxlQIwVwEVN_xYOUmy3Q06uw_iEviLGoexAsrx5uoZWadJFcVZT62d5Tdg8FnaYRa9VfUSXxE0YnhTdY/s1600/Alpari+chart+pattern.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="189" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhab4uSBn_IyYeBLlQ_PFfoKoA7nKFB51BPwxl-cim6rLRo8WDOUbr06e5BJyaxxlQIwVwEVN_xYOUmy3Q06uw_iEviLGoexAsrx5uoZWadJFcVZT62d5Tdg8FnaYRa9VfUSXxE0YnhTdY/s320/Alpari+chart+pattern.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;This is &lt;a href="http://www.alpari-forex.com/en/autochartist/?partner_id=96242"&gt;Autochartist&lt;/a&gt; service from Alpari. It's a complete pattern. This service will alert you when certain pattern is emerging. I set all the pending order and went out for some shopping with my wife. ;)&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3WWmitjptLE8SgUpdOVvwK1HpXIQ8oqFVpTivvX_KS4whiDWKyAbgR95U5qjrSXulBCkaSUO8aDCkP5Q_aklIA4abW8ZkSEAXCJrtJ-f8nN6p6Oo9XQWlZBy8u6cO5sGDBmhQULo_ELc/s1600/GJ+15m.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3WWmitjptLE8SgUpdOVvwK1HpXIQ8oqFVpTivvX_KS4whiDWKyAbgR95U5qjrSXulBCkaSUO8aDCkP5Q_aklIA4abW8ZkSEAXCJrtJ-f8nN6p6Oo9XQWlZBy8u6cO5sGDBmhQULo_ELc/s320/GJ+15m.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
As in &lt;a href="http://www.alpari-forex.com/en/autochartist/?partner_id=96242"&gt;Autochartist&lt;/a&gt; shows the interval emerged in 15 minutes time frame, open up TF15m and look for the support and resistance. In the picture above, I may mistakenly wrote support at above and resistance at below. But, what the hell. I set 3 pending order as usual at resistance and set take profit with the most lot at first take profit (TP1), second most lot at TP2, and the least lot at TP3. So did for pending order sell.When I back home, I feel like I am actually get paid for shopping! Voila!~&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKqrBIrDx4wcOw2e1HI0_Zf5HMv7l9MCzYvJFit9W9gOdQDiDqrwKZcUyN2v618vuM6DBzRn_hH2jVbzc8lfFpQW6gUDO-89GlgcZik2hlzE2wxP3ZmQsjbpCg_BtH43WI7Z0WOkWsrRQ/s1600/GJ+H1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKqrBIrDx4wcOw2e1HI0_Zf5HMv7l9MCzYvJFit9W9gOdQDiDqrwKZcUyN2v618vuM6DBzRn_hH2jVbzc8lfFpQW6gUDO-89GlgcZik2hlzE2wxP3ZmQsjbpCg_BtH43WI7Z0WOkWsrRQ/s320/GJ+H1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;The image above shows I put TP 3 (for buy!) at bigger support in time frame 1 hour. The chart does not show any indicator as I want to keep my indicator stay hidden. Remember what Bill William said? "The best indicator is our two eyes." Happy trading! :)&lt;br /&gt;
&lt;br /&gt;
Register with &lt;a href="http://www.alpari-forex.com/?partner_id=96242"&gt;Alpari&lt;/a&gt; today and try this amazing service for free! Click &lt;a href="http://www.alpari-forex.com/?partner_id=96242"&gt;HERE&lt;/a&gt; for registration.</description><link>http://andrenoidx.blogspot.com/2010/11/when-alparis-autochart-comes-in-handy.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhab4uSBn_IyYeBLlQ_PFfoKoA7nKFB51BPwxl-cim6rLRo8WDOUbr06e5BJyaxxlQIwVwEVN_xYOUmy3Q06uw_iEviLGoexAsrx5uoZWadJFcVZT62d5Tdg8FnaYRa9VfUSXxE0YnhTdY/s72-c/Alpari+chart+pattern.jpg" width="72"/><thr:total>3</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-754526714016685794</guid><pubDate>Tue, 31 Aug 2010 08:53:00 +0000</pubDate><atom:updated>2010-08-31T16:53:35.021+08:00</atom:updated><title>Bought my first DSLR, Nikon D90.</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr1DMe1fmIDDYkudF-ZnCUbwFJoDrChMH-73KOIQjRYTyMm6tYa4XoIlZLbyFYXlIOEidxqXkg2H-hyyVPbzRq3F7Yg78f_bb0zkp4aRStg1TTr2fOQs5cjks4gHAXOla4YFeCyKMlOMo/s1600/P8300498.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr1DMe1fmIDDYkudF-ZnCUbwFJoDrChMH-73KOIQjRYTyMm6tYa4XoIlZLbyFYXlIOEidxqXkg2H-hyyVPbzRq3F7Yg78f_bb0zkp4aRStg1TTr2fOQs5cjks4gHAXOla4YFeCyKMlOMo/s320/P8300498.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span class="Apple-style-span" style="font-size: xx-large;"&gt;T&lt;/span&gt;ravelling has been my lifetime passion. Getting one of the best-suit-me DSLR is a bonus to me. I have Sony HDR - XR550 Handycam for video capturing, but, DSLR is something else. Saying it once is not enough,&amp;nbsp;SOMETHING ELSE. LOL!&lt;br /&gt;
&lt;br /&gt;
To be a good photographer, first we need to know from which view is the best to capture the object. The best view here is subjective. Looking from photographer view, has been always a better perception. It's not different from life. When you say, "this is the worst thing happened in my life...", well, look again, you might miss the best spot to view the matter. :)&lt;br /&gt;
&lt;br /&gt;
p/s : &lt;span class="Apple-style-span" style="color: purple;"&gt;Selamat menyambut hari Merdeka, Malaysia.&amp;nbsp;&lt;/span&gt;</description><link>http://andrenoidx.blogspot.com/2010/08/bought-my-first-dslr-nikon-d90.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr1DMe1fmIDDYkudF-ZnCUbwFJoDrChMH-73KOIQjRYTyMm6tYa4XoIlZLbyFYXlIOEidxqXkg2H-hyyVPbzRq3F7Yg78f_bb0zkp4aRStg1TTr2fOQs5cjks4gHAXOla4YFeCyKMlOMo/s72-c/P8300498.JPG" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-6402745654770516226</guid><pubDate>Sat, 21 Aug 2010 02:40:00 +0000</pubDate><atom:updated>2010-08-21T11:18:57.830+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Ramadhan wish</category><title>Happy Ramadhan 1431 Hijri / 2010</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRtGtDMN75H0O6R_rfe5K3dsCRd9Lahzf05RG1E-mcAuSMsLeqGtgAj9V8r-aFHiKHvnCi2EPNaURqCLgAtQpPfkPIF8l97MsND2gUY29fVe2tIJqy3n7txTEIvqXeGy5nitG2Tn4WEz4/s1600/ramadan_2010.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRtGtDMN75H0O6R_rfe5K3dsCRd9Lahzf05RG1E-mcAuSMsLeqGtgAj9V8r-aFHiKHvnCi2EPNaURqCLgAtQpPfkPIF8l97MsND2gUY29fVe2tIJqy3n7txTEIvqXeGy5nitG2Tn4WEz4/s400/ramadan_2010.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana, sans-serif;"&gt;&lt;span class="Apple-style-span" style="color: purple;"&gt;"And He gives you all that you ask Him : and if you count Allah’s favors, you will not able to number them...” The Holy Quran [ 14:3 ]&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Assalamu'alaikum (Peace be upon you) everyone.&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;My family and I wish you all for a happy and prosperous life on this Ramadhan and always.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;How about we spend for the whole month to chase all the chances to do all the good deeds. Helping the less fortunate one, do a lot of charity works, be a good child to our parents, be a good brother and sister, well, I don't have to list all the good deeds here as Allah S.W.T gave us lots of choices, chances and ability to do that. But remember, let all the good things we do kept only with us silently. HE is THE ALL KNOWING.&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;I started this post with a very meaningful phrase from The Holy Quran. When I learn about the law of attraction, the law of connection, the psychology of trader, art of war, how to be a success people or even how to get rich (I just quoted some of the idea or book that I like), I found that ALL this idea is in The Holy Quran, explained in the way Allah S.W.T wants HIS servant to learn. Bless for Muhammad Rasulullah, PBUH, HIS last messenger.&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;It kept coming to my head, for Allah S.W.T everything has the same value to HIM except the people who have the soul of taqwa. So, there is no different in value to Allah S.W.T, either it's Ferrari, Big Mansion, USD $90 billion worth of bonds, or the old broken lamp in the dumpster. Allah S.W.T is The Creator for everything. We could ask for everything in this world, HE gives us the way to get all that with certain ways, but in the end after we get it, we dare thank to other than HIM....?! All HE asked us, the servant, are only to worship HIM and nothing else, do what HE asked us to do, and leave everything HE asked us not to. &amp;nbsp;If, every breath we took in life here on earth (one of HIS planet), and HE charged $1 Euro, could we pay that??? That's only two pleasures, the ability to breath and&amp;nbsp;oxygen. I'm not talking about other pleasures, provided by Allah S.W.T The Merciful, like family, technology, knowledge, eyes, hands, sense, feeling, water, sun, air, food and all. What is right or wrong to us? Just because, other said it is right, so it's right? or because the majority believe it is wrong, so it's wrong? or what Allah S.W.T told us what is right and what is wrong? One of Allah's pleasure is our brain, now, feel free to use that.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;I've came to various blogs, condemning that Islam taught people to be terrorist. Oh my... This kind of people by far still unable to use the thing inside their head (It's call brain, got it?). Let's us use some logic;Muslim population.&amp;nbsp;There is a problem with the population part because different sources  show different numbers but at times vary greatly for instance &lt;a href="http://en.wikipedia.org/wiki/List_of_countries_by_Muslim_population" target="_blank"&gt;Wikipedia&lt;/a&gt; shows 1.57 billion Muslim population as an estimate for 2009&amp;nbsp;while &lt;a href="http://www.factbook.net/muslim_pop.php" target="_blank"&gt;http://www.islamicpopulation.com/ &lt;/a&gt;show a staggering number of 1.82 billion Muslim population in the world. The world population now is estimated 6.8 billion people. I rounded for easy calculation, 1 Muslim in every 6 people (1 : 6) and counting. Well, if Islam taught Muslim to terrorize the world, is this the same world we know it today? Or would I write this post and you read this inside some bunkers or something? Allah S.W.T The Loving, gives us 'Time' to be one of HIS pleasures. Every tick is an opportunity for us to learn. One of human best behavior is&amp;nbsp;curiosity, so keep learning, use all the senses you got. The first word in Quran&amp;nbsp;revelation&amp;nbsp;is&amp;nbsp;'READ'.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;I'm so grateful for a wonderful journey in life to Allah S.W.T The Generous. I ask only from YOU. Keep me as YOUR good servant.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;span class="Apple-style-span" style="color: purple;"&gt;Subhanallah. Alhamdulillah. La ila haillallah. Allahhuakbar.&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
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&lt;/div&gt;</description><link>http://andrenoidx.blogspot.com/2010/08/happt-ramadhan-1431-hijri-2010.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRtGtDMN75H0O6R_rfe5K3dsCRd9Lahzf05RG1E-mcAuSMsLeqGtgAj9V8r-aFHiKHvnCi2EPNaURqCLgAtQpPfkPIF8l97MsND2gUY29fVe2tIJqy3n7txTEIvqXeGy5nitG2Tn4WEz4/s72-c/ramadan_2010.jpg" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-4570231240983813183</guid><pubDate>Sun, 01 Aug 2010 21:09:00 +0000</pubDate><atom:updated>2010-11-11T05:44:06.107+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Alpari IB di Malaysia</category><category domain="http://www.blogger.com/atom/ns#">Alpari Malaysia</category><category domain="http://www.blogger.com/atom/ns#">IB Alpari Malaysia</category><category domain="http://www.blogger.com/atom/ns#">IB for ALPARI</category><category domain="http://www.blogger.com/atom/ns#">Introducer Alpari Malaysia</category><title>I am an official Introducing Broker (IB) for Alpari</title><description>Hi guys.&lt;br /&gt;
&lt;br /&gt;
I'm the official IB for &lt;a href="http://www.alpari-forex.com/?partner_id=96242"&gt;Alpari&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
You can check more about Alpari here at &lt;a href="http://www.alpari-forex.com/?partner_id=96242"&gt;www.Alpari-Forex.com&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
There are lots of reason why I trade with Alpari. The main reasons are :&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: purple;"&gt;&lt;b&gt;1. THERE IS NO RESTRICTION ON SCALPING AND HEDGING.&lt;/b&gt;&lt;/div&gt;&lt;div style="color: purple;"&gt;&lt;b&gt;2. ISLAMIC ACCOUNT/SWAP FREE ACCOUNT IS AVAILABLE.&lt;/b&gt;&lt;/div&gt;&lt;div style="color: purple;"&gt;&lt;b&gt;3. NON-DEALING DESK/ECN TRADING.&lt;/b&gt;&lt;/div&gt;&lt;div style="color: purple;"&gt;&lt;b&gt;4. LOW SPREAD.&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;5. REGULATED. &lt;/b&gt;&lt;/div&gt;&lt;br /&gt;
Anyone who register with me, I will provide with some very useful materials. ;) &lt;br /&gt;
&lt;br /&gt;
Skype me @ &lt;span style="color: blue;"&gt;Andrenoidx&lt;/span&gt; . &lt;br /&gt;
&lt;br /&gt;
=========================================================================&lt;br /&gt;
&lt;br /&gt;
Salam sejahtera.&lt;br /&gt;
&lt;br /&gt;
Kepada traders daripada Malaysia,&lt;br /&gt;
Saya adalah IB representative kepada broker Alpari.&lt;br /&gt;
&lt;br /&gt;
Sila add saya pada skype untuk apa-apa pertanyaan. ID Skype saya adalah Andrenoidx. &lt;br /&gt;
&lt;br /&gt;
Check out Alpari website :&amp;nbsp; &lt;a href="http://www.alpari-forex.com/?partner_id=96242"&gt;www.Alpari-Forex.com&lt;/a&gt;</description><link>http://andrenoidx.blogspot.com/2010/08/i-am-official-introducer-broker-ib-for.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-6631174726715061778</guid><pubDate>Fri, 30 Jul 2010 20:32:00 +0000</pubDate><atom:updated>2010-07-31T04:32:50.484+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Psychology in Trading</category><title>Good advice to all newbie; I mean all of us! =)</title><description>One of my colleagues sent me a very interesting email about how he starts his trading session with reading all these tips/advice first. Hope we can LEARN something here. I said "LEARN", not "COPY" am I clear enough? :) &lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: purple;"&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;&lt;div style="color: purple;"&gt;&lt;b&gt;MY DAILY GOALS&lt;/b&gt;&lt;/div&gt;1) Try to get at least 100pips and more&lt;br /&gt;
2) Take risk 5% each trade&lt;br /&gt;
3) Never change Stop Loss that I already setup&lt;br /&gt;
4) Break even or lock at +1 when in 20pips profit&lt;br /&gt;
5) Always put Trailing Stop after in profit condition&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: purple;"&gt;&lt;b&gt;MY VISION&lt;/b&gt;&lt;/div&gt;1) Discipline with my rules&lt;br /&gt;
2) Positive thinking&lt;br /&gt;
3) Positive mindset and attitude&lt;br /&gt;
4) Act with my own best interest&lt;br /&gt;
5) Responsibility the result taken&lt;br /&gt;
6) Learn to accept the risk&lt;br /&gt;
7) Mental flexibility (flow with the market and cut my losses)&lt;br /&gt;
8) Make myself available to take advantage of opportunity&lt;br /&gt;
9) Action on my belief&lt;br /&gt;
10) Remove negative charge mental (fear, pain, anger, frustration)&lt;br /&gt;
11) Don't afraid and hesitation&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: purple;"&gt;&lt;b&gt;MY GUIDELINE IN FOREX&lt;/b&gt;&lt;/div&gt;1) I objectively identify my edges&lt;br /&gt;
2) I predefine the risk of every trade&lt;br /&gt;
3) I completely accept risk or I am willing to let go of the trade&lt;br /&gt;
4) I act on my edges without hesitation&lt;br /&gt;
5) I pay myself as the market makes money available to me&lt;br /&gt;
6) I continually monitor my susceptibility for making errors&lt;br /&gt;
7) I understand absolute necessity of these principles of consistent success and therefore I never violate them&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: purple;"&gt;&lt;b&gt;MY PROBABILISTIC MINDSET&lt;/b&gt;&lt;/div&gt;1) Anything can happen&lt;br /&gt;
2) There is random distribution between wins and losses for any given set of variables that define an edge&lt;br /&gt;
3) An edge is nothing more than an indication of a higher probability of one thing happening over another&lt;br /&gt;
4) Every moment in the market is unique</description><link>http://andrenoidx.blogspot.com/2010/07/good-advice-to-all-newbie-i-mean-all-of.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-4699049860356480764</guid><pubDate>Fri, 23 Jul 2010 15:19:00 +0000</pubDate><atom:updated>2010-07-23T23:49:58.510+08:00</atom:updated><title>Broker... Broker... Broker...</title><description>&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDsAH0JrR_I-0YVCXE7s02huqF7gOc4dhS1nKoYsxzxwL10EFJtHYiC-BFY9WFnJKBGfAgw_XIBYNJ40yFL3vkFlpkgV7p-DhYyhMLwuIhwxAZrE0mincHi5gu7LjOAfoxdfhzJ9QmOlY/s1600/forex14.jpg"&gt;&lt;img style="MARGIN: 0px 10px 10px 0px; WIDTH: 287px; FLOAT: left; HEIGHT: 296px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5497126002334371442" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDsAH0JrR_I-0YVCXE7s02huqF7gOc4dhS1nKoYsxzxwL10EFJtHYiC-BFY9WFnJKBGfAgw_XIBYNJ40yFL3vkFlpkgV7p-DhYyhMLwuIhwxAZrE0mincHi5gu7LjOAfoxdfhzJ9QmOlY/s320/forex14.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color:#330033;"&gt;&lt;strong&gt;&lt;span style="font-size:180%;"&gt;Hi everyone!&lt;/span&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;How's 2010 been so far for you guys? It is my hope that you guys having a consistent profitable trade so far, could be double, triple or more your account than last year. It's been great for me too, life, business and trading. FYI, I've just married last June and now my wife shows a great enthusiasm to be a fulltime trader. Keep on working toward that, honey! ;)&lt;br /&gt;&lt;br /&gt;I got many emails, asking me about which FOREX broker that I use and which one I most likely recommended. I try to answer them all here at once. First, I need to emphasize here that Meta4 is the best reference platform so far, so I use Alpari's and ACM's for my graph reference. For trading, I'm using Oanda (www.Oanda.com)platform since last two years and Oanda has been a reliable broker for me, UNTILL I fall in love with a strategy calls 'Hedging'. As a U.S broker, Oanda tied with NFA (National Future Association) new rule, NO HEDGING! You can check that policy here :  http://www.nfa.futures.org/news/newsNotice.asp?ArticleID=2273&lt;br /&gt;&lt;br /&gt;To execute the position, I highly recommend to use any broker with ECN (Electronic Communication Network) or STP (Straight Through Processing) so it wont be any requote problem. I will discuss this matter in next post. By the way I never use instant execution to open position, I only use instant execution to cut loss.&lt;br /&gt;&lt;br /&gt;Yeah, there is a loop hole for NFA rule, to hedge the position by using two different accounts. One account for buy, and another for sell, but that also means I need to split up my capital, and there it goes margin calculation all the way. I found that, using this way makes me not really interested to hedging. One solution now is LOOKING FOR ANOTHER BROKER.&lt;br /&gt;&lt;br /&gt;I started to list down main criterias : &lt;span style="color:#6600cc;"&gt;Islamic account (No Swap), Regulated by government body, PayPal or Credit/Debit card transaction, Outstanding Client Service(Oanda has been so great at this), NDD (Non-Dealing Desk), no restriction to hedging and scalping, low spread and ECN or STP brokers.&lt;/span&gt; So far, some brokers caught my attention, they are Alpari, ACM, Instaforex, &amp;amp; Marketiva.&lt;br /&gt;&lt;br /&gt;Starting on May 3rd, I give myself three months try out with real account for all four brokers. By the end of this try out, I will pick one broker. For now, Alpari, ACM and Marketiva have been great. But, let's see how thing is going on for another month. :)&lt;/span&gt;</description><link>http://andrenoidx.blogspot.com/2010/07/broker-broker-broker.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDsAH0JrR_I-0YVCXE7s02huqF7gOc4dhS1nKoYsxzxwL10EFJtHYiC-BFY9WFnJKBGfAgw_XIBYNJ40yFL3vkFlpkgV7p-DhYyhMLwuIhwxAZrE0mincHi5gu7LjOAfoxdfhzJ9QmOlY/s72-c/forex14.jpg" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-7517350346007104601</guid><pubDate>Sat, 09 Jan 2010 21:43:00 +0000</pubDate><atom:updated>2010-08-21T10:37:27.315+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Happy new year 2010</category><title>Happy New year everyone! May 2010 gives us more opportunities to make money. ;-)</title><description>&lt;div style="text-align: left;"&gt;&lt;link href="file:///C:%5CUsers%5CTHEMIL%7E1%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_filelist.xml" rel="File-List"&gt;&lt;/link&gt;&lt;link href="file:///C:%5CUsers%5CTHEMIL%7E1%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_themedata.thmx" rel="themeData"&gt;&lt;/link&gt;&lt;link href="file:///C:%5CUsers%5CTHEMIL%7E1%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_colorschememapping.xml" rel="colorSchemeMapping"&gt;&lt;/link&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;style&gt;
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&lt;span style="font-size: 100%;"&gt;&lt;b&gt;Hi there&lt;/b&gt;! &lt;br /&gt;
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How's 2009 for you guys? I hope to those who already trade the real account reached the profit target, and to those who still in demo account or new in FOREX, keep it up and all the best in trading for 2010. &lt;br /&gt;
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2009 has been a great year for me. FOREX has given me the unimaginable things (At least it's to me few years back!) ; Freedom of time, financial freedom, positive thought, strong mind set, expanding my circle, and the life which I really grateful. Thank you Almighty God! &lt;br /&gt;
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I still remember when I was new to FOREX, I spend the whole day and night researching about 'what is FOREX?'. I just like a kid who just find out what the video game is. This process continued for the whole month and then for the whole semester in university. I have been to some Forex mentor classes and I must say, most of them are making money from the class instead the trading itself! Don't fall for these scammers. &lt;br /&gt;
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Most of the knowledge I gained are from some forum sites which give me lots of useful knowledge, updates and a place where I can discuss all the matters with others. I have spent countless hours reading from my PC's monitor and to me at that time, sleeping is only waste of time. Most of the time, I wake up with a headache. &lt;br /&gt;
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I have traded with lots and lots of strategies or systems or not to forget, the robot! Some are very profitable in a good market move and then the disaster comes; swipe all my money in the bad move. The consistency of the system has always be an issue for me at that time. I changed my trading systems frequently. The process of testing all the systems has taken for almost a year for me. I call that year as ' the year which I actually learn something!'. &lt;br /&gt;
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After a while, with all the bad thought started to come, I make a move on the chapter of psychology, which the chapter I always avoid to read. This is when I found Bill William's book. Then slowly I realize that psychology is the most important factor to win the trade. I learn how to combine the right psychology with the right trading system can be very profitable. &lt;b&gt;&lt;span style="color: #6600cc;"&gt;Good psychology (Emotion) + Good money management + Good trading system = Lethal combination!&lt;/span&gt;&lt;/b&gt; &lt;br /&gt;
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I think of myself, I'm lucky enough to live in Malaysia. Tokyo open is at 8am here, London open is at 4pm and New York open is at 8pm. FYI, I make most money at all the three market open and you can bet I can sleep soundly at night. &lt;br /&gt;
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Today, I glad to say, I finally live my life. I have a strict financial target which usually goes like this; "This year alone I'm going to make $---,---.-- and if not, I better think about 9 to 5 job.". I will do everything within my power to reach the target. At the moment I allocate some of my fortune investing in some conventional businesses and properties under my company 'Think Big Enterprise'. Reading 'Rich dad, poor dad' really open my mind about the importance of financial knowledge. Whatever businesses that I'm currently involve, trading the currency market has always been my passion. Yes, it has been less interesting nowadays for me, but hey, I can make money every single day now!&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;Borrowing the words of wisdom from Robert T. Kiyosaki : &lt;span style="font-size: 100%;"&gt;&lt;span style="color: #6600cc; font-style: italic; font-weight: bold;"&gt;"It is not real estate, stocks, mutual funds, businesses, or money that makes a person rich. It is information, knowledge, and know-how, a.k.a financial intelligence, that makes one wealthy."&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-size: 100%;"&gt; &lt;br /&gt;
p/s : To those who still doesn't know : Since I already use Trader's Log software (handy one!), I record all my trades there and not really has the enthusiasm to update my trade here in this blog anymore. I'm thinking of changing this blog's title to my life as a trader. For personal reason, I put some pictures of my life in 2009. It reminds me of how wonderful the life can be. The weekend car, close buddies, my first condo, and my girlfriend who stands by me through thick and thin all this time. Great GOD, thank you!&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="color: #33cc00; font-size: 100%;"&gt;&lt;b&gt;Have a good day everyone!&lt;/b&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;div style="text-align: left;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0fTyW-ugzQSaGFlXexbrIR4DdnBgo7T-taW5cKcBUgmVWwfbd1F9W-T1uSvrX7iLJVSJmQ7FLCwhxKNh5tKWznsRGzVWji-Tch4v5EqxEmJE9OZbBQ-GgiwkAx2p4rgTG5_Mh0DxnYyw/s1600-h/PC310355.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5424883726766648914" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0fTyW-ugzQSaGFlXexbrIR4DdnBgo7T-taW5cKcBUgmVWwfbd1F9W-T1uSvrX7iLJVSJmQ7FLCwhxKNh5tKWznsRGzVWji-Tch4v5EqxEmJE9OZbBQ-GgiwkAx2p4rgTG5_Mh0DxnYyw/s320/PC310355.JPG" style="cursor: pointer; float: right; height: 187px; margin: 0pt 0pt 10px 10px; width: 255px;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;div style="text-align: left;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV0LaFepNWL_D5zpsCkhIrOhHZZHsla1vuzAnvbWxQzElp8zjKZVNl55bx6RVCE4EBHzMtLV0EigKLSywDzMEv2chYCckYQeCy-1AN_pKhHtvloj8UVDSj_vOmN5F96JcBGissW2fcLrY/s1600-h/PC310379.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5424884198278113666" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV0LaFepNWL_D5zpsCkhIrOhHZZHsla1vuzAnvbWxQzElp8zjKZVNl55bx6RVCE4EBHzMtLV0EigKLSywDzMEv2chYCckYQeCy-1AN_pKhHtvloj8UVDSj_vOmN5F96JcBGissW2fcLrY/s320/PC310379.JPG" style="cursor: pointer; float: left; height: 195px; margin: 0pt 10px 10px 0pt; width: 260px;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: right;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBP_DIkF2jGEiI4KP5eJRQ-yJSALllo6N9e_hFXh-8G_JBUNU5nPVUmeKxnfe7iBSGRUq-0hkcdj-3LJRJLEU9bh8ON5vARpkp0eZJG-FRmV3KLeltsooEH-iJyJowCJc2Gk6_D9JeK1k/s1600-h/Myguest+room.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5424883530659670738" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBP_DIkF2jGEiI4KP5eJRQ-yJSALllo6N9e_hFXh-8G_JBUNU5nPVUmeKxnfe7iBSGRUq-0hkcdj-3LJRJLEU9bh8ON5vARpkp0eZJG-FRmV3KLeltsooEH-iJyJowCJc2Gk6_D9JeK1k/s320/Myguest+room.jpg" style="cursor: pointer; float: left; height: 190px; margin: 0pt 10px 10px 0pt; width: 274px;" /&gt;&lt;/a&gt;&lt;/div&gt;</description><link>http://andrenoidx.blogspot.com/2010/01/happy-new-year-everyone-may-2010-gives.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEianU5ZJCd13Y6XevWKwi8gJKMRG8afpaqGPyVUwn39gjBwqnU25Go2cm_bTm067JvEa4Y1BHeEXmhy-rni5NWWWyVkYnT6lASl6PRn2ZVigJQZs_SMAqNUFmncLHBSkm7QMrdBQUoklRc/s72-c/PC280303.JPG" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-8784915664628843535</guid><pubDate>Mon, 28 Sep 2009 01:10:00 +0000</pubDate><atom:updated>2009-09-28T09:22:53.585+08:00</atom:updated><title>Selamat Hari Raya Aidilfitri! :D</title><description>&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Qr7g35xEGhYrZYviRzlll4HIMnsvpmyv8W2HbHuohYZ5Opex8gZUfyuhPgB7TuC5SD77iZMNx0__O3ZaeYuzCf47i0Lrbs7cg8pKK1a_de5nHf75wNYYFYelpgdbtjdtWneuGzFdqQE/s1600-h/P9190244.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Qr7g35xEGhYrZYviRzlll4HIMnsvpmyv8W2HbHuohYZ5Opex8gZUfyuhPgB7TuC5SD77iZMNx0__O3ZaeYuzCf47i0Lrbs7cg8pKK1a_de5nHf75wNYYFYelpgdbtjdtWneuGzFdqQE/s400/P9190244.jpg" alt="" id="BLOGGER_PHOTO_ID_5386321961543526050" border="0" /&gt;&lt;span style="font-family: trebuchet ms; color: rgb(51, 0, 153);font-size:180%;" &gt;Happy Eid Fitr everyone!&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Qr7g35xEGhYrZYviRzlll4HIMnsvpmyv8W2HbHuohYZ5Opex8gZUfyuhPgB7TuC5SD77iZMNx0__O3ZaeYuzCf47i0Lrbs7cg8pKK1a_de5nHf75wNYYFYelpgdbtjdtWneuGzFdqQE/s1600-h/P9190244.jpg"&gt;&lt;/a&gt;</description><link>http://andrenoidx.blogspot.com/2009/09/selamat-hari-raya-aidilfitri-d.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Qr7g35xEGhYrZYviRzlll4HIMnsvpmyv8W2HbHuohYZ5Opex8gZUfyuhPgB7TuC5SD77iZMNx0__O3ZaeYuzCf47i0Lrbs7cg8pKK1a_de5nHf75wNYYFYelpgdbtjdtWneuGzFdqQE/s72-c/P9190244.jpg" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-2416433733643779906</guid><pubDate>Sat, 01 Aug 2009 23:05:00 +0000</pubDate><atom:updated>2009-08-02T07:32:54.930+08:00</atom:updated><title>Strategies under development.</title><description>I'm in a process of researching, testing and developing some other trading strategies to make my trading time more organized, routine and very very profitable. So, I can have more time get my ass out of my room. I already gathered lots of crucial informations and statistical based data from all my gurus and managed to short list some key points regarding timing, suitable indicators, and currencies. After all, I need to claim my reward from all the books I read.. and I must say, investing in knowledge is the best investment!  Now, it's time to gain a bonus of knowing the fundamental of FOREX. Trade like the Big Boys! ;)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvTRyWDnFskV7VCLCIktPzA9X7avW2PmPvt1BDdpFQQIbnU4Z6Lo3Qr90e3IyPGAu1f_G-r6obBbs2godw0HtfsURhAC34a9hdKdfjQuS1io2ryMAe0VnBqmb79V78OAm6cJi_lVYN69I/s1600-h/Andre+car.JPG"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvTRyWDnFskV7VCLCIktPzA9X7avW2PmPvt1BDdpFQQIbnU4Z6Lo3Qr90e3IyPGAu1f_G-r6obBbs2godw0HtfsURhAC34a9hdKdfjQuS1io2ryMAe0VnBqmb79V78OAm6cJi_lVYN69I/s400/Andre+car.JPG" alt="" id="BLOGGER_PHOTO_ID_5365141531374298274" border="0" /&gt;&lt;/a&gt;</description><link>http://andrenoidx.blogspot.com/2009/08/strategies-under-development.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvTRyWDnFskV7VCLCIktPzA9X7avW2PmPvt1BDdpFQQIbnU4Z6Lo3Qr90e3IyPGAu1f_G-r6obBbs2godw0HtfsURhAC34a9hdKdfjQuS1io2ryMAe0VnBqmb79V78OAm6cJi_lVYN69I/s72-c/Andre+car.JPG" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-7790164302615362453</guid><pubDate>Sat, 18 Jul 2009 22:44:00 +0000</pubDate><atom:updated>2009-07-19T07:32:45.214+08:00</atom:updated><title>Trade review from 13th - 15th July.</title><description>Last week (13th-17th of July), was a really profitable week for me. I'm so exited to review my trade here. Remember, I only review this with primary purpose of my own revision. I also made several losses, mostly from Wiseman 1 signal and with a very strict money management, I'm able to minimize my loss and maximize my profit.&lt;br /&gt;&lt;br /&gt;This is GBP/JPY 4 hour timeframe.&lt;br /&gt;&lt;br /&gt;As you can see, GJ TF4h shows a consistent upward move after Wiseman 2 appeared. The 1st Wiseman 1 signal (3rd downward fractal from your right) hit my 5 bar stop loss. Then another signal appeared which was can be both Wiseman 1 &amp;amp; Wiseman 2 appeared at the same time than you can see in third candlestick before the upward green arrow. It's a pretty strong indication of reverse move after two weeks of bearish market in GJ TF4h.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN3GHgs2CotV5LGdqx2Yw0wFRunXUMnbjCsy01iEcsSQ1dicbFUFsiiqRecIOwmqKNllgVYpvokCtpEXvJb4CiB5euQOiiasstXg56bxqdR5w11RTldsBfcO8eWuNzv2kVG59aeeIv4AA/s1600-h/gj+16+july+tf4h.gif"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 400px; height: 234px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN3GHgs2CotV5LGdqx2Yw0wFRunXUMnbjCsy01iEcsSQ1dicbFUFsiiqRecIOwmqKNllgVYpvokCtpEXvJb4CiB5euQOiiasstXg56bxqdR5w11RTldsBfcO8eWuNzv2kVG59aeeIv4AA/s400/gj+16+july+tf4h.gif" alt="" id="BLOGGER_PHOTO_ID_5359937689815775314" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;These are GBP/JPY 1 hour time frame, with and without pivot level indicator.&lt;br /&gt;&lt;br /&gt;As I make more money using Wiseman 3 as it consistent with the cliche; "Trade with trend" and "Trend is your friend", the best and most of my entry points are took in a smaller time frame, usually 15 minutes or 30 minutes time frame. So, you can see the point why am I using daily pivot level to indicate support and resistance level in a larger time frame.&lt;br /&gt;&lt;br /&gt;I make most profit from Wiseman 2 here. ;)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJLZNkw3VAwiM05meKL9Olv27E5mPa61RQbCL4G7Xsl6yUEMdQkWcOiAc-1BSIBjYPgQOFf0sU_E4XaXHSXhSXw0ocbhRzkEuESrtv6-Raa7Hq5adKyKRJab7sCZnymcM7IacRvrOd_Rg/s1600-h/gj+16+july.gif"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 400px; height: 234px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJLZNkw3VAwiM05meKL9Olv27E5mPa61RQbCL4G7Xsl6yUEMdQkWcOiAc-1BSIBjYPgQOFf0sU_E4XaXHSXhSXw0ocbhRzkEuESrtv6-Raa7Hq5adKyKRJab7sCZnymcM7IacRvrOd_Rg/s400/gj+16+july.gif" alt="" id="BLOGGER_PHOTO_ID_5359941284604524722" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgBnV2KbHljxOmp6wguXa_nsZdgXhejqv5Da3NcCyilf1G_3WDiLiiztlRvAW2mFQNz8Z3gaWg2AYsJBj8eKXbdnNi0bL5tflZOVwLqTCQvpV2iV6M6g5K4wKfkvaLShrfxO8vMoYq3W8/s1600-h/gj+16+july+clear+1h.gif"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 400px; height: 234px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgBnV2KbHljxOmp6wguXa_nsZdgXhejqv5Da3NcCyilf1G_3WDiLiiztlRvAW2mFQNz8Z3gaWg2AYsJBj8eKXbdnNi0bL5tflZOVwLqTCQvpV2iV6M6g5K4wKfkvaLShrfxO8vMoYq3W8/s400/gj+16+july+clear+1h.gif" alt="" id="BLOGGER_PHOTO_ID_5359941429821286258" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Below is GBP/JPY 30 minutes timeframe.&lt;br /&gt;&lt;br /&gt;Well, there were 11 Wiseman 3 signals appeared which you can see as the upward fractal in the graph.&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY_qxVRdsYPG-Y7Dl8Itct5bE4Gsg9jqHbL2uuON7FD635uCaUYWuQ2C8-7AxLDHrVhwFtfjOfAekdw4M36gFg3725lZYsXSCv3-UqMBqjX-uPJ4GNRktIJcsSOGae8iTmq1RNjizAjeU/s1600-h/gj+16+july+tf30.gif"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 400px; height: 234px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY_qxVRdsYPG-Y7Dl8Itct5bE4Gsg9jqHbL2uuON7FD635uCaUYWuQ2C8-7AxLDHrVhwFtfjOfAekdw4M36gFg3725lZYsXSCv3-UqMBqjX-uPJ4GNRktIJcsSOGae8iTmq1RNjizAjeU/s400/gj+16+july+tf30.gif" alt="" id="BLOGGER_PHOTO_ID_5359943356052114338" border="0" /&gt;&lt;/a&gt;</description><link>http://andrenoidx.blogspot.com/2009/07/trade-review-from-13th-15th-july.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN3GHgs2CotV5LGdqx2Yw0wFRunXUMnbjCsy01iEcsSQ1dicbFUFsiiqRecIOwmqKNllgVYpvokCtpEXvJb4CiB5euQOiiasstXg56bxqdR5w11RTldsBfcO8eWuNzv2kVG59aeeIv4AA/s72-c/gj+16+july+tf4h.gif" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-3472647837794584197</guid><pubDate>Wed, 17 Jun 2009 22:12:00 +0000</pubDate><atom:updated>2009-06-18T06:56:20.388+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Forex Analysis</category><category domain="http://www.blogger.com/atom/ns#">GBPJPY Analysis</category><title>Trade review on 16th-17th June. GBP/JPY.</title><description>It's been a while since my last update. I try my best to keep this blog updated. I feel sorry for myself.&lt;br /&gt;&lt;br /&gt;I just come back to my place last Monday from my 2 weeks vacation, and no trade from last two weeks. I started to trade on 17th (Wednesday) and I miss a very good opportunity to set a pending order for Wiseman 1 on Monday in 4 hour and Daily time frame.&lt;br /&gt;&lt;br /&gt;This is Daily chart which I miss a wiseman 1 signal which appeared on Monday.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhStcgzGbeWXwcmt6N70SEVYBAsVYNCJyG6zeHYjuYFp57-cgyqZIZeu30NQjGHUgRS2-TWKAz3tHhJQRg3mrlRw7OPOYq6MMvhSsx2d4jBeCjeeUWhgQQ4Nz8gWZla5ARZGT2YIMejvvw/s1600-h/gj17jun1d.gif"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 400px; height: 234px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhStcgzGbeWXwcmt6N70SEVYBAsVYNCJyG6zeHYjuYFp57-cgyqZIZeu30NQjGHUgRS2-TWKAz3tHhJQRg3mrlRw7OPOYq6MMvhSsx2d4jBeCjeeUWhgQQ4Nz8gWZla5ARZGT2YIMejvvw/s400/gj17jun1d.gif" alt="" id="BLOGGER_PHOTO_ID_5348425132849639618" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;This is 4 hour chart which shows the downward movement since last Friday (June 12th)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif14rwgGryPmu6NZSWLAc6sO3jsE7aFLzFpQIxWt7V_yuW3yyqhuoZCHYANQsuBmuvy0qbeWWEZY2Xy12mHqhCKQsk0L0buEQeSbhus1vMqAkVNo1u7RokFgskj2O-F-72W59DuxBBeFg/s1600-h/gj17jun4h.gif"&gt;&lt;img style="cursor: pointer; width: 400px; height: 234px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif14rwgGryPmu6NZSWLAc6sO3jsE7aFLzFpQIxWt7V_yuW3yyqhuoZCHYANQsuBmuvy0qbeWWEZY2Xy12mHqhCKQsk0L0buEQeSbhus1vMqAkVNo1u7RokFgskj2O-F-72W59DuxBBeFg/s400/gj17jun4h.gif" alt="" id="BLOGGER_PHOTO_ID_5348425785331537138" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;This is 1 hour chart which shows the market condition which is not good for trading as the bars are in and close to alligator's mouth. I personally prefer to trade using 1 hour time frame, but with this market condition, I have to look on other time frame.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBfr_P41Hf7Ljj8C_8RZuaIJKKJyRnBeJ3i_QF7-DVxgZT1UVJNJh3CAtURdKwi_MdmOsFyzROpMaQQ-QiCCIFNvax2nbX3qIUMkfieCCTh6pTe7pplijRpJq_gO13XwEzCqnnupM220A/s1600-h/gj17junmarketcondition.gif"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 400px; height: 234px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBfr_P41Hf7Ljj8C_8RZuaIJKKJyRnBeJ3i_QF7-DVxgZT1UVJNJh3CAtURdKwi_MdmOsFyzROpMaQQ-QiCCIFNvax2nbX3qIUMkfieCCTh6pTe7pplijRpJq_gO13XwEzCqnnupM220A/s400/gj17junmarketcondition.gif" alt="" id="BLOGGER_PHOTO_ID_5348427536499119202" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;I decided to trade using 15 minute time frame which is giving me more potential opportunities to make order. As you can see, I take out more pips using wiseman 1 and wiseman 2 rather than both wiseman 3 signals.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM9EbHqY3sdfmAsq-U8u_KiRt03qXSLmhi-OD60E54SYXH428lHHt5j2ezOl6HiYWchhs67r55WIYBsXa5BRwbgCs9KfJNxcwRChHvbcSfZC6Gwm2mOHknTxehipTH2lt_bHCi9o2jq2w/s1600-h/gj17jun.gif"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 400px; height: 234px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM9EbHqY3sdfmAsq-U8u_KiRt03qXSLmhi-OD60E54SYXH428lHHt5j2ezOl6HiYWchhs67r55WIYBsXa5BRwbgCs9KfJNxcwRChHvbcSfZC6Gwm2mOHknTxehipTH2lt_bHCi9o2jq2w/s400/gj17jun.gif" alt="" id="BLOGGER_PHOTO_ID_5348428929396417858" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;I did make some money yesterday, and hopefully this downward condition to continue. I was only trade GBP/JPY as it's the only pair with a clear trend in 4 hour timeframe. Happy trading! =)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxWheOGejpNRkX4xepTRsGs19TOtqV2q_c5895IfyxpsMql-D0f2PwXqoiDO1lzRraIbpTpnwswr13JaMMvc-Z64rLhPJUgbRGJYiDtMplPKdpQIaPbU__NClaGTe1EWSPv2M1RwYJWO4/s1600-h/Vacation.JPG"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxWheOGejpNRkX4xepTRsGs19TOtqV2q_c5895IfyxpsMql-D0f2PwXqoiDO1lzRraIbpTpnwswr13JaMMvc-Z64rLhPJUgbRGJYiDtMplPKdpQIaPbU__NClaGTe1EWSPv2M1RwYJWO4/s400/Vacation.JPG" alt="" id="BLOGGER_PHOTO_ID_5348433319896498178" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9jmxeoh7A_gx7mZZjmhsD9zeuxl2hsZHLwOVC-t1QU8X5C9K0L4MRl33HfnA0QyAYsJNGw3IavYwNfXyggE0oNc7Q79JNW8K5t6SL7d4geidhkhM3AdYtWSslXh6MR7rS81aZRT6mcD0/s1600-h/Vacation.JPG"&gt;&lt;br /&gt;&lt;/a&gt;</description><link>http://andrenoidx.blogspot.com/2009/06/trade-review-on-16th-17th-june-gbpjpy.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhStcgzGbeWXwcmt6N70SEVYBAsVYNCJyG6zeHYjuYFp57-cgyqZIZeu30NQjGHUgRS2-TWKAz3tHhJQRg3mrlRw7OPOYq6MMvhSsx2d4jBeCjeeUWhgQQ4Nz8gWZla5ARZGT2YIMejvvw/s72-c/gj17jun1d.gif" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-2243172213521635406</guid><pubDate>Sat, 02 May 2009 21:11:00 +0000</pubDate><atom:updated>2009-05-03T05:54:24.440+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Forex Analysis</category><category domain="http://www.blogger.com/atom/ns#">GBPJPY Analysis</category><title>Trade review on the last week of April. (27th - 1st of May)</title><description>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio_S7CpC5RHvKZTiZXK70I8jTdv8210UIGqtOh7scLM6ngW99kmMI1EyL5iv96FWNd_ZiFgDkp0W18-Z1ixNWmWXO6WDtEslThSNJwliv5me0XAtvWzpzuWkqIWHAYmSnWbHLJKT0wuWM/s1600-h/gjreview.gif"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 559px; height: 305px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio_S7CpC5RHvKZTiZXK70I8jTdv8210UIGqtOh7scLM6ngW99kmMI1EyL5iv96FWNd_ZiFgDkp0W18-Z1ixNWmWXO6WDtEslThSNJwliv5me0XAtvWzpzuWkqIWHAYmSnWbHLJKT0wuWM/s400/gjreview.gif" alt="" id="BLOGGER_PHOTO_ID_5331342836680643170" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;I only trade GBP/JPY for last week as it was the only pair with a market condition fits with my criteria. (EU also made a good move by the way.) Usually, I will close all orders on Friday, but not this time. I put all the stop loss @ 147.116. Let's see what will happen on this coming Monday either it will hit the stop loss or continue the trend.&lt;br /&gt;&lt;br /&gt;All my pending orders were made on TF1h and referring to TF4h. (Most of all to avoid the whipsaw!) I also was trying to assimilate wave reading in my trade and probably in TF1h, from 28th of April to 1st of May, it's in 5th wave.&lt;br /&gt;&lt;br /&gt;I move the Stop Loss to the next bar chart with downward fractal that touch the green line or also called the lip of Alligator. It slightly broke my own rule but I have the nerve of steel. =)&lt;br /&gt;&lt;br /&gt;The result if the price hit Stop Loss so far :&lt;br /&gt;&lt;br /&gt;Wiseman 1 : 723 pips&lt;br /&gt;Wiseman 2 : 596 pips&lt;br /&gt;1st Wiseman 1 : 438 pips&lt;br /&gt;2nd Wiseman 1 : 343 pips.&lt;br /&gt;&lt;br /&gt;Total : You do the math! =)</description><link>http://andrenoidx.blogspot.com/2009/05/trade-review-on-last-week-of-april-27th.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio_S7CpC5RHvKZTiZXK70I8jTdv8210UIGqtOh7scLM6ngW99kmMI1EyL5iv96FWNd_ZiFgDkp0W18-Z1ixNWmWXO6WDtEslThSNJwliv5me0XAtvWzpzuWkqIWHAYmSnWbHLJKT0wuWM/s72-c/gjreview.gif" width="72"/><thr:total>4</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-7896619507222111858</guid><pubDate>Tue, 28 Apr 2009 16:13:00 +0000</pubDate><atom:updated>2009-07-27T13:10:44.039+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Forex Money Management</category><category domain="http://www.blogger.com/atom/ns#">Trading Chaos Money Management</category><title>Money Management For Trading Chaos System</title><description>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhby6ZV6UzDBxeK2JpN3RqrHhZQMtl8S0GeaXsUIrBR5onLRJ1ByrlgHtS_7prEeBm6G4zBCSw4nuH77qb7P1VJf1tv1ZznlvoUBKcM0NgJZGF17r_cTDT0oY3Afl5aqKx1y5zl3R9XQ48/s1600-h/Money+Management+Forex.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 367px; height: 359px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhby6ZV6UzDBxeK2JpN3RqrHhZQMtl8S0GeaXsUIrBR5onLRJ1ByrlgHtS_7prEeBm6G4zBCSw4nuH77qb7P1VJf1tv1ZznlvoUBKcM0NgJZGF17r_cTDT0oY3Afl5aqKx1y5zl3R9XQ48/s320/Money+Management+Forex.jpg" alt="" id="BLOGGER_PHOTO_ID_5329782278961232146" border="0" /&gt;&lt;/a&gt;&lt;span style="color: rgb(102, 0, 204);"&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;Ever did to watch your capital wiped out right in front of your eye balls and nothing you can do to save the situation? If you did not, well I did! I already came to various of systems (if not thousand of them!), which I can say some were really profitable in a good market condition and it's left the wrong money management which differentiate between profit and margin call. I tell you what, the importance of money management is crucial, and experiencing the margin call will never please you. Learn from my experience.. Sigh!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;Asset allocation is one of the toughest jobs for investors. It's the art of minimizing your loss and maximizing your profit. In Trading Chaos 2nd edition book, there is one sub-chapter regarding money management called '&lt;span style="color: rgb(0, 102, 0);"&gt;Reverse Pyramiding&lt;/span&gt;'. Always ask yourself how much you are willing to risk. I myself, will risk 5% in a good market condition (Wave 3 and 5?), and 3% in risky market condition (Wave 2 and 4?).&lt;br /&gt;&lt;br /&gt;This should help you (and me!) with a better understanding what 'Reverse Pyramiding' is.&lt;br /&gt;&lt;br /&gt;1. Wiseman 1 = 1 contract.&lt;br /&gt;2. Wiseman 2 = 5 contracts. (Only after W1 is in profit.)&lt;br /&gt;3. Wiseman 3 first signal = 4 contracts.&lt;br /&gt;4. Wiseman 3 second signal = 3 contracts.&lt;br /&gt;5. Wiseman 3 third signal = 2 contracts.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;Always remember, &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-size: 130%;"&gt;preserve the capital is more important than making money. &lt;span style="color: rgb(204, 51, 204);"&gt;Happy trading! &lt;span style="color: rgb(51, 255, 51);"&gt;=)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(102, 0, 204);"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size:180%;"&gt;&lt;br /&gt;&lt;/span&gt;</description><link>http://andrenoidx.blogspot.com/2009/04/money-management-for-trading-chaos.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhby6ZV6UzDBxeK2JpN3RqrHhZQMtl8S0GeaXsUIrBR5onLRJ1ByrlgHtS_7prEeBm6G4zBCSw4nuH77qb7P1VJf1tv1ZznlvoUBKcM0NgJZGF17r_cTDT0oY3Afl5aqKx1y5zl3R9XQ48/s72-c/Money+Management+Forex.jpg" width="72"/><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-4130232128705261837</guid><pubDate>Fri, 17 Apr 2009 21:09:00 +0000</pubDate><atom:updated>2009-04-18T16:34:01.916+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Currency Pair</category><category domain="http://www.blogger.com/atom/ns#">currency pair should be traded for short-term intraday</category><category domain="http://www.blogger.com/atom/ns#">Intraday Currency Pair</category><category domain="http://www.blogger.com/atom/ns#">What currency pair should be traded for short-term intraday trader</category><title>A choice of a currency pair for a trade</title><description>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9QXT6z-8ioTwjhzA1qI3oZiP0u2cunR83fsPlT2BnT_08kcu0dOlr0W6Rvbml8aHp-SJ4elkIpcqnpku8CTkfOW3W-lUYlZWSXeQupZFPlcsA0nk70p7FFwZyO3-nLxvHKLcJ5i6t338/s1600-h/trading+currency.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9QXT6z-8ioTwjhzA1qI3oZiP0u2cunR83fsPlT2BnT_08kcu0dOlr0W6Rvbml8aHp-SJ4elkIpcqnpku8CTkfOW3W-lUYlZWSXeQupZFPlcsA0nk70p7FFwZyO3-nLxvHKLcJ5i6t338/s320/trading+currency.jpg" alt="" id="BLOGGER_PHOTO_ID_5325784221366187490" border="0" /&gt;&lt;/a&gt;
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&lt;br /&gt;&lt;span style="color: rgb(102, 0, 204);"&gt;When I was reading Beat The Odds In Forex Trading by Igor Toshchakov, there is one chapter about the idea of  'What currency pair should be traded for short-term intraday trader'. You can read that particular chapter here. Happy reading!&lt;/span&gt;
&lt;br /&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;&lt;/p&gt;                      &lt;p class="MsoNormal"&gt;When making a choice of a currency pair for a trade, no other reasons except the &lt;o:p&gt;&lt;/o:p&gt;practical ones should be taken into consideration. It always surprises me when I see &lt;o:p&gt;&lt;/o:p&gt;that some traders choose a currency pair for making a speculative trade, based on &lt;o:p&gt;&lt;/o:p&gt;patriotic or geographical reasons. I have noticed that many traders from &lt;st1:country-region st="on"&gt;&lt;st1:place st="on"&gt;Australia&lt;/st1:place&gt;&lt;/st1:country-region&gt;, for example, basically trade an AUD against USD or NZD. New Zealanders, Canadians, &lt;o:p&gt;&lt;/o:p&gt;Frenchmen and many traders from several other countries frequently prefer to trade &lt;o:p&gt;&lt;/o:p&gt;their national currencies also. They trade it against the American dollar, or against other &lt;o:p&gt;&lt;/o:p&gt;national currencies of neighboring countries of the given geographical region. It seems &lt;o:p&gt;&lt;/o:p&gt;to me, though, that our basic purpose of participation in this business is not to certify our &lt;o:p&gt;&lt;/o:p&gt;patriotic feelings and pride but only to receive the greatest possible profit. From the &lt;o:p&gt;&lt;/o:p&gt;point of view of a speculative trader, the patriotically geographical approach to a choice &lt;o:p&gt;&lt;/o:p&gt;of currency pairs for speculative operations on FOREX cannot be considered rational &lt;o:p&gt;&lt;/o:p&gt;and justified. The choice of a currency pair for the following speculative transaction should be done according certain parameters, and patriotism and residence are not &lt;o:p&gt;&lt;/o:p&gt;among them.
&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/p&gt;  &lt;div style="text-align: left;"&gt;  &lt;/div&gt;&lt;div style="text-align: left;"&gt;  &lt;/div&gt;&lt;div style="text-align: left;"&gt;  &lt;/div&gt;&lt;div style="text-align: left;"&gt;  &lt;/div&gt;&lt;div style="text-align: left;"&gt;  &lt;/div&gt;&lt;p style="text-align: left; font-weight: bold;" class="MsoNormal"&gt;&lt;span style="font-size:130%;"&gt;The most important and final criterion when making &lt;o:p&gt;&lt;/o:p&gt; a choice of a currency for short-term speculative &lt;o:p&gt;&lt;/o:p&gt;trade should be maximum conformity of a current &lt;o:p&gt;&lt;/o:p&gt;technical picture, and how it fits to a trading &lt;o:p&gt;&lt;/o:p&gt;technique and/or to a trading system which you’re &lt;o:p&gt;&lt;/o:p&gt;going to use.
&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: left; font-weight: bold;" class="MsoNormal"&gt;&lt;span style="font-size:130%;"&gt;
&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/p&gt;                      &lt;p class="MsoNormal"&gt;The basic criteria for a choice of currency pairs should be their liquidity, activity and &lt;o:p&gt;&lt;/o:p&gt;average amplitude of fluctuations (trading range). The higher all these parameters, the &lt;o:p&gt;&lt;/o:p&gt;more preferable such currency pairs are from a speculative trader’s point of view. The &lt;o:p&gt;&lt;/o:p&gt;list of currency pairs most suitable to such a definition first of all includes the following: &lt;o:p&gt;&lt;/o:p&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;USD/CHF, USD/JPY, EUR/USD, EUR/JPY, GBP/EUR, GBP/JPY &lt;span style="color: rgb(0, 0, 0);"&gt;and&lt;/span&gt; CHF/JPY&lt;/span&gt;. You &lt;o:p&gt;&lt;/o:p&gt;may be surprised that I have not included in this group Cable (GBP/USD). The reason is &lt;o:p&gt;&lt;/o:p&gt;that this currency pair has almost ideal liquidity as well as all other “majors”, but the &lt;o:p&gt;&lt;/o:p&gt;average day amplitude of Cable fluctuations is lower than would be desirable. Also, the &lt;o:p&gt;&lt;/o:p&gt;small cost of a GBP/USD pip is from my point of view better for an intermediate term &lt;o:p&gt;&lt;/o:p&gt;positional trade, than for short-term intra day speculations. (Sometimes I also trade it, &lt;o:p&gt;&lt;/o:p&gt;but not very oftern.)
&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/p&gt;                          &lt;p class="MsoNormal"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/p&gt;      &lt;p class="MsoNormal"&gt;The most important and final criterion when making a choice of a currency for short-&lt;o:p&gt;&lt;/o:p&gt;term speculative trade should be maximum conformity of a current technical picture, &lt;o:p&gt;&lt;/o:p&gt;and how it fits to a trading technique and/or to a trading system which you’re going to &lt;o:p&gt;&lt;/o:p&gt;use. As in this course we talk particularly about my trading technique, just the maximum &lt;o:p&gt;&lt;/o:p&gt;conformity of the chart to one of the templates used by me becomes a determining &lt;o:p&gt;&lt;/o:p&gt;factor for a choice of a particular currency for a particular trade. It is especially important &lt;o:p&gt;&lt;/o:p&gt;if in the given moment the market is in immediate proximity to some key technical level. &lt;o:p&gt;&lt;/o:p&gt;I accept diversification and, from my point of view, it’s possible and necessary to trade &lt;o:p&gt;&lt;/o:p&gt;various currency pairs. However, my personal practice shows that having simultaneous positions on various currency pairs disseminates a trader’s attention. It’s rather difficult &lt;o:p&gt;&lt;/o:p&gt;to follow all the currency pairs at the same time. Therefore, I simultaneously hold open &lt;o:p&gt;&lt;/o:p&gt;positions on no more than two or (very seldom) three currency pairs. In some cases (for &lt;o:p&gt;&lt;/o:p&gt;example, trading USD/CHF and EUR/USD), I frequently use “substitution”. By &lt;o:p&gt;&lt;/o:p&gt;substitution I mean analyzing one of them, but (on the basis of this analysis) trading the &lt;o:p&gt;&lt;/o:p&gt;other one.
&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;          &lt;p class="MsoNormal"&gt;The Swiss franc basically doesn’t have its own brightly expressed identity in the &lt;o:p&gt;&lt;/o:p&gt;marketplace. On a large scale, it is not more than a “proxy” in relation to Euro. At the &lt;o:p&gt;&lt;/o:p&gt;same time, it has high activity, large amplitude of fluctuations and perfect liquidity. &lt;o:p&gt;&lt;/o:p&gt;These “qualities” allow USD/CHF to be one of the most attractive currency pairs for speculative trade.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="color: rgb(0, 153, 0);"&gt;p/s : You can download &lt;/span&gt;&lt;span style="color: rgb(102, 0, 204);"&gt;&lt;span style="color: rgb(0, 153, 0);"&gt;Beat The Odds In Forex Trading by Igor Toshchakov ebook at Download Section in sidebar.&lt;/span&gt;
&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  </description><link>http://andrenoidx.blogspot.com/2009/04/choice-of-currency-pair-for-trade.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9QXT6z-8ioTwjhzA1qI3oZiP0u2cunR83fsPlT2BnT_08kcu0dOlr0W6Rvbml8aHp-SJ4elkIpcqnpku8CTkfOW3W-lUYlZWSXeQupZFPlcsA0nk70p7FFwZyO3-nLxvHKLcJ5i6t338/s72-c/trading+currency.jpg" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-8219525154157203606</guid><pubDate>Sun, 12 Apr 2009 21:40:00 +0000</pubDate><atom:updated>2009-04-18T05:01:40.942+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Forex Analysis</category><category domain="http://www.blogger.com/atom/ns#">USDCHF Analysis</category><title>European Banks Are Off Business. I'm on! =)</title><description>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTQT_0Ra4yvR3igUBvZP-G-ljsT9F6CSXFk4l-KHKJYeRdsqsSGj-jw1lpWov0ifEia2TvdDDdSwyU8VnqqZgRSX8v4TmxE5WSrWzTK2Mm03B-9kq2_uPs8pQeNFI_WTT4v3pMMJQFAJE/s1600-h/EuropeHoliday.JPG"&gt;&lt;img style="WIDTH: 467px; HEIGHT: 184px; CURSOR: pointer" id="BLOGGER_PHOTO_ID_5323923748037768530" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTQT_0Ra4yvR3igUBvZP-G-ljsT9F6CSXFk4l-KHKJYeRdsqsSGj-jw1lpWov0ifEia2TvdDDdSwyU8VnqqZgRSX8v4TmxE5WSrWzTK2Mm03B-9kq2_uPs8pQeNFI_WTT4v3pMMJQFAJE/s400/EuropeHoliday.JPG" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Today (Monday, April 13), Most of experts are not suggesting any open position to be made as all the European's bank are off business. &lt;span style="COLOR: rgb(255,0,0); FONT-WEIGHT: bold"&gt;I disagree!&lt;/span&gt; (I'm not a big fan of Fundemental analysis anyway.) LOL!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsKJiSlGdnACMJaf3U6Pkf_tHfM-EbDIe8PhNekNqce1FQ5UMrQ3otMCGPBWImMd6F1sEZTWQEI5Fqv2EXAfm2ajdsE-m8C_mgItEJd4MaK4TBaBcesRTVhngikh3XWDJzMx_8dOWkS7o/s1600-h/USDCHF.JPG"&gt;&lt;img style="WIDTH: 456px; HEIGHT: 311px; CURSOR: pointer" id="BLOGGER_PHOTO_ID_5323932793519803922" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsKJiSlGdnACMJaf3U6Pkf_tHfM-EbDIe8PhNekNqce1FQ5UMrQ3otMCGPBWImMd6F1sEZTWQEI5Fqv2EXAfm2ajdsE-m8C_mgItEJd4MaK4TBaBcesRTVhngikh3XWDJzMx_8dOWkS7o/s400/USDCHF.JPG" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;If you check the TFH1 &amp;amp; TFH4 graph on USDCHF, there is Wiseman Signal 1 appeared from the last hour of Friday's market. W1 on USDCHF is &lt;span style="COLOR: rgb(0,0,153); FONT-WEIGHT: bold"&gt;VALID&lt;/span&gt; as it fulfill the rules ; &lt;span style="FONT-WEIGHT: bold"&gt;Bearish Divergent Bars&lt;/span&gt; (Bar inside the eclipse), &lt;span style="FONT-WEIGHT: bold"&gt;have the angulation line&lt;/span&gt;(&lt;span style="COLOR: rgb(0,0,0)"&gt;yellow line&lt;/span&gt;), &amp;amp; &lt;span style="FONT-WEIGHT: bold"&gt;valid Divergent Bar satisfied the Green AO&lt;/span&gt; (red arrow in AO indicator).&lt;br /&gt;&lt;br /&gt;Check out on EURUSD, W1 also valid, but to lower the risk in abnormal move expected in market today, I only place a contract order on USDCHF.&lt;br /&gt;&lt;br /&gt;USDCHF already cross the pending order I made. If you use metatrader platform, I believe you are not able to execute any position. I'm using Oanda (www.oanda.com) as my trading platform, and meta4 from Interbank (IBFX) for graph reference. Trade at your own risk.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="font-size:130%;color:#ff0000;"&gt;UPDATED :&lt;/span&gt;&lt;br /&gt;&lt;/strong&gt;&lt;br /&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLcp-VMGUedZmdP5UwDP2Ns1T7pb3m_aDLmIj3X_7zBku4hY58cucf4gBLPCykB9pvNTYWNzGz5F-OEOkp7VTud7_05JhEHK1RbFtrp95gponk5-qVndVNZkwdWdoZCnAm_WXGF0jTgp8/s1600-h/USDCHFW1.JPG"&gt;&lt;img style="WIDTH: 462px; HEIGHT: 278px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5325765038081642978" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLcp-VMGUedZmdP5UwDP2Ns1T7pb3m_aDLmIj3X_7zBku4hY58cucf4gBLPCykB9pvNTYWNzGz5F-OEOkp7VTud7_05JhEHK1RbFtrp95gponk5-qVndVNZkwdWdoZCnAm_WXGF0jTgp8/s400/USDCHFW1.JPG" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;I managed to win 197 pips only by using Wiseman 1 signal! =)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;p/s : I have some computer problems this week, motherboard and Hard Disk issue, need to change both. Sigh! Technically, I only trade on Monday and Tuesday. There are at least three Wiseman 1 signals appeared this week on GBPJPY, GBPUSD, EURUSD &amp;amp; USDCHF. Dont need to say about Wiseman 2 &amp;amp; Wiseman 3. I miss a lot of opportunities to grow my capital this week. Really sick on this PC issue. =(</description><link>http://andrenoidx.blogspot.com/2009/04/european-bank-off-business.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTQT_0Ra4yvR3igUBvZP-G-ljsT9F6CSXFk4l-KHKJYeRdsqsSGj-jw1lpWov0ifEia2TvdDDdSwyU8VnqqZgRSX8v4TmxE5WSrWzTK2Mm03B-9kq2_uPs8pQeNFI_WTT4v3pMMJQFAJE/s72-c/EuropeHoliday.JPG" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-842188308122359686</guid><pubDate>Sun, 12 Apr 2009 10:29:00 +0000</pubDate><atom:updated>2009-04-14T04:26:38.318+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Forex International Timeframe</category><category domain="http://www.blogger.com/atom/ns#">Forex Market Open</category><category domain="http://www.blogger.com/atom/ns#">Forex Tips</category><title>Important times of the day</title><description>&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimikehyphenhyphenLedyqdhl0r5fceEy1HQQwO0vmg8sFHH_435nY_bJkEK7-ZwnC8tM-uV2sm9N0pR3i_WvXd9ofE4GRd37jPpAZFeb7N0KgexiYO8y7CSJU8y0rxM0C4Xzru6hNeOyT1DZWgD1i8/s1600-h/Forex+Time.gif"&gt;&lt;img style="cursor: pointer; width: 395px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimikehyphenhyphenLedyqdhl0r5fceEy1HQQwO0vmg8sFHH_435nY_bJkEK7-ZwnC8tM-uV2sm9N0pR3i_WvXd9ofE4GRd37jPpAZFeb7N0KgexiYO8y7CSJU8y0rxM0C4Xzru6hNeOyT1DZWgD1i8/s400/Forex+Time.gif" alt="" id="BLOGGER_PHOTO_ID_5323751992793434722" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size:130%;"&gt;In his book "&lt;/span&gt;&lt;span style="color: rgb(102, 0, 204);font-size:130%;" &gt;Beat the Forex Dealer&lt;/span&gt;&lt;span style="font-size:130%;"&gt;", &lt;/span&gt;&lt;span style="color: rgb(0, 0, 153);font-size:130%;" &gt;Augustin Silvani&lt;/span&gt;&lt;span style="font-size:130%;"&gt; lists&lt;br /&gt;&lt;br /&gt;important times of the day that all traders should be aware of:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;00:00 Sydney Open (good time for an ambush)&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;11:00 LIBOR Spot Fixing (manipulation)&lt;/span&gt; &lt;span style="font-weight: bold;"&gt;&lt;br /&gt;15:00 London FIX (corporate and "must do" flows)&lt;/span&gt; &lt;span style="font-weight: bold;"&gt;&lt;br /&gt;17:00 NY options cut (manipulation)&lt;/span&gt; &lt;span style="font-weight: bold;"&gt;&lt;br /&gt;18:00 Europe closes their books (reversal time)&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;19:15-19:30 Close of IMM (last minute positioning by Chicago traders)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold; color: rgb(0, 153, 0);"&gt;All times are GMT&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;Manipulation and abnormal moves are common during these times, so keep your eyes peeled and watch your stops!&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;</description><link>http://andrenoidx.blogspot.com/2009/04/important-times-of-day.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimikehyphenhyphenLedyqdhl0r5fceEy1HQQwO0vmg8sFHH_435nY_bJkEK7-ZwnC8tM-uV2sm9N0pR3i_WvXd9ofE4GRd37jPpAZFeb7N0KgexiYO8y7CSJU8y0rxM0C4Xzru6hNeOyT1DZWgD1i8/s72-c/Forex+Time.gif" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-6024468248725206842</guid><pubDate>Sat, 11 Apr 2009 19:56:00 +0000</pubDate><atom:updated>2009-04-12T04:18:49.364+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Forex Analysis</category><title>EU Trading Station</title><description>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO_dUDrjHwBfh-ZI8f24DhfozpMp3Cq4E39g1uS1OsW1WLAAIP3ikar1u_NL3aF0nsERqauBExiKQf1Jn8mFuqekpzqF_f6a2cxtxhfgowrUHWGNVtq1qAt8iC6OiIqAay2Aq4VujzE_8/s1600-h/EU.JPG"&gt;&lt;img style="cursor: pointer; width: 400px; height: 263px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO_dUDrjHwBfh-ZI8f24DhfozpMp3Cq4E39g1uS1OsW1WLAAIP3ikar1u_NL3aF0nsERqauBExiKQf1Jn8mFuqekpzqF_f6a2cxtxhfgowrUHWGNVtq1qAt8iC6OiIqAay2Aq4VujzE_8/s400/EU.JPG" alt="" id="BLOGGER_PHOTO_ID_5323526362860781618" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Good trade last week. I make more profit in pair EU, as I managed to take all wiseman signal (W1,W2, &amp;amp; W3).&lt;br /&gt;&lt;br /&gt;Check out the picture above.&lt;br /&gt;&lt;br /&gt;1st W1 = 320 pips&lt;br /&gt;   W2 = 300 pips&lt;br /&gt;1st W3 = 135 pips&lt;br /&gt;2nd W3 = 110 pips&lt;br /&gt;3rd W3 = 30 pips.&lt;br /&gt;2nd W1 = 90 pips. (I just let it go until Friday, and decided to close the position at some points.)&lt;br /&gt;&lt;br /&gt;6 positions, 6 wins.&lt;br /&gt;Total pips = 985 pips.</description><link>http://andrenoidx.blogspot.com/2009/04/eu-trading-station.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO_dUDrjHwBfh-ZI8f24DhfozpMp3Cq4E39g1uS1OsW1WLAAIP3ikar1u_NL3aF0nsERqauBExiKQf1Jn8mFuqekpzqF_f6a2cxtxhfgowrUHWGNVtq1qAt8iC6OiIqAay2Aq4VujzE_8/s72-c/EU.JPG" width="72"/><thr:total>4</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-5116416676996877118</guid><pubDate>Sat, 11 Apr 2009 18:42:00 +0000</pubDate><atom:updated>2009-04-17T04:36:05.897+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Forex Trader Must-Go-Through Stages</category><category domain="http://www.blogger.com/atom/ns#">Forex Trader Stages</category><category domain="http://www.blogger.com/atom/ns#">Psychology in Trading</category><category domain="http://www.blogger.com/atom/ns#">Stages Leading to Successful Trading</category><category domain="http://www.blogger.com/atom/ns#">Stages of Forex Trader</category><title>Forex Trader Must-Go-Through Stages</title><description>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqpp1tAqJ70KLnrwnRS_nEZLzxCaEE5fEruoX7TvQ5pu6wziRQkMZw1jUs6fg8nbKzR-UkHsP3W0LCBAYRFn7Fo5z7R6VfQ2qNXTtGomUqcdFcRNpeReeQjfJddoDnbRwQnI4aTEVf1LQ/s1600-h/forex.jpg"&gt;&lt;img style="MARGIN: 0pt 10px 10px 0pt; WIDTH: 320px; FLOAT: left; HEIGHT: 240px; CURSOR: pointer" id="BLOGGER_PHOTO_ID_5323519338366293650" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqpp1tAqJ70KLnrwnRS_nEZLzxCaEE5fEruoX7TvQ5pu6wziRQkMZw1jUs6fg8nbKzR-UkHsP3W0LCBAYRFn7Fo5z7R6VfQ2qNXTtGomUqcdFcRNpeReeQjfJddoDnbRwQnI4aTEVf1LQ/s320/forex.jpg" /&gt;&lt;/a&gt;
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&lt;br /&gt;&lt;style&gt; &lt;!--  /* Style Definitions */  p.MsoNormal, li.MsoNormal, div.MsoNormal 	{mso-style-parent:""; 	margin:0in; 	margin-bottom:.0001pt; 	mso-pagination:widow-orphan; 	font-size:12.0pt; 	font-family:"Times New Roman"; 	mso-fareast-font-family:"Times New Roman";} @page Section1 	{size:8.5in 11.0in; 	margin:1.0in 1.25in 1.0in 1.25in; 	mso-header-margin:.5in; 	mso-footer-margin:.5in; 	mso-paper-source:0;} div.Section1 	{page:Section1;} --&gt; &lt;/style&gt;
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&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;&lt;/p&gt;&lt;p style="COLOR: rgb(51,0,51)" class="MsoNormal"&gt;You may have heard the saying "'Forex trading is simple, but not easy." ??
&lt;br /&gt;Article below is written by a trader goes by nickname SoulTrader on website which I do not remember. You may notice which stage you are currently and perhaps you may speed up your process to final stage by reading this. Enjoy it.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;===============================================================
&lt;br /&gt;
&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;span style="COLOR: rgb(51,51,255)"&gt;Stages Leading to Successful Trading&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;b&gt;&lt;span style="COLOR: rgb(102,0,0)"&gt;Step One: Unconscious Incompetence.&lt;/span&gt;&lt;/b&gt;
&lt;br /&gt;
&lt;br /&gt;This is the first step you take when starting to look into trading. You know that it’s a good way of making money because you've heard so many things about it and heard of so many
&lt;br /&gt;millionaires. Unfortunately, just like when you first desire to drive a car you think it will be easy- after all, how hard can it be?? - Price either moves up or down - what's the big secret to that then - let’s get cracking!
&lt;br /&gt;
&lt;br /&gt;Unfortunately, just as when you first take your place in front of a steering wheel you find very quickly that you haven't got the first clue about what you're trying to do. You take lots of trades and lots of risks. When you enter a trade it turns against you so you reverse and it turns again ..and again, and again.
&lt;br /&gt;
&lt;br /&gt;You try to turn around your losses by doubling up every time you trade - sometimes you'll get away with it but more often than not you will come away scathed and bruised. Well this is stage one - you are totally oblivious to your incompetence at trading.
&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;Stage one can last for a week or two of trading but the market is usually swift and you move onto stage two.
&lt;br /&gt;
&lt;br /&gt;&lt;span style="COLOR: rgb(102,0,0); FONT-WEIGHT: bold"&gt;Stage Two - Conscious Incompetence&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;Stage two is where you realize that there is more work involved in this and that you might actually have to work a few things out. You consciously realize that you are an incompetent trader - you don't have the skills or the insight to turn a regular profit. During this phase you will buy systems and e-books galore, read websites based everywhere from &lt;?xml:namespace prefix = st1 /&gt;&lt;st1:country-region st="on"&gt;Russia&lt;/st1:country-region&gt; to the &lt;st1:country-region st="on"&gt;&lt;st1:place st="on"&gt;Ukraine&lt;/st1:place&gt;&lt;/st1:country-region&gt;. And begin your search for the Holy Grail.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;During this time you will be a system whore - you will flick from method to method day-by-day and week-by-week never sticking with one long enough to actually see if it does work. Every time you came upon a new indicator you'll be ecstatic that this is the one that will make all the difference.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;You will test out automated systems on Meta-trader, you'll play with moving averages, Fibonacci lines, support &amp;amp; resistance, Pivots, Fractals, Divergence, DMI, ADX, and a hundred other things all in the vein hope that your 'magic system' starts today.
&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;You'll be a top and bottom picker, trying to find the exact point of reversal with your indicators and you'll find yourself chasing losing trades and even adding to them because you are so sure you are right.
&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;You'll go into the live chat room and see other traders making pips and you want to know why it's not you - you'll ask a million questions, some of which are so dumb that looking back you feel a bit silly. You'll then reach the point where you think all the ones who are calling pips after pips are liars - they can’t be making that amount because you've studied and you don't make that, you know as much as they do and they must be lying. But they're in there day after day and their account just grows whilst yours falls.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;You will be like a teenager - the traders that make money will freely give you advice but you're stubborn and think that you know best - you take no notice and over leverage your account even though everyone says you are mad to - but you know better.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;You’ll consider following the calls that others make but even then it won’t work so you try paying for signals from someone else - they don't work for you either.
&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;This phase can last ages and ages - in fact in reality it can last well over a year - My own period lasted about 18 months.
&lt;br /&gt;Eventually you do begin to come out of this phase. You've probably committed more time and money than you ever thought you would, lost 2 or 3 loaded accounts and all but given up maybe 3 or 4 times.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;Then comes stage 3.
&lt;br /&gt;
&lt;br /&gt;&lt;span style="COLOR: rgb(102,0,0); FONT-WEIGHT: bold"&gt;Stage 3 - The &lt;/span&gt;&lt;st1:place style="COLOR: rgb(102,0,0); FONT-WEIGHT: bold" st="on"&gt;&lt;st1:city st="on"&gt;Eureka&lt;/st1:city&gt;&lt;/st1:place&gt;&lt;span style="COLOR: rgb(102,0,0); FONT-WEIGHT: bold"&gt; Moment&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;Towards the end of stage two you begin to realize that it's not the system that is making the difference. You realize that its actually possible to make money with a simple moving average and nothing else IF you can get your head and money management right.
&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;You start to read books on the psychology of trading and identify with the characters portrayed in those books. Finally comes the ‘eureka’ moment. &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;The eureka moment causes a new connection to be made in your brain. You suddenly realize that neither you, nor anyone else can accurately predict what the market will do in the next ten seconds, never mind the next 20 mins.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;You start to work just one system that you mould to your own way of trading, you're starting to get happy and you define your risk threshold. You start to take every trade that your 'edge' shows has a good probability of winning with. When the trade turns bad you don't get angry or even because you know in your head that as you couldn't possibly predict it it isn't your fault - as soon as you realise that the trade is bad you close it . The next trade will have higher odds of success because you know your simple system works. &lt;/p&gt;&lt;p class="MsoNormal"&gt;You have realized in an instant that the trading game is about one thing - consistency of your 'edge' and your discipline to take all the trades no matter what. You learn about proper money management and leverage - risk of account etc – and this time it actually soaks in and you think back to those who advised the same thing a year ago with a smile. You weren't ready then, but you are now.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;The eureka moment came the moment that you truly accepted that you cannot predict the market.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;Then comes stage 4.
&lt;br /&gt;
&lt;br /&gt;&lt;span style="COLOR: rgb(102,0,0); FONT-WEIGHT: bold"&gt;Stage 4 - Conscious Competence&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;Ok, now you are making trades whenever your system tells you to. You take losses just as easily as you take wins. You now let your winners run to their conclusion fully accepting the risk and knowing that your system makes more money than it loses and when you're on a loser you close it swiftly with little pain to your account. You are now at a point where you break even most of the time - day in day out, you will have weeks where you make 100 pips and weeks where you lose 100 pips - generally you are breaking even and not losing money. &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;You are now conscious of the fact that you are making calls that are generally good and you are getting respect from other traders as you chat the day away. You still have to work at it and think about your trades but as this continues you begin to make more money than you lose consistently.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;You’ll start the day on a 20 pip win, take a 35 pip loss and have no feelings that you've given those pips back because you know that it will come back again. You will now begin to make consistent pips week in and week out 25 pips one week, 50 the next and so on.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;This lasts about 6 months, and then comes Stage 5.
&lt;br /&gt;
&lt;br /&gt;&lt;span style="COLOR: rgb(153,0,0); FONT-WEIGHT: bold"&gt;Stage Five - Unconscious Competence&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;Now were cooking - just like driving a car, every day you get in your seat and trade - you do everything now on an unconscious level. You are running on autopilot. You start to pick the really big trades and getting 100 pips in a day is becoming quite normal to you. This is trading utopia - you have mastered your emotions and you are now a trader with a rapidly growing account. You’re a star in the trading chat room and people listen to what you say. You recognize yourself in their questions from about two years ago. You pass on your advice but you know most of it is futile because they're teenagers - some of them will get to where you are - some will do it fast and others will be slower - literally dozens and dozens will never get past stage two but a few will.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;Trading is no longer exciting - in fact it's probably boring you to bits - like everything in life when you get good at it or do it for your job - it gets boring - you're doing your job and that's that.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;You can now say with your head held high "I'm a currency trader."&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;I hope you've enjoyed this text and can recognize yourself in some stage or another – personally.
&lt;br /&gt;I'm at stage four now and am constantly making good amounts of pips - I've been trading in total for about 3 years and the first two were hell on earth.&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;______________________________________________________________________________&lt;/p&gt;&lt;p class="MsoNormal"&gt;
&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="COLOR: rgb(0,153,0)"&gt;p/s : Hope you learn something out of this! All the success traders know that in success trading, it takes 70% of Psychology, 20% of Money Management &amp;amp; 10% of Trading System. I will cover more in this Psychology matter next time. Now you can guess why 95% of trader failed. Happy trading!&lt;/span&gt; &lt;span style="COLOR: rgb(204,102,204)"&gt;=)&lt;/span&gt;
&lt;br /&gt;&lt;/p&gt;
&lt;br /&gt;</description><link>http://andrenoidx.blogspot.com/2009/04/forex-trader-must-go-thorugh-stages.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqpp1tAqJ70KLnrwnRS_nEZLzxCaEE5fEruoX7TvQ5pu6wziRQkMZw1jUs6fg8nbKzR-UkHsP3W0LCBAYRFn7Fo5z7R6VfQ2qNXTtGomUqcdFcRNpeReeQjfJddoDnbRwQnI4aTEVf1LQ/s72-c/forex.jpg" width="72"/><thr:total>6</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-821958367230598772.post-3189474649901475769</guid><pubDate>Sat, 11 Apr 2009 01:27:00 +0000</pubDate><atom:updated>2009-04-12T02:08:09.068+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Forex Analysis</category><title>GJ Trading Station</title><description>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBAG_ShdrRyFohhj8N3SHgGLs-BrmO-D1B6oPMkTJvcNjU9GMLBmltq9h3k8UH2h4L22DRGSEHFiOaGMI6ZVgYlwZbiP0cw6GKhL-F_qRbgVTHxuOcyoVosax949OODiCnpG_X4vHPRX0/s1600-h/GJ+TF1H.JPG"&gt;&lt;img style="cursor: pointer; width: 400px; height: 290px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBAG_ShdrRyFohhj8N3SHgGLs-BrmO-D1B6oPMkTJvcNjU9GMLBmltq9h3k8UH2h4L22DRGSEHFiOaGMI6ZVgYlwZbiP0cw6GKhL-F_qRbgVTHxuOcyoVosax949OODiCnpG_X4vHPRX0/s400/GJ+TF1H.JPG" alt="" id="BLOGGER_PHOTO_ID_5323240086109507042" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Good start in the beginning of the week. I just missed Wiseman 2. Managed to take away total 609 pips from GJ only. I was trading only on Monday, Tuesday &amp;amp; Wednesday this week, as Alligator's mouth seems pretty close on Thursday as a result from the bank Holiday on Friday. Cant wait for next week!</description><link>http://andrenoidx.blogspot.com/2009/04/gj-trading-station.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBAG_ShdrRyFohhj8N3SHgGLs-BrmO-D1B6oPMkTJvcNjU9GMLBmltq9h3k8UH2h4L22DRGSEHFiOaGMI6ZVgYlwZbiP0cw6GKhL-F_qRbgVTHxuOcyoVosax949OODiCnpG_X4vHPRX0/s72-c/GJ+TF1H.JPG" width="72"/><thr:total>1</thr:total></item></channel></rss>