<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4792507467083463025</id><updated>2026-09-20T04:01:31.976+02:00</updated><title type='text'>XL Capital Investment</title><subtitle type='html'>&quot;Future day trading&quot; &#xa;&#xa;Not as complicated as it sounds and not as easy as it looks. </subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>80</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-2674209093688655268</id><published>2015-03-06T23:53:00.004+01:00</published><updated>2015-03-06T23:53:52.994+01:00</updated><title type='text'>Trade Result</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;640&quot; 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&quot; 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width=&quot;400&quot; /&gt;&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/2674209093688655268/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://costadelsolestate.blogspot.com/2015/03/trade-result.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/2674209093688655268'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/2674209093688655268'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/03/trade-result.html' title='Trade Result'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-6311036665991365054</id><published>2015-03-02T19:18:00.000+01:00</published><updated>2015-03-02T19:18:23.989+01:00</updated><title type='text'>trade results</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;640&quot; 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&quot; 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&quot; width=&quot;640&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/6311036665991365054/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://costadelsolestate.blogspot.com/2015/03/trade-results.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/6311036665991365054'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/6311036665991365054'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/03/trade-results.html' title='trade results'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-2660367884433297661</id><published>2015-02-26T23:27:00.002+01:00</published><updated>2015-02-26T23:28:33.979+01:00</updated><title type='text'>Trading Results</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;640&quot; 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&quot; width=&quot;555&quot; /&gt;&lt;br /&gt;
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width=&quot;400&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/2660367884433297661/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/blog-post_26.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/2660367884433297661'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/2660367884433297661'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/blog-post_26.html' title='Trading Results'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-6330235314944360858</id><published>2015-02-23T18:54:00.000+01:00</published><updated>2015-02-23T18:54:07.278+01:00</updated><title type='text'>Trade results</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;640&quot; 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&quot; 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</content><link rel='replies' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/6330235314944360858/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trade-results_23.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/6330235314944360858'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/6330235314944360858'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trade-results_23.html' title='Trade results'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-8086426780154364638</id><published>2015-02-20T15:39:00.001+01:00</published><updated>2015-02-20T15:39:13.608+01:00</updated><title type='text'>Trade Results </title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;640&quot; 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</content><link rel='replies' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/8086426780154364638/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trade-results.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/8086426780154364638'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/8086426780154364638'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trade-results.html' title='Trade Results '/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-6808331421228510936</id><published>2015-02-12T23:54:00.000+01:00</published><updated>2015-02-12T23:54:19.498+01:00</updated><title type='text'>Trading Result</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;529&quot; 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&quot; 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/&gt;</content><link rel='replies' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/6808331421228510936/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trading-result_12.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/6808331421228510936'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/6808331421228510936'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trading-result_12.html' title='Trading Result'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-287402157438878997</id><published>2015-02-10T16:35:00.000+01:00</published><updated>2015-02-10T16:36:14.256+01:00</updated><title type='text'>Trading Results</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;472&quot; 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/&gt;</content><link rel='replies' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/287402157438878997/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/blog-post_10.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/287402157438878997'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/287402157438878997'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/blog-post_10.html' title='Trading Results'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-75247899271844292</id><published>2015-02-10T13:01:00.001+01:00</published><updated>2015-02-10T13:01:25.552+01:00</updated><title type='text'>Trading Results</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;454&quot; 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&quot; 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width=&quot;400&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/75247899271844292/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trading-results_10.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/75247899271844292'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/75247899271844292'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trading-results_10.html' title='Trading Results'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-2226527330028193355</id><published>2015-02-06T15:10:00.001+01:00</published><updated>2015-02-06T15:10:16.861+01:00</updated><title type='text'>Trading Results</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;435&quot; 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&quot; width=&quot;640&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/2226527330028193355/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trading-results.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/2226527330028193355'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/2226527330028193355'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trading-results.html' title='Trading Results'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-1241622437959927186</id><published>2015-02-05T17:18:00.002+01:00</published><updated>2015-02-05T17:18:43.796+01:00</updated><title type='text'>Trading Result</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;379&quot; 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&quot; width=&quot;640&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/1241622437959927186/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trading-result.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/1241622437959927186'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/1241622437959927186'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trading-result.html' title='Trading Result'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-149082942887012522</id><published>2015-02-04T16:49:00.002+01:00</published><updated>2015-02-04T16:49:29.744+01:00</updated><title type='text'>Trading Results 2015</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;360&quot; 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&quot; width=&quot;640&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/149082942887012522/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trading-results-2015_4.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/149082942887012522'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/149082942887012522'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trading-results-2015_4.html' title='Trading Results 2015'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-7949258399364188028</id><published>2015-02-03T23:06:00.000+01:00</published><updated>2015-02-03T23:06:31.713+01:00</updated><title type='text'>Trading Results 2015</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;322&quot; 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&quot; width=&quot;640&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/7949258399364188028/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trading-results-2015.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/7949258399364188028'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/7949258399364188028'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/trading-results-2015.html' title='Trading Results 2015'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-5668282350387513666</id><published>2015-02-02T20:55:00.000+01:00</published><updated>2015-02-02T20:58:23.132+01:00</updated><title type='text'>Trading Results</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;285&quot; 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ZOBEK59t7/9x7riED0syYh+ArTcLhp/v2ndFxvIf9Fknhej4aE7DTkEm7tCm/v0Ha5V/H5T0Pq0wWcv/x6nUvX8FTa3JvwVQOtROlv/AqoANuHL5FwcTdntvaWMK7L/iK7zosPLWFT4psgurMfvnSqN0Q9oGQYHZyb8UlZF1qqDSzLb4/xTnhg7vNRlZ4X03w6Yk2o6x4cEOa/nXfVZPHjoj44bK7LzIetMkQQwU1ir/Iy5TMiybwfu4aRAUh6pw5O9j5UDZOc3e4a5f6bN/y/FcuvzH7VXcr7t+MYr+OyoHpwqcHLSWnXeqIO5T27buUZQx+f90ZYZjXBv5l3o/Iv/jXVL6ULdGB0S2lUWVf/6M1IzZh2txLdzrZaN0ygXGkJ04CaBVvU8/1r33r7pMXJ9WmCrJf8yRjbgvlJox0BXv/cecVGSzga/r3rOSH8pBNlklB99oNz1nfgIzYtJZQ/5Jf8Ra8OPc+Z4ym3sx2Xf0r686rgeSglLJlxO5GAnCHgo1fVFZwGLrx8NOMpeShTyAFBADOYOn4FQ6GaQqsnMr2icHGo61nfzXoOT0aYXJzvseZ9+SaLxDvVYAlnzy/+OGySf/X+sHs5/8/83WIvx7Tnyp39P+lBzoUmSfjyeH4RFzZ0kkJef3I5i++2u3dbn373+S/Pwtxrls37nckpu1Uo28Jp1HWocGrYLLAGEP5UkrX3/qn33kf+6/zta/yYN/nJHXZx1wCp2AG07ITkXmlQn3fQDsyU0TZPmYUpLmMoWulJHMvE93nASHWvxz/85e9qqe+09to4GXwEyTg20ybOvp5qxultk0/RQ6lOkMhhc2O0hMTREUhgq0tvxfTqUHT8pzqFVlM5j13hZMs4bvgF4GwwubHSSmpggKQwVaffaPl+Zr63ZHyD4GQxy+A3oZDC9sdpCYmiIoDBXoJv/5VQZgMMSRoAQMhhc2O0hMTREUhgp0k//8KgMwGOJIUAIGwwubHSSmpggKQwW6yX9Olf399x9GgiGOBKUFXtjsIDE1RbARoJv851cZgMEQR4ISMBhe2OwgMTVFUBgq0E3+86sMwGCII0EJGAwvbHaQmJoiKAwV6Cb/+VUGYDDEkaAEDIYXNjtITE0RFIYKdJP//CoDMBjiSFACBsMLmx0kpqYICkMFOqX8f133hUELynOwrLKpbTkR/5aX4Dugl8HwwmYHiakpgsJQgRbIvzcuX+CNxOzV/cG3HGuBSUgO+v+VmDOLjd1NF/D3+Xw67x8fkfTlyL8v4p+w0fc0306dEzhOBzcdFPLGcOUV/g6s4VMeI4jaUgP+MnZjjd+CewV2Gcj6OyiXlb3zX3WZ9D6tMNl5H4+FIoNsxznUot/5P7jM4CnxvBbxzv/hR2jR8zyRi+ir+9UYR/6c3RzU/ys559txpuByTlSxn+/DeCiLueU/CIg08ZHQL5+ei0YMCjWeKaF4AvtJ+0RnDtxFbjG0/G5I9dnBK7WY8YbcK7BLRzbc2ikxflcR8U/vb9P7tMJkJ/80sh+nEOlQYky3qIh/9197b9DeSF63Y7eMiH99YYKxw1mRaNcwFuHYn7PauZD/Kz3n2eR/5PX9nvhyS5D/CPRkBPbbq+VvXjLsVaDxTAVFBFRSENHLaqe0NPn3gwv4S0y87AD3qdilI3v2DsS+y28pC64xifzrLrNi+WfG+rkoh7KOifIxE6Bq7LooXtxVrcEZy7/sC25HPhEnX3Tz8eZMc9D+r4yc553961MVV/TXIf/yI0dF+gpX5X++2b9fJfg9Tp908C41rkP+mWzw7ilR/oO9QUV2ycgIGir/4p4yF5te/ll/iyL/jO24Q/EY6qbeZwH0cup2+2HtnjjLOC+yo2207C/AWcr//boT0+7bia1aZMg/y0H7v/Lkv/MhmaKt8/bKljDFrtf58VyH/I9MAen80iP/n1Y+294/jxDvixfPuiS+PPnzfRjuT4hPnmDm8s92E5P3/qO5V2SXiEyOrBHkX/a36X1aYaoh/3IDJsahak3+LYDylf/7dTegieHlrmSbgrOT/9tRlkF09Bkirc0Uxf+Vt67wSe6oZbK2/qSbVmJU0Df35cv/WBtlh5X6sayzIDbb4v9TnBs6HERvMjLX9Hc/pTvJxKzln22ojbf/XO512aUg8/jWy7vWK/9ufys9bk1H/97mG8b1pjhUhSN/HzOSf33fbYQXnf1bjueM5d/76+/XHZ8ZJO/QOzlo/1feqYK4T+u19ZcxdfepxdLln50ji8tE6ZjS5aTW/INxcOtd6L0y+5idlwZudLhcg3tNdhHItLtXufefP2IzTbbeNz5cVqkuee9f6L2yl6/yWvze/+3kXbb9uu49K/n+8/n+nJUcfBPE9Jzp4fOoZWebtu50VHS868xY1rD479dsfSOfyf/lRGo+EoQ9FGru/MPXt9C7SLdFDzCHZzJpVmH2P9DhWhK991+8LGnGLg7ZYNwH13byP9DfJvdphcnQ+xRniXUoeaJqSSf/KQvia7G8XkunCzj5z/YLu08x3IeAd9e7eNyfttF+8Zd86s3Zk4Pyf6Xm/H763Hd//bYefpCVfdpryuzyr1Tji4hvChgp/zkgakAh9S66f7XP8TyjUWvr3+TBPw8456IDLpn7hOzSkb1NDsHX9dy/2gcWutIMBAdz39bwJpHgUAt+7p+gyer6FvHcf2KBC3uH8hxsk11bn98m6ac2KGYGwwubHSSmpggKQwVaW/4vp9KDJ+U51KoyAINp1khQAgbDC5sdJKamCApDBVp99o+XkNo6DHEkKAGD4YXNDhJTUwSFoQLd5D+/ygAMhjgSlIDB8MJmB4mpKYLCUIFu8p9fZQAGQxwJSsBgeGGzg8TUFEFhqEA3+c+psr///sNIMMSRoLTAC5sdJKamCDYCdJP//CoDMBjiSFACBsMLmx0kpqYICkMFusl/fpUBGAxxJCgBg+GFzQ4SU1MEhaEC3eQ/v8oADIY4EpSAwfDCZgeJqSmCwlCBbvKfX2UABkMcCUrAYHhhs4PE1BRBYahAp5T/r+u+MGhBeQ6WVTa1LeGlv0tN8B3Qy2B4YbODxNQUQWGoQAvkPxz8231VH3t1v/Jm/nDOJAcWOpblkJgzi7Xs+9k127p4w/WIpC9H/j2AgtVOU6jCh9eYp77m2Q4KeWO4EzvOue6+otz7jnKZV7aVdkMBzwrGhYtyN29khynYJSEbbAixTf42QVaKKS5l9oEVkp338YjMrJOLjsiw3Hf+K84Sr0GLeOf/8CM8XcanUcoy0Ff3q3H5gjmTHGiUJJZDcs6340zB5ZyoYj/fh/FmPbf8K9U4EmiRJq3C77/2BREtDaF4Avip14U9zjRoo3HM8efTJuQPb/9Bj/skzd1oqN8x7rXYZSL7aASX/2WpxUi6nRL7wGrJUP4f554IoxYbj1GM6RYU8U93lkgNuh27RUT8+/z37ozhft11+193Tyj3y2m4mYcudgOG+uciNAfff5qX82zyPxKa2hNHbgny76/GQLU7HZBS4YWBnWygiBBwPSLtOjd2eWnyH/IsfTnHpxyDuwk3z438W8QuC9nbgdx7ViX/fiijfWCFZCj/1Eg/x/mpfedIp5ptBkADzhKlQRyrNTgL+e+L4cr/7cgn4uSLbj5aWHFlGDuMdjNynnf2r88iXdFfrvyH/oyU/8up2+2Hha3QQnRFKKL36OtZu05NXMSV/8HdhLSM7SBUYZeBrEeDI/8E1mgfWCHVkX8yyxfO5e8A2b6BrfcZAA04y7gGkV0Do2V/Aa5Y/mnxHPm/ndiqRYb8sxxIul93/P9Nl//BovzErq3z9sqWKmnjfZyHCc3q5N/rBk6F85X/+3WXOgIwXJIZanb4S7vOv0nHcgnxyRNsQvn3J+Zufy4nekrjdswYtxWzS0QmR9ba3n8Rsgnl/yMMvSQgyP+nY+whRMl/vcm/CVDdWWI0qM4qjpn8s3Mo/TDlVVoxGsgQac9uglOJeTmTxLu2ydr624ZNKzEq6P0AQ/69FR7eTUhpx6XGzg0dDkwqfNdfFux3gnuVaTaz/LsCz84i7fxOWptdCjKPb/mkvhDZhPJPXGlYeV27/L/Ns/ApP5C3mw+4X2YDNMJZFA2is39Lmmby73w0lOF+3fFVxOQdeicHrabyThXEfVq5rXN193U9i5X/7O3GIR+h9/PJP7EQB+eEeYjH7LxGW3hEyx8dHHuddGJ20ciCdz9LkU0v/8TpcPb+yah6/Xv/kc6ieuLy9/7ZR/Twl2clP3Q2Veas5KCcIEvMefANLc8qbd3peuhipXNQadmL/6Fqd//0Vzj9d+QyjD0Uar4Vfv91T5/zQRbMKcMmlH/nMPn485yZ8xIzdvHIXsZ80BLZJPJ/OREi0pXWevL/cebnZ3xdYmhpRp6oWtDJf81ZYjXotb6+gJP/dBGj6/yP+NP9eE95lCdTvTl7chgeEHeWRFJyfr+iwHd//bYefsyYfSrOvyziwT+BXnvUWHZAgQonHyXPV6ygkHrXeIiOx68Udbb+TR784zUcBvoGp7vbsG2ZP8UsZZeM7GN8CG6ILB9TStJdacXP/esU1v/cv+IsCRq0iOf+E9toyQNdJjnYJsO2PrtN009tUKwMhhc2O0hMTREUhgq0tvxfTqU7T+U51KoyAINp1khQAgbDC5sdJKamCApDBVp99o+XkNo6DHEkKAGD4YXNDhJTUwSFoQLd5D+/ygAMhjgSlIDB8MJmB4mpKYLCUIFu8p9fZQAGQxwJSsBgeGGzg8TUFEFhqEA3+c+psr///sNIMMSRoLTAC5sdJKamCDYCdJP//CoDMBjiSFACBsMLmx0kpqYICkMFusl/fpUBGAxxJCgBg+GFzQ4SU1MEhaEC3eQ/v8oADIY4EpSAwfDCZgeJqSmCwlCBbvKfX2UABkMcCUrAYHhhs4PE1BRBYahAp5T/r+u+MGhBeQ6WVTa1LeGlv0tN8B3Qy2B4YbODxNQUQWGoQAvk3x8+ZHg9uHxTL3t1f/Ct1IHAJCwqjDeHxJxZrOVu4oC/4rX/I5K+HPnXIsRo1U6SCi4dRB0o5I3hTlg/3/W3DfGa3fuX8M7/MnC6u9FwAJlv5yxml4pMQRMOwpFipZjiUiVXmoOgyoAgWvM7/+O1Mp6dxfv/uxz5H/5jT/BvbXZOX92vxqTScpY50ChJTmiypJxvx9S6M2rrTtyqn+/DeLOeW/6VaowOMqaCywBRCQrrbkiQMd918jUuGJEBylItvxsqA3c7eal9XfeDUw8h5ydll4xMRfM4L0Ut4pICpdSV5vM+1wYksQ4lhuGzR/xL1cpIdrdjZxH9L0v+hwLIrkSPzXM5DTePRaRWx0r+iKKk30nPeTb5HwlNTYbBn7uWIP/+agxUe0hUmGAsQf5FFOYekXa9/9Lh+4fdExmePNmsZyE54BLcbQJ2ych0NGuT/0quNJv3OUbgRDqUnadxM5/9q1oZxY77nQW4cvm/nLrdfliPcFSWTcTJp64ke+Wf5sDTMIPJyHne2b/SVmkrHrR+sfIf+jM8p1zY7F/0Hn09a9efRDOo3ghAs/OyBMeuU9XJjsxZxC4VWQDNiuUfcfYvl29GHYou+lvuuD2rDLsVrRxnR3brCpb9Bbhi+eerGffrjpbqdmIrFRnyz3Ig6X7d8eDl6fLf+TBM0dZ5e9Xa+vNxHiY0q5N/NTFwWSAqQHmcab8x/KVcl8M0JPl306ffoT0O3YCcZ+8/EVlY/o3UY0L590Epc6XJCfqNjd8iHarW5L+G3ylaGcMud5ktAM5E/pV1xfuvPf25GSItcmAVkdKdBTs4KUgTtvUn3bQSo4K+M0KSfwEuC0QVKOzc0IErurzuAfVChSn/hM6w+D/cn0HNhl0Kskg0hec1JpR/F0qpK2Uk+y4xsN7m/kmumozeXKvrd8pivsKOzv5Lx3Z28i/LMPx5v+74KmLyDr2Tg1Y7eacK4j6t19ZfxtTd1/UsVv4T94DHu6Q4ELWhhDi419H2/vXU35Y1eqjKLgJZHJoyF5te/lV2uXRVDvgAACAASURBVFDmIqjUPtjev6qVceyWuPf/+3Ya1qBIF/913XtW8kPnjWXOSg6+0W56zoPPaHlWaetOR0UXK52zZcte/A9Vu6SgVHIOCHso1Pji8fh1DnRxJ/+LwF1OBAehczl1/BzALLP/3uKQKWg+XhbMKdImkX8NSqkrZSRj7/OJeKRDyRNVs5/8D/idXyuj2L2e+Zzp5D/b8Ouoz99OzkX2uH+flKeNvTl7cqBPG4tlkJSc2Q+O9ROrth5+zJh9+vpoCfKvotceHxeiooLLAFGlAxrqXeMR6HgW/Nx/GTidzgKe+09G5kdjt/U/2YN/fiiFrjQDQWah8XUUnUU995+klUnsZnvuP7GN5p0HNszBNpm29Zltmn5qg2JlMLyw2UFiaoqgMFSgteX/cio9eFKeQ60qAzCYZo0EJWAwvLDZQWJqiqAwVKDVZ/94CamtwxBHghIwGF7Y7CAxNUVQGCrQTf7zqwzAYIgjQQkYDC9sdpCYmiIoDBXoJv/5VQZgMMSRoAQMhhc2O0hMTREUhgp0k/+cKvv77z+MBEMcCUoLvLDZQWJqimAjQDf5z68yAIMhjgQlYDC8sNlBYmqKoDBUoJv851cZgMEQR4ISMBhe2OwgMTVFUBgq0E3+86sMwGCII0EJGAwvbHaQmJoiKAwV6Cb/+VUGYDDEkaAEDIYXNjtITE0RFIYKdEr5/7ruCwMVlOdgWWUABtOskaAEDIYXNjtITE0RFIYKNEf+X/EG1LcNa3GK2Kv7tTeNx+ag/4bEnFl85W66gL9OsNgqcarHLLNZBwBFhhfz3Fn09ngDKJ5ICv7XjDN0EddHojukWGk3lAtOd7dZ3/lfjOz5fFI8/m+kvze+FFNcUqGk92mFyaZLlDSEs6zynf/JWhnPbqZ3/tOoRDygy/CDPF0JfXW/GmcsNgf1NyTnfDvOE1yO91yWUeFSLLlZa9UYBBeRw9d1PzQPLXh5LShDf8F6i4jQcIzb4+y//nycZ++GCsHdTl53K6WWz84ImeZ4hQEb8zElJL0fTu/TCpOx/GtRG2OIPM7dgiL+pWtlJLvbsZst4h9JHp/3zyQup+HiWJTx8Ry035Ce8zLkX43m9/nTmefYRP3LbNYJk0hf2GXPnVmB522hyBqNCjGuYWDXlyD/VuCS3K02u2Jk41qj5xOwSeRfgwIp/5FE0lHFmQnQKK2MYsf9zgJcpvyT2bZepFep2MCH3ODeP5qD9hsycl6G/A/RYrVhQXGX5LXFyD/zjYwYj/byH/7zYwGJWdbs3wocv15IrZRdKbLHuTsc3JXiuHwCNr38s34YT/6jiPD9VLso208joFFaOc6O7G4XLPsLcDnyf7/uPON9XxdzO7GVigz5ZzlovyFP/geL2re2k39mZGXL39D9/yyz+vIfnQMLjL2Avf+IHse3Cvnhqu79F3GbUP7d9Ol3aI9TRq2UXSEyzz5AaAUu3iaWf9kPp/dphclY/l1niSRSa/JvADRWK2PY5S6zBcCly//t6P99/p6d/NwMkRY5aL8hb10hTKhSWxct+HEe73q0DYICW4z8s52dSBDGUFK1pEcWkRm7vsKjf9JNhsX/Imql7AqRaXsH65J/rR8ugzIRwaANzpI8+zed+5cDjdfKcXZ09l86tsuU/1Cr8q7rskWP5B16JwftN+SdKoj71Late7qe8ZnHq38yHOMuRf5Hx23R7TjfUjaSx1Vcg1Q2dFuC/A9uVUytlF0pMgGp/3M1e//j6p4LZSKCYUve+lzi3n+SVsZ9Ouve/+0U3HKQP/rruves5PvP5yfl4PsN6TkPYEbKZdvW1ZP/rAU/znwk+14ZMxvb1pf/hKN/bEd59tm/fthYmfY/zr7VHH7sPLxkMG4Tyj8FdzkRvyBuUkqtlF0pMnadfmENJ/+1/iqnTytMdvKvOkskkdcKwGJO/mdoZRS71/OEs5z8p0/68iUIthHYDVMEfxv93KVuJQZy0H9DUs6vKu5899du63Lv39X4ruu687fo4IYNShNLbtZKNarXXflX75zvuX/JIvyosXwwuf9M2+K32/o3efAvB5zuJjM992+EjH9GJWX5z/2rfWBGn1aYcggqpjvLGp/7T9TKJHYzPfeflrLPAxvmYJsM23q6DY8ImNgk/RQ8lOkMhhc2O0hMTREUhgq0tvxfTqUHT8pzqFVlM5j13hZMs4bvgF4GwwubHSSmpggKQwVaffaPl+Zr63Yn/j8GQxy+A3oZDC9sdpCYmiIoDBXoJv/5VQZgMMSRoAQMhhc2O0hMTREUhgp0k/+cKvv77z+MBEMcCUoLvAS75/M5e91umDaCrQHd5D+nymZvjluzBobSAi9sdpCYmiLYCNBN/vOrDMBgiCNBCRgML2x2kJiaIigMFegm//lVBmAwxJGgBAyGFzY7SExNERSGCnST//wqAzAY4khQAgbDC5sdJKamCApDBbrJf36VARgMcSQoAYPhhc0OElNTBIWhAp1S/r+u+8JABeU5WFbZ1LaciH/LS/Ad0MtgeGGzg8TUFEFhqEBz5P8Vb0B923AgrMhws/Jm/ugc9N+QmDOLr9xNF/D3+Xw67yIfkfTlyL83YA+3kfc0azFmNHATQPHUqv814+x98xHXnVfOLyrgb8pL+8u527Krh2wF7/znKb0fM0wG3icsmqzy3Xx2XssGqumUql/xHGd65z+NSsQDugw/yCPe9NX9aly+2BzU35Cc8+2YWndGbd2JW/XzfRhv1nPLfxDQJ7Ew8JE5jIRqrApl6C8iw8fxADPDPd7rQzDncsvXFX+1f133g1ferzvVF8q527KrjGwVEf9YSu/HDJOl/CeSlfY4dwuK+KfplK6hkRxvx26miH8seboM/9yddg08XHEfPjwhB+03pOc8m/yPvL7fE4hsCfIfAvRORMidxq3mMAZuAigpwePVL3mvL0H+k6s9Jl52gPsk7Gohi4wur9om/6WWRdY+JsrHTIBqw2t2PYojd1sLcJny7/F5bx9xO/KJOLnBvX80B+03ZOQ87+xfaau0FQ+OsAr590SwjpD/UXATQBG1Gv6TXPUyZP3QcuWfdT08tGai/KcjM2BXCVlUPiHb5L/Ussn2ZhocxQSoNj5m18c5kk3SgmV/AS5H/u/XnWeW5usIbie2UpEh/ywH7Tfkyf9gUf2XXVsXQcs/DdYz8j0/nuuQ/9gp4Orl/8NOm0dShdFjmKeaufzzuOOpe//p3G3ZVUK2UvlP7McM0zLkv97k3wCoXyvd6zEc0xdHR8Gly//t6P99/i6G/NwMkRY5aL8hb11hjFD1tv58PummlRgV9D3W8uU/vl2uXv71y49zQONzdpKJVVj8H/4cb//l3G3ZVUK2RvknKbIfM0zLkP8KR/4+VgpU00rteogjnf2XjvMy5T/UwrwLjGxmkLxD7+Sg/Ya8UwVxn9Zr6y9j6u5TiKXLPztHlpjDWvf+xfVxdS9jZyz/qaOucu627GohW+He/zimiqm6/K957z923p/Acda9/9spuOXg2f31rOSHjnlH5uD7Dek5DwBGymXb1h2NpzMQp4Naw+K/X7Mjj/7NevK/r+aow8aPM7lLUvPPNnnHVYCuwux/qGreH0Xv/RcvRdrJvxWy1Z38z+nHDFN9+Y8lIk9UzXzyP6hTnuuxHF/PDc5y8t992PfTI7B9xM9WInvcn5bzcxf9NDYH/Tck5fyq4s53f/22Hn4anH0qTiQt4sE/Vo0vIr4poKMiag7zPfcvd1v4w2AvE/rRudclz/4zu61/kwf/POCciw64ZO6V2VVGtrrn/jP6McOUQ1CzRLIjOcx85FbTKVW/EjjO9Nx/crss7B3Kc7BNlm19bpu+n9qglBgML2x2kJiaIigMFWht+b+cSg+hlOdQq8oADKZZI0EJGAwvbHaQmJoiKAwVaPXZP15CauswxJGgBAyGFzY7SExNERSGCnST//wqAzAY4khQAgbDC5sdJKamCApDBbrJf06V/f33H0aCIY4EpQVe2OwgMTVFsBGgm/znVxmAwRBHghIwGF7Y7CAxNUVQGCrQTf7zqwzAYIgjQQkYDC9sdpCYmiIoDBXoJv/5VQZgMMSRoAQMhhc2O0hMTREUhgp0k//8KgMwGOJIUAIGwwubHSSmpggKQwU6pfx/XfeFbyouz8Gyyqa2Jbz1b6kJvgN6GQwvbHaQmJoiKAwVaI78v1447L5uULv+TuzdvcE3vGqhDkgO+v+VmDMLsNhNHPFPvHR0RNIXJ/+kqkde0R+AMrz/cp6wMW718ksuG/ZaUufF5B/TAv52S4r4N3Y90rXfLyvNfD1XPrtSZO5Lf70vak5GVoqplGnR+7Pn8b4RUs91vvQ33XHi9Wiml/7SsAT0xeDa9aGcff+uxncZiuTpjEgO6v+VnPPtmFp3Rm3dCVzx830Yb9bLkX8a520kSE8Yim3oqhwb+ouoKCOPM38PObmHvTK+/+Nxnr0bUtt/0OPGXP6dPn3chPJvg0wY4VSGbCL5V9gVRs+a2vuY0fhYgmBcEKYhbvr73llD/qQ7TqQe3Y7dTCF/WLpfd96f61ynkcXzwvKy2OTK/5We82zyPxKbkkw/PnctSv7vv/Zy0Ko1dBWKYTQHAyhZMUbJl/T7lyD/Ic/SZ5A+5RCu/f5TtIdp2JUiY8ZuX4X8+9mVxs6ex/t8FuVczJYY8DfNcaL0aNaAvzSRkWbw+u3I53zBKONaXFFlGDv8Xxk5zzv716chrugvS/5Ft8Iq1p3ie6FcTt1uPyxgFUUot5f/8J/kqoeUkA8s+Weu3bvPEuQ/HZma1Xrlf7QPrJAqyf/QDcaTtV72f5kJ0CjHGdcjsrNTsOwvwOXIPw8QHrp+O7GVigz5Zzlo/1ee/A8W5SemK12dp8F65jTnx3Nh8i8ivd6Oau1pUPjK//26KxkBTC7/H3a+a2zN5mkZ8XdC+Y9weToEXIH8+5B9TE4by5Bt8l9u6sja/bO3WpN/A6CxjhOjR3YrOgXyr/X47nVRwgyR1joX8X/lrSt4CU3b1p9000pGvP50QMuSf3H2ZKf2/iH51xctc9txvuVMJcX65HCDtj8Z3Lcct5nln7sbO9bUN4T03Zyp5F+/HJSNDGSb/Jfa4+wc3Uya/ZvO/cuBZjmOokd09l9KNlP+4+f974tsFTF5h97JQfu/8k4VxH1ar62/jKm7r7tZmvyHEMdAEXq/MPmP3G7sr0dOUMrYzSj/I4PjJcz+U5EpuYz9L+M2p/yvf+/fN95a8d5/vuOoXjnr3v/tpD/D4Ln+dd17VvJDZ1NlsZUctN+QlvNQ9VqeVdq6o/F0vMtb8ec07GLlX673yJrXoNAKj1x6qQjFqVXlsPHjzPeI2bNidLVy2LfkHdeMm8q5e//jrrEI+U9FJr9D8i1CNqv8r/rkv1rbkSf/5YmqmU/+pzpOrB691g9mOfk/PKjNlyCU6+xx/z4pT6bS9eSue+uBJwftNyTm/H7s0nd//bYefrSYfSrOvyxE/odtKtHvu52O+iAyqf+iOUoRFLnbwh89epnQj85zXXvu327r3+TBP17b2nUGMeBuNP9ZHvwzQOYyKUSWj8mE6Yqf+3ffxMCepY0isqDn/pMdJ0GPZnruPy2VP9xl+HiYSbJr6/PbRP3UBsXIYHhhs4PE1BRBYahAa8v/5VS681SeQ60qAzCYZo0EJWAwvLDZQWJqiqAwVKDVZ/94CamtwxBHghIwGF7Y7CAxNUVQGCrQTf7zqwzAYIgjQQkYDC9sdpCYmiIoDBXoJv/5VQZgMMSRoAQMhhc2O0hMTREUhgp0k/+cKvv77z+MBEMcCUoLvLDZQWJqimAjQDf5z68yAIMhjgQlYDC8sNlBYmqKoDBUoJv851cZgMEQR4ISMBhe2OwgMTVFUBgq0E3+86sMwGCII0EJGAwvbHaQmJoiKAwV6Cb/+VUGYDDEkaAEDIYXNjtITE0RFIYKdEr5/7ruCwMVlOdgWWUABtOskaAEDIYXNjtITE0RFIYKNEf+WbxC9rZh8q5pN84Ee3V/8K3UgcAkLELM2G+IyZnFV+6mC/jrRPWtEqd6zDKbtRYhRqv21BzSg5QYQPFEUvC/Zpyh08KTODHlAvfHW2k3VAzudhI+UkStlJ0NsuE988Mn4YActTHFJbUPTO/TCpNNlzhS82t853+6Vsazm+md/zQqEY0L8nXd9y/n90Saoq/uV2NSDUXyyD/JQfsN6Tnfjql1Z9PWec9VGAY+25KbtVKNCUHG/DmMNJ66UIb+IiZ83PNx5l0S5/bJzBuetJRzvq6Ugxv6MuZ6JdTy2Vkh04A8znMGZoxKah+Y0acVJmP5L4j4J4feM0f8S9fKSHa3YzdTxD+W7tfd++eKkF8yzvTlNPQ7YxGp/bN/moPyGzJyXob8q9H8Pn868xybqH+ZzTohxLiiCiKHkcYzCZSs4PF+XCyac2So8igr1ZUCcG8vo6SKqZWyK0amqvwK5J8l0gdCyn+kE5V5l24mQKO0Moodd1sLcJnyP8wehPOLjuZ25BNx0fVzSfbKP81B+w0ZOS9D/ge90IYFpirSm438h/6Mk/9w45kGilrzvj/JVSb0r1uo/EflE2vG8h8PrncT2nMVUytlV4rsce4OB+9K8drkn6ziIMp/PFnrZf+XmQCN0spxdmTXoGDZX4DLkf/7dUeKcTl1JDLv7UiXGW8ntlKRIf8sB+035Mn/YFGdl538MyMrW/6G7v9nmdWX/7gcgo0nqR3nW5qWfPj11+iADEH+hY94Z/yl1ErZFSLz7AOQZYECJZlY/nk/nNOnFSZj+XdrPtKJak3+DYDGamUMu9xltgC4dPl3vZ0dRtipi4QZIi1y0H5D3rqCn1Dlti5a8OPcBRf/2b/N1H858q83nsR2nG85U0nOxDHPts0K5Z8dX+oRvTqvMmql7MqQjewd0PsXefTvnYKjrsg+rTBZyr+35pNn/6Zz/3Kg8Vo5zo7O/kvHdpnyP9qq7tddvxhF//3nz++MHXonB+035J0qiPvUtq17up4x+f/0T4ZjXBv5H632xKr24q4OJWsj2X8dYe8/kIP/ngxqpexKkYk74s53RNhk8j+u7rk7MhMRDFvy1ucS9/6TtDKO3ax7/7fT2JYDG+x8XfeelfzQeWNZbCUH329Iz3kAM14uw7aunvxnLfhx7uSWpOnY1kj+A9Uet/evNp7kdpxvTi+vHDZ+nH2rNk5WCzv5bwkuYh1uGnbFyOi/yRd+vg8cX6LDTSP/Sn+V06cVJjv5V2s+0oleKwCLOfmfoZVR7F4LcrOc/L+c5EKgu2/Bl/r9bbRf+iCf0iWRPh9PDvpvSMr5/Ryz7/7abV0uFrsa33Vdd/727V/arWwlN2ulGvXHxx0V0XLwNp70dpxjksXIo8bj+8Jc/hfx3H85uCEf7zZz/gpzDjs7ZNTbHhH318WUkNQ+MKNPK0xF3sdNr/k1PvefqJVJ7GZ67j8t0cf958rBNhm29XSTwlJok/RT8FCmMxhe2OwgMTVFUBgq0NryfzmVHjwpz6FWlc1g1ntbMM0avgN6GQwvbHaQmJoiKAwVaPXZP16ar63bnfj/GAxx+A7oZTC8sNlBYmqKoDBUoJv851cZgMEQR4ISMBhe2OwgMTVFUBgq0E3+86sMwGCII0EJGAwvbHaQmJoiKAwV6Cb/OVX2999/GAmGOBKUFnhhs4PE1BTBRoBu8p9fZQAGQxwJSsBgeGGzg8TUFEFhqEA3+c+vMgCDIY4EJWAwvLDZQWJqiqAwVKCb/OdXGYDBEEeCEjAYXtjsIDE1RVAYKtBN/vOrDMBgiCNBCRgML2x2kJiaIigMFeiU8v913RcGKijPwbLKprblRPxbXoLvgF4GwwubHSSmpggKQwWaI/8sAKj7nvCXed8WPtysvWn8c6c3fAjJIeo3xOTM4it30wX8fT6f4gXXoy+oXo78+wENL7gOvqTZD0gHmtaO881TqyOvGX+cu057tz97N+MC3vlfCi4YGkBz+drsSpEJ/6NfKkJWiikuZfaBFZJhl9hbyLlW885/lZHKLl6PZnrnP41KROOCfF33fffhiRdCX92vxhkbiuSRf5KD9hvSc74dU+vOqK07cat+vg/jzXpu+deq8f5rHxeDUgN0O/mBTgFl6C9iwseJL7FgM57ocQuJ+FcGTqE24vIV2dkgE/YJul2MbBL5T+8DqyVz+XdJxRIRo4b5I/5pjJTuLlKPbsdupoh/LN2vu/fP9YQCoyOXy2nod8aijKtzFH9E0eE3ZOQ8m/yPvL7fE4hsCfKvVKMelkl0QFEB5gnQCaGkBI9/30sDMIlgTFpQ+bKoDaW6kglOoTbi8vXZFSLjRm4vRTaJ/GsuE+VitslW/n2kIolYx0T5mAlQrVtj16P0iCO2AJcp/8NIU7Qz0dHcjnwiTj5yJdkr/zQH7Tdk5Dzv7H+8JyJd3HLl/3LqdvthKYp+5K7BBAG5X5kMiqjVwJ/9LJH2UKLn0WCVsbOW/zhwGrWwy0/ArhCZllUxsunlP6EPrJAs5d9LKooIDwJtGhzFAqjWraXO/snOTsGyvwCXI//36474/+VE9w5vR9qb3E5spSJD/lkO2m/Ik//BovzErq2LoOVK7/N8nF9usFj55wvI9+tOrckRQJ+WvYS9f+1POTRjE5ThC/1fS5b/SHAqtZDLT8GuFNlgbPC2NvlP6wMrJLMuUSMVSaTW5L8QqNat+a7H6JHdik6B/Lvezg4j7PasReqzhBiRFjlovyFvXeGT+GimflvnNmxaiVFBPzJYtPyLOaWyNhXXNy1i8V/50wOnV3125uhwEIM2b7aJVkH+I8AFvqW5/DTsypG9TFu58f45AaaklNoHVkhWXaJKKnn2bxsYdcLFf3Hd41B09l9KNlP+R5Xyft31Cxr033/+/M7YoXdy0H5D3qmCuE+t27o0pu7B9cmlyb+UjcDWVNzGZPrw1l7+Y7Yb9Y1k8smS9/4jwUWf2Jjs6N9Qy+XIXHdazd5/Th9YIVXpEuH2/pO7O1WPZt37v53GlmfZgPTruves5IfOpnrWhH05+H5Des5DvY+Xy7CtO90QXTt2Di0te/GfVx3vkiQFBdDlRGo+EoQxFKdWxw8ba/Lv7gPMfvK/DNz4YfLclf8idibIfJKxhpP/uX1ghVRf/mOJyBNVM5/817o17XqsHr2eG5zl5P/wlLBcghj2LfhSv6cMypOpdC2xz8eTg/4bknJ+VXHnu79+W5cPHbudkvhoCfKvVCOvSTqSdTsgP6AMEGZQ5Joj2wR+m7e+Paf9fSyX8Nx/KTjFrbwuPwE7K2RipOb9Dxb63H96H1gtFXmfZpLUKp/717q11OsjHj3hc//J5Q++BGaKHGxTlbY+k03ST21QzAyGFzY7SExNERSGCrS2/F9OpTtP5TnUqjIAg2nWSFACBsMLmx0kpqYICkMFWn32j5eQ2joMcSQoAYPhhc0OElNTBIWhAt3kP7/KAAyGOBKUgMHwwmYHiakpgsJQgW7yn19lAAZDHAlKwGB4YbODxNQUQWGoQDf5z6myv//+w0gwxJGgtMALmx0kpqYINgJ0k//8KgMwGOJIUAIGwwubHSSmpggKQwW6yX9+lQEYDHEkKAGD4YXNDhJTUwSFoQLd5D+/ygAMhjgSlIDB8MJmB4mpKYLCUIFu8p9fZQAGQxwJSsBgeGGzg8TUFEFhqEA3+c+vMgCDIY4EJWAwvLDZQWJqiqAwVKBTyv/XdV8Yp6g8B8sqm9qW8M7/pSb4DuhlMLyw2UFiaoqgMFSgOfL/Cjf0NhZsIBhqgkXuGbvTGz2M5JD/G0TOQ8ySl42/YNiwrYuoPyOSvhz5DwAaD/umASLX02OUGUDx1KoSZUQJ1sTC0ETcn2Gl3VAuONXd0t3Hkl0xMj2QzPJD/tSFMrX39ZZMyrElhfzRdYpGbCKA4tnNFfLndsqJCkoj96h3DkXydEYkBxoYMe43aDnfjjPEln0+PWErf74P4816bvnXqjEITkD0Afq67inc5BFAEZShv4iLHvs4+6r/E5c59v4cy9eVMnCay2e4jw07G2Tq/WsI+Kv2gSZQpvM+F0kKKd99ywn4qzkO7e5+36+7gVcku9uxmyngL0vkp19O9AfdjnzkcjkN/Uv4Tm0uQnPI+w3K7H8e+feFGRcfi/HvEuQ/BMh7XWi5Auj+ay+HwGlTFgMoslY5IPpXhJyzzJYg/6XgvO42n/x7avmZjky7X88nziaR/7pQJiLoWhqp4G12ZgI0Sqei2PGvW4DLk3/SR4geRPx5O/KJuH6n94rIgadhQpmR87yzf6Wt0lY8dHEA8q8BEnoftYlgDUXUauDPCDln/RCU/C9j9v+yQmTa/eFsI2x6+SeLaojyH0WEbb5ZedzLLIAyx6HDNRbRfpwd2SQtWPYX4FLl//Mj+v8+KL23E1upyJB/lgNJ9+tuUI48+R8sSnLs2jpvr32D9cxpzo/nSuU/eMPw5+XUcR9YuPwHuxm5Ojl2f7xNKP8RLp/lPpbsCpGhyD/rA42gTETQtSRSnu/WmPwXAvU5Dt25T2WXvjg6Cq548T8gvWJpN0OkRQ6sIvSsItcVaFmmPfpHbdi0EqOC3g2Q5V+cZNn5cVeFEq8l4kuix3mcAxqfs5NMbFb5d1w+y30s2RUiw5D/4Fg5G8pEBIM2Tsq93WKQ7ZoJUL74PyDTGCnX6ey/dGxXKv9kJKLuZ9yvO76KmLxD7+Sg1U7eqYK4Tyu3dd77+BQCQP5HAem4q0OJ30jWvzWu7mXsliD/6uQjfcumlF0pstXv/Y+rey6UiQiGbZyUsEXv/fOjTsFp6gi7Off+Lycy9r+dOrqHoRzq9qzkB54RcIqt5OCbgqTnPDiPlmeVtu5oPJ008lb8OVK+SvmXFEYA/clZ+beB4tSqctiYnvB3qI08ERBeGhi3CeWf0tFcPsd9LNmZIFvryX+twm2gTO19b0sm5X6/433nrCf/ij26MgAADwlJREFUNce5nDp+DuA9hotl93qecJ6T/zfyxOL4M/fscf/gnX/Ejkg3jJVkDvShSbEMkpJzqCzV23r4aXD26eujJci/Uo3qdY/GK4CGTa9pF5Cf7m7LyKPGyla+5Nl/Zrf1b/LgXw44zU0y3MeGnQ0y9f41PPev9oEmUKbzPm7ppBxb0nP/Ogv/c/8J7OZ67j+1/PusgYlhDrbJsK3PbpP0UxsUM4Phhc0OElNTBIWhAq0t/5dT6cGT8hxqVRmAwTRrJCgBg+GFzQ4SU1MEhaECrT77x0tIbR2GOBKUgMHwwmYHiakpgsJQgW7yn19lAAZDHAlKwGB4YbODxNQUQWGoQDf5z6myv//+w0gwxJGgtMALmx0kpqYINgJ0k//8KgMwGOJIUAIGwwubHSSmpggKQwW6yX9+lQEYDHEkKAGD4YXNDhJTUwSFoQLd5D+/ygAMhjgSlIDB8MJmB4mpKYLCUIFu8p9fZQAGQxwJSsBgeGGzg8TUFEFhqEA3+c+vMgCDIY4EJWAwvLDZQWJqiqAwVKBTyv/XdV8YqKA8B8sqm9qW8NLfpSb4DuhlMLyw2UFiaoqgMFSgOfL/ijfge9uw8jr3V2Kv7h+7UwtM8rk5/zeInFl85W7igL/iNfEjkr4c+S+vRpmD+wLztDc9G0Dx1OrIa8aHGM3imvxG0QvkqZV2Q37PGip/pM61yEAvSwzSaMCuHJkWeCMckGPMSjFlpPR+zDAZdolvSyfrvXH2d/5H6RR1nHiOc73z/3bS44Lowdzoq/vVO4cieeSf5EAjI8X9Bi3n2zG17ozauhO36uf7MN6s55b/8moMIv4kFg+7OpShv4gJHye+RK4qocgKw8dRy9cVrdrvv/YxwUP9X/+67qlLZo4ActhZIXuc/Z6kXY+zeeR/kug+9t4nLIssv285Ef80rdQdJ5Lj7djNFfGPpvt1R4MY6qHcaYc+FvRdnaP4JSH6NyjT1nnkfyQ0NZl+fO5agvwnV6OiCsEw5GQMNyGUlODx73t51GZFMkqDx1Mr1RWn2vV4WhHxsu+/9tS/XHerza4Y2Sb/Jqn+7D/Sicq8SzcToINOBRwniiOXOQtwefJP+ghP10D+vB35RFy/03tF5MDToBYZOc87+1faKm3FgyM0Iv/BkUFFKKJWA3/22sC05HHuDgd32TGcbaJZy//l1O32wxqinNmPyL/Q+yxwRexKkW3yb5Oqy3+UE/Eg0EbL/i+zAEocKuA44xzJrkHBsr8Alyr/nx/R//dB6b2d2EpFhvyzHEi6X3c8eHm6/A8W1XnZtXURtFwRjOfj/OqwFi7/SdWoS0XG1N8GSmSPI4dm9N8i7LwP1qLkn6/836+7EXa+ExvD4sHtGOlBZuwKkT318PJ62PkpMGWk9H7MMC1D/utN/guBOloZcJwYjrnLbAFwxYv/AekVax0ZIi1yYBWhZxW5rkDLMu3RP2rDppUYFfQd0JLlP7UatRymX0DuLa7H8cDp+g98y5VLl38p56FFRb9D9RORnd9J67ErROZm5hOPjPMaM8h/qgOapmXIf4Ujfx8zAUo2qaMcR+FIZ/+l47xS+Sf9tbrvfr/u+HwueYfeyUGrnbxTBXGf1mvrL2Pq7utuViL/UdXov4eeiMlsx/mWsd0oF//lvPL8iMsn2ozlX+p9uvwLf5zs6N9Q/yXIwrmNXddtXvnP3oXJTtXlH2LvX5vbqI6jcpxz7/9yIvsNt9OwpqGcuv+67j0r+YFnBJxiKzn4tj3Scx54aHlWaetON/Q4D2NW59DSwhf/A9WYsvdfsKhVQf4jDhs7R//YBs7no0Wc/FeqncLi4+kY9xHsMiXHTv5TkX08q//uOzPteqxNLv85/Zhhqi//sU4kT1TNfPJf1UrFcWI5vp4nnOfk/40+oz36zD173D945x++JNJ1787Ik4P7mDitweicQ2Wp3tbDjxazT18fLUH+k6vRURElB7kfltuOc0yuDvMd/Jd569s7hvPgXMBz/2q1U3Z07KU9N8vvHLYq81ebc9gZIauz9T/D7D+jHzNMRd7nAZRF1pvD3M/9q1wUx0ngONdz/6nlz+7TrXKwTZZtfW6bvp/aoJQYDC9sdpCYmiIoDBVobfm/nEoPoZTnUKvKAAymWSNBCRgML2x2kJiaIigMFWj12T9eQmrrMMSRoAQMhhc2O0hMTREUhgp0k//8KgMwGOJIUAIGwwubHSSmpggKQwUq5f/53NJIQqolmLLAFKTBYuIVCq9EjZcXtYCb/OdVGUiCKQtMQRosJl6h8ErUeHlRC7jJf16VgSSYssAUpMFi4hUKr0SNlxe1gJv851UZSIIpC0xBGiwmXqHwStR4eVELuMl/XpWBJJiywBSkwWLiFQqvRI2XF7WAm/znVRlIgikLTEEaLCZeofBK1Hh5UQu4yX9elYEkmLLAFKTBYuIVCq9EjZcXtYCb/OdVGUiCKQtMQRosJl6h8ErUeHmzC/jz3Q126H7IR0NkgjP5yqMT9tAy/+kOSs6J5drkP7nKQBJMWWAK0mAx8QqFV6LGy5tdwMd50O/vw6D034fu8O25/nzEafmj67ru/Pj8+dOdv6N+j69cm/wnVxlIgikLTEEaLCZeofBK1Hh5TQr48/2R9p/uQKf1DzLLj5P/M9X+0nJt8p9cZSAJpiwwBWmwmHiFwitR4+U1KeAwy6d6/3yPBr5/Ph+NyT+LiJy77E/Ktcl/cpWBJJiywBSkwWLiFQqvRI2Xt7CAb8EmUn3uhsX/12hgkH9i74siidFDabk2+U+uMpAEUxaYgjRYTLxC4ZWo8fIaL/4/5cG9g0/OX8cG3et09u8fH6SVa5P/5CoDSTBlgSlIg8XEKxReiRovr00BlVn7zzc//N8nuinA07b3P1tCqiWYssAUpMFi4hUKr0SNlze7gGey4P84+7bq6cr/s/s+DOMD//3P7vlZGNhO/s+QkGoJpiwwBWmwmHiFwitR4+XNLuDjTHbyqZaTPf5HzP1u2p77nyUh1RJMWWAK0mAx8QqFV6LGy4tawE3+86oMJMGUBaYgDRYTr1B4JWq8vKgF3OQ/r8pAEkxZYArSYDHxCoVXosbLi1rATf7zqgwkwZQFpiANFhOvUHglary8qAWU8v/nz+8thRNSU4AhjgSlBV7Y7CAxNUWwEaCb/OdXGYDBEEeCEjAYXtjsIDE1RVAYKtBN/vOrDMBgiCNBCRgML2x2kJiaIigMFegm//lVBmAwxJGgBAyGFzY7SExNERSGCnST//wqAzAY4khQAgbDC5sdJKamCApDBbrJf36VARgMcSQoAYPhhc0OElNTBIWhAp1S/r+u++50mzcHyyoDMJhmjQQlYDC8sNlBYmqKoDBUoHny/3Xdd2/b/7p/rt+vu67zXH+n+6/9cLE0B/1Of85DDt3ueidXbseO2fE2TVv/oWEbu67rzg+DXFMts1m71fhJt1NUHfruvJxSKNhD+fk+dIfvH3npbeQThi7iupZPhpV2QxIcrfOP01y/zFy+NrtiZM8nfck6dcEiZKWYEtJAkIAL9oEVkl2XqLlNrkPRLApcLx9oWF9K9Oj+q4dc7noJ8n87dd3pMrSz4d/9b6XXh2/1DbQ4B/VOJWdaWU51J9Zdjbb+832YZQCQ3Ky1avzz+88gBuPi7dz5dd0PzeN+3U0KZegjHGV4M6F8fr4PPamY61o+OZbfDQXBfdLlFBjV+dzqdgo5bEV2ZsiG79M/CpFNJP/3X/vOsxqq9oHVUmmX6KdZ7FCPMxvT/XyfcwcARfLv7coK9eh27Cj6+6+Tf9QeCy5e/i8n+h/fjt7u3unBac9SnoN251jO3tHWAuR/+FO57h0Zl80kn0/T2f+bwv3XntW5pwPy3RnVJOpCkTVKOhnnL/VLnutR+URaqa7oyzZ/mGwIcHkOW59dKTLt/lJk08g/nVCRVOpKGanS7F/5MJJOmadxs5d/zR+j9IgjtgAXLf/iFysdCu9Kfv+5HflEvCwH7c7RnJcq/z/fh3dT1YYFpirSm5n899U4Kv/KnVQ8lH6tMhS15n1/fkzjMFyPyyfSKsq//IiAi3LYaWf/3spMRyZm/O9/FiObRP4vp263H9Z/P0TielfbNIH8JzoU31stnictSf7Jzk7Bsr8AZyn/9+tODDlvJ7ZSUZqDdmee/HeOC03U1pn51iPZn/5/lpmN/NMZhpR/xxm0O+lW1hL2/iN6GW3lkV1fifzL0XaCy3/6o9n3/jOQMTc0QzaF/POV//t19+6+EOU/x6EsJ/9We/8OiDw9slvRqSD/t6P83Z6OviwH7c4M+SfJHXNM19Yf5y64+M/+bab+NvLPzn/1o1Lf9F2/k+3sRIIwhpKqJT0yYeL6KuQ/3KHEKcr8i//JyIYJ/5NqzGrkX57iPN0Q5T/HoYyO/H3MBKinW8vRIzr7LyWbLv/BvSXvL75fd3xiUZ6Ddmf63n/8p3Xb+qcnCjbu14jWcFxrM/uXH8UpN72zuM+yl//gbkvUvD8in1SrI//s3KUvxW0n505KzOQ/FVm1jbYp5F9uAPd/Qu39FzjUMvb+w96XqUcz7v2HjgF7FwC/rntZBpscfFONkVOvnnXLwTe0PCdo66SVs1b7OPPR6/sxJZup/3MK+de3hJ2jf/1ti5j96weMI6f9o/lkWBX59ytEzAM1lxPxl0j3sWRXiowdDadfWMXJf1rh1GXWd/J/AODQLHCo1wrArCf/x/QlV49ey6iznPz/zdYfht/nPkP82YvyK3pJDsqdas5ia7ljrtL57p+irVNzNb7ruu78LVzi5/tgqP4lD/6xauQ3ZMj/7zmf+5cs+ONGkg99Upx+pl3X8pmE1zi4y8m/UyPA+d0qw31s2NkgEx+t77l/Uv+O05VBmc77VJoWDmW0CZANVHWQcj2a67n/1PKnnuI2z8E2lbb1IhseETCxyfopaCjTGQwvbHaQmJoiKAwVaG35v5xKd57Kc6hVZTOY6XHWJ1Czhu+AXgbDC5sdJKamCApDBVp99o+X5mvrdif+PwZDHL4DehkML2x2kJiaIigMFegm//lVBmAwxJGgBAyGFzY7SExNERSGCnST/5wq+/vvP4wEQxwJSgu8sNlBYmqKYCNAmfxvttlmm2222WZN2Sb/m2222Wabbdac/Q/2vdEMwT4EugAAAABJRU5ErkJggg==&quot; 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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://costadelsolestate.blogspot.com/feeds/5668282350387513666/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/blog-post.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/5668282350387513666'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/5668282350387513666'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/02/blog-post.html' title='Trading Results'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-40957649871377617</id><published>2015-01-30T16:32:00.001+01:00</published><updated>2015-01-30T16:32:51.232+01:00</updated><title type='text'>Trading Result 2015</title><content type='html'>&lt;br /&gt;
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&quot; width=&quot;640&quot; /&gt;&lt;img alt=&quot;&quot; height=&quot;66&quot; 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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/40957649871377617'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/40957649871377617'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/01/trading-result-2015.html' title='Trading Result 2015'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-4697319554089946147</id><published>2015-01-29T17:46:00.000+01:00</published><updated>2015-01-30T16:36:12.801+01:00</updated><title type='text'>Trading Results 2015</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&quot; style=&quot;cursor: move;&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; height=&quot;213&quot; 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&quot; width=&quot;640&quot; /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/4697319554089946147'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/4697319554089946147'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/01/trading-results-2015_29.html' title='Trading Results 2015'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-4930599290218002153</id><published>2015-01-19T23:32:00.002+01:00</published><updated>2015-01-19T23:32:18.910+01:00</updated><title type='text'></title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://pub.lucidpress.com/elpostillon/&quot;&gt;http://pub.lucidpress.com/elpostillon/&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw6EhFsv69qBBL92iMJ6AAnPyzprHrxoX9oV-as_TKYrda2G-KubfriA2qzpKhbKxuSIDZd8REJQ14oFcJyKGd5WoHaLLr1npWiYE7j22O27sdHF2o4wwdzdAvA9Un8EF5tiOkq50bLDbV/s1600/530.JPG&quot; height=&quot;213&quot; width=&quot;320&quot; /&gt;&lt;a href=&quot;http://www.elpostillon.es/&quot; target=&quot;_blank&quot;&gt;EL Postillon Restaurant&amp;nbsp;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/4930599290218002153'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/4930599290218002153'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2015/01/httppub.html' title=''/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw6EhFsv69qBBL92iMJ6AAnPyzprHrxoX9oV-as_TKYrda2G-KubfriA2qzpKhbKxuSIDZd8REJQ14oFcJyKGd5WoHaLLr1npWiYE7j22O27sdHF2o4wwdzdAvA9Un8EF5tiOkq50bLDbV/s72-c/530.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-2671609223806084302</id><published>2013-03-30T00:16:00.000+01:00</published><updated>2013-05-17T17:57:33.201+02:00</updated><title type='text'>My Book </title><content type='html'>After a few years of notes, I finally got the book out!!!&lt;br /&gt;
Second book is coming.....&lt;br /&gt;
Click link below:&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.com/How-made-Day-trader-experience/dp/1483904172/ref=sr_1_5?ie=UTF8&amp;amp;qid=1364598642&amp;amp;sr=8-5&amp;amp;keywords=xavier+sierra&quot; style=&quot;font-size: xx-large;&quot; target=&quot;_blank&quot;&gt;How I made it as a Day Trader&amp;nbsp;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
On Amazon Paper and on Amazon Kindle.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4FE4SQ_fU5_fzGGM6XTmQq6vEu7WqqhJUnMNvIIuQKMg25csHaUIWZaqTsRFEZXI3wbfUDf6Vduopx1CWCZBEru5BZ6VsvjJ7oA1GuT1vyByTR5STrpYHFXTn7HU3hyphenhyphenZZI63sZlv7FGbu/s1600/How_I__made_it_as_a__Cover_for_Kindle.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4FE4SQ_fU5_fzGGM6XTmQq6vEu7WqqhJUnMNvIIuQKMg25csHaUIWZaqTsRFEZXI3wbfUDf6Vduopx1CWCZBEru5BZ6VsvjJ7oA1GuT1vyByTR5STrpYHFXTn7HU3hyphenhyphenZZI63sZlv7FGbu/s1600/How_I__made_it_as_a__Cover_for_Kindle.jpg&quot; width=&quot;213&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Book will be FREE for a few days on AMAZON KINDLE very SOON&lt;br /&gt;
Let me know if you wish to have a copy&lt;br /&gt;
Thanks for writting a review.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/2671609223806084302'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/2671609223806084302'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2013/03/my-book.html' title='My Book '/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4FE4SQ_fU5_fzGGM6XTmQq6vEu7WqqhJUnMNvIIuQKMg25csHaUIWZaqTsRFEZXI3wbfUDf6Vduopx1CWCZBEru5BZ6VsvjJ7oA1GuT1vyByTR5STrpYHFXTn7HU3hyphenhyphenZZI63sZlv7FGbu/s72-c/How_I__made_it_as_a__Cover_for_Kindle.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-5942340278808954954</id><published>2013-01-28T16:51:00.000+01:00</published><updated>2013-01-28T16:51:06.733+01:00</updated><title type='text'></title><content type='html'>

&lt;br /&gt;
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 &lt;tbody&gt;
&lt;tr style=&quot;height: 17.25pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;background: rgb(217, 217, 217); border: 1pt solid windowtext; height: 17.25pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 50%;&quot; valign=&quot;top&quot; width=&quot;50%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Futuro IBEX 35&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(217, 217, 217); border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; height: 17.25pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 50%;&quot; valign=&quot;top&quot; width=&quot;50%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
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&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;Analysis for Monday 28 January&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Uptrend market. Break out at
8675 on Friday and confirm the uptrend closing a 8711...loosing 8675 would mean
back to lateral canal...Sale if it loses 675. Few resistances tomorrow also see
below.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: currentColor; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 606px;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;height: 18.75pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
  &lt;td style=&quot;background-color: transparent; border: 1pt solid windowtext; height: 18.75pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.9pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;RESISTANCE:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8734&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8751&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8795&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8844&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8971&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 17.7pt; mso-yfti-irow: 1;&quot;&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.9pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
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&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
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&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 18.75pt; mso-yfti-irow: 2;&quot;&gt;
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  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
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&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 17.7pt; mso-yfti-irow: 3;&quot;&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.9pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;SUPPORT:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8700&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8675&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8600&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8585&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8521&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 17.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8429&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 18.75pt; mso-yfti-irow: 4;&quot;&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.9pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8394&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8247&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;8219&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 18.75pt; mso-yfti-irow: 5; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.9pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 18.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 64.95pt;&quot; valign=&quot;top&quot; width=&quot;87&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: currentColor; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 100%px;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;height: 17.25pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;background: rgb(217, 217, 217); border: 1pt solid windowtext; height: 17.25pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 50%;&quot; valign=&quot;top&quot; width=&quot;50%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Futuro IBEX 35&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(217, 217, 217); border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; height: 17.25pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 50%;&quot; valign=&quot;top&quot; width=&quot;50%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;AFTER Trading Analysis&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: currentColor; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 584px;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;background-color: transparent; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 437.75pt;&quot; valign=&quot;top&quot; width=&quot;584&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;TRADE 1&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;div style=&quot;border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1pt 4pt;&quot;&gt;

&lt;div class=&quot;MsoNormal&quot; style=&quot;border: currentColor; margin: 0cm 0cm 10pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;1/ Why did I get in? &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;Price
opening on my resistance at 8751 and RSI 3 at 80 &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: currentColor; margin: 0cm 0cm 10pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;2&lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;/ Risk on capital taken?&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;u&gt;3,33%&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: currentColor; margin: 0cm 0cm 10pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;3/ Out with a profit goal or Stop loss trailing? &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;Out with profit goal &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;+ 25pts&lt;/u&gt;&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: currentColor; margin: 0cm 0cm 10pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;4/ Did I follow the rules? &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;Yes
-Good trade&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: currentColor; margin: 0cm 0cm 10pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;5/ Comments on trade: &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;Price stopped
at the line 50 of the RSI 3 &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: currentColor; margin: 0cm 0cm 10pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: currentColor; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 584px;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;background-color: transparent; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 437.75pt;&quot; valign=&quot;top&quot; width=&quot;584&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;TRADE 2&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;div style=&quot;border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1pt 4pt;&quot;&gt;

&lt;div class=&quot;MsoNormal&quot; style=&quot;border: currentColor; margin: 0cm 0cm 10pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;1/ Why did I get in? &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;My support
is at 9700 and I got in a 708 because the RSI 3 was at 37 and went down to 30
with a low at 704.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: currentColor; margin: 0cm 0cm 10pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;2&lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;/ Risk on capital taken? &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;u&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;2.66%&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: currentColor; margin: 0cm 0cm 10pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;3/ Out with a profit goal or Stop loss trailing? &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;Original profit was at 728, out with a profit &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;+16&lt;/u&gt;&lt;/b&gt; at 724 because of RSI 3 at
70&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: currentColor; margin: 0cm 0cm 10pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;4/ Did I follow the rules? &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;Yes
-Good trade and I moved stop after 25’ so secure a winning on the trade. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: currentColor; margin: 0cm 0cm 10pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;5/ Comments on trade: &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;&quot;&gt;Both trade
the price reacted on my lines.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/5942340278808954954'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/5942340278808954954'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2013/01/futuro-ibex-35-before-trading-analysis.html' title=''/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-1503496659118022375</id><published>2013-01-08T16:45:00.000+01:00</published><updated>2013-01-08T16:45:17.333+01:00</updated><title type='text'></title><content type='html'>&lt;strong&gt;Estimate Readers&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
I have decided to start dedicating a few minutes per day to update my blog with my trading activities.&lt;br /&gt;
I have been trading all that time, just did not have time to write on the blog&lt;br /&gt;
I am still enjoying trading.&lt;br /&gt;
I am also wanting to open a trading room, i am going to start thinking of that new project and will post my progress. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;&lt;span class=&quot;hps&quot;&gt;Estimado&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;lector&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class=&quot;hps&quot;&gt;He decidido&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;empezar a&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;dedicar&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;unos minutos al&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;día para actualizar&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;mi&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;blog con&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;mis actividades&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;de trading.&lt;/span&gt;&lt;br /&gt;&lt;span class=&quot;hps&quot;&gt;He&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;estado negociando&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;durante todo ese tiempo&lt;/span&gt;&lt;span&gt;, sólo que no&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;tenía tiempo para&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;escribir en el blog&lt;/span&gt;&lt;br /&gt;&lt;span class=&quot;hps&quot;&gt;Todavía estoy&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;disfrutando&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;del day trading.&lt;/span&gt;&lt;br /&gt;&lt;span class=&quot;hps&quot;&gt;También estoy&lt;/span&gt;&amp;nbsp;pensando &lt;span class=&quot;hps&quot;&gt;abrir&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;una sala de operaciones&lt;/span&gt;&lt;span&gt;,&lt;/span&gt; y formacion. V&lt;span class=&quot;hps&quot;&gt;oy a&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;empezar a pensar en&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;ese nuevo proyecto&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;y publicare&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;mi progreso.&lt;/span&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/1503496659118022375'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/1503496659118022375'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2013/01/estimate-readers-i-have-decided-to.html' title=''/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-3744621584012330112</id><published>2012-06-27T09:27:00.001+02:00</published><updated>2012-06-29T10:13:54.934+02:00</updated><title type='text'></title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &#39;Franklin Gothic Book&#39;;&quot;&gt;&lt;strong&gt;XL Capital Investment &amp;nbsp; &lt;/strong&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot;&gt;started&amp;nbsp;its&lt;/span&gt;&lt;span lang=&quot;en-CA&quot;&gt; trading activity on the&lt;u&gt; &lt;/u&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;&lt;/span&gt;&lt;strong&gt;&lt;u&gt;1st&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt;&lt;strong&gt;&lt;u&gt;&lt;span lang=&quot;en-CA&quot;&gt; of &lt;/span&gt;&lt;span lang=&quot;en-CA&quot;&gt;August&lt;/span&gt;&lt;span lang=&quot;en-CA&quot;&gt; 2011&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&lt;span lang=&quot;en-CA&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot;&gt;at the nominal price&lt;/span&gt;&lt;span lang=&quot;en-CA&quot;&gt; of &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &#39;Franklin Gothic Book&#39;; font-weight: bold;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;&lt;/span&gt;10&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &#39;Franklin Gothic Book&#39;; font-weight: bold;&quot;&gt;,24&amp;nbsp; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-weight: bold;&quot;&gt;€&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &#39;Franklin Gothic Book&#39;; font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot;&gt;per share&lt;/span&gt;&lt;span lang=&quot;en-CA&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot;&gt;/participation.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;The price is now&amp;nbsp;&lt;strong&gt;16,46 €&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;border-collapse: collapse; width: 399px;&quot;&gt;&lt;colgroup&gt;&lt;col style=&quot;mso-width-alt: 6070; mso-width-source: userset; width: 125pt;&quot; width=&quot;166&quot;&gt;&lt;/col&gt;&lt;col style=&quot;mso-width-alt: 4205; mso-width-source: userset; width: 86pt;&quot; width=&quot;115&quot;&gt;&lt;/col&gt;&lt;col style=&quot;mso-width-alt: 4315; mso-width-source: userset; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;/col&gt;&lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl65&quot; height=&quot;22&quot; style=&quot;background-color: transparent; border-bottom: #f0f0f0; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: windowtext 1pt solid; height: 16.5pt; width: 125pt;&quot; width=&quot;166&quot;&gt;&lt;/td&gt;&lt;td class=&quot;xl66&quot; style=&quot;background-color: transparent; border-bottom: windowtext 0.5pt solid; border-left: windowtext 0.5pt solid; border-right: #f0f0f0; border-top: windowtext 1pt solid; width: 86pt;&quot; width=&quot;115&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Historic Return&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td class=&quot;xl75&quot; style=&quot;background-color: transparent; border-bottom: windowtext 2pt double; border-left: windowtext 2pt double; border-right: windowtext 2pt double; border-top: windowtext 2pt double; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;May 2012&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;21&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15.75pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Number of shares&amp;nbsp;&lt;/td&gt;&lt;td class=&quot;xl64&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;1&lt;/td&gt;&lt;td class=&quot;xl74&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;1&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;20&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Share Price of acquisition&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;10,24 €&lt;/td&gt;&lt;td class=&quot;xl70&quot; style=&quot;background: yellow; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;15,85&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;21&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15.75pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Total € invested&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;10,24 €&lt;/td&gt;&lt;td class=&quot;xl71&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;15,85&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;22&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 16.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Share Current price&amp;nbsp;&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;16,46 €&lt;/td&gt;&lt;td class=&quot;xl71&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;16,46&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;22&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 16.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Profit&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;6,22 €&lt;/td&gt;&lt;td class=&quot;xl72&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;0,61 €&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;26&quot; style=&quot;height: 19.5pt;&quot;&gt;&lt;td class=&quot;xl68&quot; height=&quot;26&quot; style=&quot;background: #f79646; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 19.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Interest Won %&lt;/td&gt;&lt;td class=&quot;xl69&quot; style=&quot;background: #92d050; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 14pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;60,70%&lt;/td&gt;&lt;td class=&quot;xl73&quot; style=&quot;background: #92d050; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 14pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;3,82%&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;div style=&quot;color: black; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;color: black; text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;MAY 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;+&amp;nbsp;3,82&amp;nbsp;&amp;nbsp;%&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;color: black; text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;APRIL 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;+ 4,07&amp;nbsp;&amp;nbsp;%&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;MARCH 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 2,97&amp;nbsp;&amp;nbsp;%&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;FEBRUARY 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 4,15 %&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;JANUARY 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 3,02%&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;------------&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;DECEMBER 2011&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 1,46% &lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;color: black; text-align: center;&quot;&gt;
&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: black;&quot;&gt;RETURN OF NOVEMBER 2011&amp;nbsp;:&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 4,18 %&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;color: black; text-align: center;&quot;&gt;
&lt;strong&gt;﻿&lt;em&gt;RETURN OF&amp;nbsp;OCTOBER 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; + 5,13%&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;color: black;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;/span&gt;&lt;strong&gt;RETURN OF SEPTEMBER 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;+ 7,46%&lt;/span&gt;&lt;br /&gt;RETURN OF AUGUST 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;+ 12,70%&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;color: black;&quot;&gt;
&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;-------------------------------------------------------------------------------------------------------------------------&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;color: black;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;background-color: white; background-position: initial initial; background-repeat: initial initial; margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: #38761d; font-size: 13.5pt;&quot;&gt;I
have fixed new products deposit for &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;color: #38761d; font-size: 13.5pt; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;&quot;&gt;minimum&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;color: #38761d; font-size: 13.5pt;&quot;&gt; 6 months.&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;background-color: white; background-position: initial initial; background-repeat: initial initial; margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: #38761d; font-size: 13.5pt;&quot;&gt;For more info please contact me.&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;background-color: white; background-position: initial initial; background-repeat: initial initial; margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang=&quot;FR-MA&quot; style=&quot;color: #38761d; font-size: 13.5pt; mso-ansi-language: FR-MA;&quot;&gt;-------&lt;/span&gt;&lt;/i&gt;&lt;span lang=&quot;FR-MA&quot; style=&quot;font-size: 13.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;background-color: white; background-position: initial initial; background-repeat: initial initial; margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang=&quot;FR-MA&quot; style=&quot;color: #38761d; font-size: 13.5pt; mso-ansi-language: FR-MA;&quot;&gt;Je propose de
nouveaux placement fixe de 6 mois a un taux d&#39;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang=&quot;FR-MA&quot; style=&quot;color: #38761d; font-size: 13.5pt; mso-ansi-language: FR-MA; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;&quot;&gt;intérêt&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang=&quot;FR-MA&quot; style=&quot;color: #38761d; font-size: 13.5pt; mso-ansi-language: FR-MA;&quot;&gt; &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang=&quot;FR-MA&quot; style=&quot;color: #38761d; font-size: 13.5pt; mso-ansi-language: FR-MA; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;&quot;&gt;très&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang=&quot;FR-MA&quot; style=&quot;color: #38761d; font-size: 13.5pt; mso-ansi-language: FR-MA;&quot;&gt; &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang=&quot;FR-MA&quot; style=&quot;color: #38761d; font-size: 13.5pt; mso-ansi-language: FR-MA; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;&quot;&gt;intéressant&lt;/span&gt;&lt;/i&gt;&lt;span lang=&quot;FR-MA&quot; style=&quot;font-size: 13.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;background-color: white; background-position: initial initial; background-repeat: initial initial; margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang=&quot;FR-MA&quot; style=&quot;color: #38761d; font-size: 13.5pt; mso-ansi-language: FR-MA;&quot;&gt;Pour plus
d&#39;info, n&#39; &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang=&quot;FR-MA&quot; style=&quot;color: #38761d; font-size: 13.5pt; mso-ansi-language: FR-MA; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;&quot;&gt;hésitez&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang=&quot;FR-MA&quot; style=&quot;color: #38761d; font-size: 13.5pt; mso-ansi-language: FR-MA;&quot;&gt; pas
a me contacter&lt;/span&gt;&lt;/i&gt;&lt;span lang=&quot;FR-MA&quot; style=&quot;font-size: 13.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;background-color: white; background-position: initial initial; background-repeat: initial initial; margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang=&quot;ES&quot; style=&quot;color: #38761d; font-size: 13.5pt; mso-ansi-language: ES;&quot;&gt;--------&lt;/span&gt;&lt;/i&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-size: 13.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;background-color: white; background-position: initial initial; background-repeat: initial initial; margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang=&quot;ES&quot; style=&quot;color: #38761d; font-size: 13.5pt; mso-ansi-language: ES;&quot;&gt;Ofrezco nuevos
deposito a 6 meses con un tipo muy interesante&lt;/span&gt;&lt;/i&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-size: 13.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;background-color: white; background-position: initial initial; background-repeat: initial initial; margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang=&quot;ES&quot; style=&quot;color: #38761d; font-size: 13.5pt; mso-ansi-language: ES;&quot;&gt;Para más información
por favor no dudes en contactar conmigo&lt;/span&gt;&lt;/i&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-size: 13.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;color: black;&quot;&gt;
&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/3744621584012330112'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/3744621584012330112'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2012/06/xl-capital-investment-started-trading.html' title=''/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-2897236656575705206</id><published>2012-06-27T09:24:00.003+02:00</published><updated>2012-06-27T09:24:57.359+02:00</updated><title type='text'>April 2012</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: Franklin Gothic Book;&quot;&gt;&lt;strong&gt;XL Capital Investment &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;started&amp;nbsp;its&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; trading activity on the&lt;u&gt; &lt;/u&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;&lt;/span&gt;&lt;strong&gt;&lt;u&gt;1st&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt;&lt;strong&gt;&lt;u&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; of &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt;August&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; 2011&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;at the nominal price&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; of &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: es;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;&lt;/span&gt;10&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt;,24&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt;€&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;per share&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;/participation.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;The price is now&amp;nbsp;&lt;strong&gt;15,85 €&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;border-collapse: collapse; width: 389px;&quot;&gt;&lt;colgroup&gt;&lt;col style=&quot;mso-width-alt: 6070; mso-width-source: userset; width: 125pt;&quot; width=&quot;166&quot;&gt;&lt;col style=&quot;mso-width-alt: 3840; mso-width-source: userset; width: 79pt;&quot; width=&quot;105&quot;&gt;&lt;col style=&quot;mso-width-alt: 4315; mso-width-source: userset; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl65&quot; height=&quot;22&quot; style=&quot;background-color: transparent; border-bottom: #f0f0f0; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: windowtext 1pt solid; height: 16.5pt; width: 125pt;&quot; width=&quot;166&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;&lt;td class=&quot;xl66&quot; style=&quot;background-color: transparent; border-bottom: windowtext 0.5pt solid; border-left: windowtext 0.5pt solid; border-right: #f0f0f0; border-top: windowtext 1pt solid; width: 79pt;&quot; width=&quot;105&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Historic Return&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td class=&quot;xl75&quot; style=&quot;background-color: transparent; border-bottom: windowtext 2pt double; border-left: windowtext 2pt double; border-right: windowtext 2pt double; border-top: windowtext 2pt double; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;April 2012&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;21&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15.75pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Number of shares&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;&lt;td class=&quot;xl64&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;1&lt;/td&gt;&lt;td class=&quot;xl74&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;1&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;20&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Share Price of acquisition&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;10,24 €&lt;/td&gt;&lt;td class=&quot;xl70&quot; style=&quot;background: yellow; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;15,23&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;21&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15.75pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Total € invested&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;10,24 €&lt;/td&gt;&lt;td class=&quot;xl71&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;15,23&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;22&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 16.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Share Current price&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;15,85 €&lt;/td&gt;&lt;td class=&quot;xl71&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;15,85&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;22&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 16.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Profit&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;5,61 €&lt;/td&gt;&lt;td class=&quot;xl72&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;0,62 €&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;26&quot; style=&quot;height: 19.5pt;&quot;&gt;&lt;td class=&quot;xl68&quot; height=&quot;26&quot; style=&quot;background: #f79646; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 19.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Interest Won %&lt;/td&gt;&lt;td class=&quot;xl69&quot; style=&quot;background: #92d050; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 14pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;54,79%&lt;/td&gt;&lt;td class=&quot;xl73&quot; style=&quot;background: #92d050; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 14pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;4,07%&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;APRIL 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;+ 4,07&amp;nbsp;&amp;nbsp;%&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;MARCH 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 2,97&amp;nbsp;&amp;nbsp;%&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;FEBRUARY 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 4,15 %&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;JANUARY 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 3,02%&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;------------&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;DECEMBER 2011&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 1,46% &lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: black;&quot;&gt;RETURN OF NOVEMBER 2011&amp;nbsp;:&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 4,18 %&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;﻿&lt;em&gt;RETURN OF&amp;nbsp;OCTOBER 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; + 5,13%&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;/span&gt;&lt;strong&gt;RETURN OF SEPTEMBER 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;+ 7,46%&lt;/span&gt;&lt;br /&gt;RETURN OF AUGUST 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;+ 12,70%&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/span&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/2897236656575705206'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/2897236656575705206'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2012/06/april-2012.html' title='April 2012'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-6338384041241742356</id><published>2012-04-04T17:03:00.000+02:00</published><updated>2012-04-04T17:03:09.788+02:00</updated><title type='text'>MARCH 2012</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: Franklin Gothic Book;&quot;&gt;&lt;strong&gt;XL Capital Investment &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;started&amp;nbsp;its&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; trading activity on the&lt;u&gt; &lt;/u&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;&lt;/span&gt;&lt;strong&gt;&lt;u&gt;1st&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt;&lt;strong&gt;&lt;u&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; of &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt;August&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; 2011&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;at the nominal price&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; of &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: es;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;&lt;/span&gt;10&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt;,24&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt;€&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;per share&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;/participation.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;The price is now&amp;nbsp;&lt;strong&gt;15,23 €&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;border-collapse: collapse; width: 389px;&quot;&gt;&lt;colgroup&gt;&lt;col style=&quot;mso-width-alt: 6070; mso-width-source: userset; width: 125pt;&quot; width=&quot;166&quot;&gt;&lt;col style=&quot;mso-width-alt: 3840; mso-width-source: userset; width: 79pt;&quot; width=&quot;105&quot;&gt;&lt;col style=&quot;mso-width-alt: 4315; mso-width-source: userset; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;22&quot; style=&quot;background-color: transparent; border-bottom: #f0f0f0; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: windowtext 1pt solid; height: 16.5pt; width: 125pt;&quot; width=&quot;166&quot;&gt;&lt;div align=&quot;center&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl68&quot; style=&quot;background-color: transparent; border-bottom: windowtext 0.5pt solid; border-left: windowtext 0.5pt solid; border-right: #f0f0f0; border-top: windowtext 1pt solid; width: 79pt;&quot; width=&quot;105&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Historic Return&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl77&quot; style=&quot;background-color: transparent; border-bottom: windowtext 2pt double; border-left: windowtext 2pt double; border-right: windowtext 2pt double; border-top: windowtext 2pt double; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;March 2012&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;&lt;td class=&quot;xl69&quot; height=&quot;21&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15.75pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Number of shares&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl66&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
1&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl76&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
1&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15pt;&quot;&gt;&lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Share Price of acquisition&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl65&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
10,24 €&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl72&quot; style=&quot;background: yellow; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
14,79&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;&lt;td class=&quot;xl69&quot; height=&quot;21&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15.75pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Total € invested&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl65&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
10,24 €&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl73&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
14,79&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl69&quot; height=&quot;22&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 16.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Share Current price&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl65&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
15,23 €&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl73&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
15,23&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl69&quot; height=&quot;22&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 16.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Profit&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl65&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
4,99 €&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl74&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
0,44 €&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;26&quot; style=&quot;height: 19.5pt;&quot;&gt;&lt;td class=&quot;xl70&quot; height=&quot;26&quot; style=&quot;background: #f79646; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 19.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Interest Won %&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl71&quot; style=&quot;background: #92d050; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 14pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
48,72%&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl75&quot; style=&quot;background: #92d050; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 14pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
2,97%&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;MARCH 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 2,97&amp;nbsp;&amp;nbsp;%&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;FEBRUARY 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 4,15 %&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;JANUARY 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 3,02%&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;------------&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;DECEMBER 2011&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 1,46% &lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: black;&quot;&gt;RETURN OF NOVEMBER 2011&amp;nbsp;:&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 4,18 %&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;﻿&lt;em&gt;RETURN OF&amp;nbsp;OCTOBER 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; + 5,13%&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;/span&gt;&lt;strong&gt;RETURN OF SEPTEMBER 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;+ 7,46%&lt;/span&gt;&lt;br /&gt;RETURN OF AUGUST 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;+ 12,70%&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/6338384041241742356'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/6338384041241742356'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2012/04/march-2012.html' title='MARCH 2012'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-7535142934749146640</id><published>2012-03-03T13:04:00.003+01:00</published><updated>2012-03-03T13:04:39.249+01:00</updated><title type='text'>February 2012</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: Franklin Gothic Book;&quot;&gt;&lt;strong&gt;XL Capital Investment &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;started&amp;nbsp;its&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; trading activity on the&lt;u&gt; &lt;/u&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;&lt;/span&gt;&lt;strong&gt;&lt;u&gt;1st&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt;&lt;strong&gt;&lt;u&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; of &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt;August&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; 2011&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;at the nominal price&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; of &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: es;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;&lt;/span&gt;10&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt;,24&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt;€&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;per share&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;/participation.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;The price is now&amp;nbsp;&lt;strong&gt;14,79 €&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;border-collapse: collapse; width: 389px;&quot;&gt;&lt;colgroup&gt;&lt;col style=&quot;mso-width-alt: 6070; mso-width-source: userset; width: 125pt;&quot; width=&quot;166&quot;&gt;&lt;col style=&quot;mso-width-alt: 3840; mso-width-source: userset; width: 79pt;&quot; width=&quot;105&quot;&gt;&lt;col style=&quot;mso-width-alt: 4315; mso-width-source: userset; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl65&quot; height=&quot;22&quot; style=&quot;background-color: transparent; border-bottom: #f0f0f0; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: windowtext 1pt solid; height: 16.5pt; width: 125pt;&quot; width=&quot;166&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;&lt;td class=&quot;xl66&quot; style=&quot;background-color: transparent; border-bottom: windowtext 0.5pt solid; border-left: windowtext 0.5pt solid; border-right: #f0f0f0; border-top: windowtext 1pt solid; width: 79pt;&quot; width=&quot;105&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Historic Return&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td class=&quot;xl75&quot; style=&quot;background-color: transparent; border-bottom: windowtext 2pt double; border-left: windowtext 2pt double; border-right: windowtext 2pt double; border-top: windowtext 2pt double; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;February 2012&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;21&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15.75pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Number of shares&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;&lt;td class=&quot;xl64&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;1&lt;/td&gt;&lt;td class=&quot;xl74&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;1&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;20&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Share Price of acquisition&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;10,24 €&lt;/td&gt;&lt;td class=&quot;xl70&quot; style=&quot;background: yellow; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;14,20&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;21&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15.75pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Total € invested&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;10,24 €&lt;/td&gt;&lt;td class=&quot;xl71&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;14,20&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;22&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 16.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Share Current price&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;14,79 €&lt;/td&gt;&lt;td class=&quot;xl71&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;14,79&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;22&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 16.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Profit&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;4,55 €&lt;/td&gt;&lt;td class=&quot;xl72&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;0,59 €&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;26&quot; style=&quot;height: 19.5pt;&quot;&gt;&lt;td class=&quot;xl68&quot; height=&quot;26&quot; style=&quot;background: #f79646; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 19.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;Interest Won %&lt;/td&gt;&lt;td class=&quot;xl69&quot; style=&quot;background: #92d050; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 14pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;44,43%&lt;/td&gt;&lt;td class=&quot;xl73&quot; style=&quot;background: #92d050; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 14pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;4,15%&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;FEBRUARY 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+4,15 %&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;JANUARY 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+3,02%&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;------------&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;DECEMBER 2011&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 1,46% &lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: black;&quot;&gt;RETURN OF NOVEMBER 2011&amp;nbsp;:&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 4,18 %&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;﻿&lt;em&gt;RETURN OF&amp;nbsp;OCTOBER 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; + 5,13%&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;/span&gt;&lt;strong&gt;RETURN OF SEPTEMBER 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;+ 7,46%&lt;/span&gt;&lt;br /&gt;RETURN OF AUGUST 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;+ 12,70%&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/span&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/7535142934749146640'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/7535142934749146640'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2012/03/february-2012.html' title='February 2012'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-6090440324783181896</id><published>2012-02-04T19:59:00.001+01:00</published><updated>2012-02-04T20:00:43.382+01:00</updated><title type='text'>January 2012</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: Franklin Gothic Book;&quot;&gt;&lt;strong&gt;XL Capital Investment &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;started&amp;nbsp;its&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; trading activity on the&lt;u&gt; &lt;/u&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;&lt;/span&gt;&lt;strong&gt;&lt;u&gt;1st&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt;&lt;strong&gt;&lt;u&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; of &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt;August&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; 2011&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;at the nominal price&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; of &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: es;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;&lt;/span&gt;10&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt;,24&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt;€&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;per share&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;/participation.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;The price is now&amp;nbsp;&lt;strong&gt;14,20 €&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;border-collapse: collapse; width: 389px;&quot;&gt;&lt;colgroup&gt;&lt;col style=&quot;mso-width-alt: 6070; mso-width-source: userset; width: 125pt;&quot; width=&quot;166&quot;&gt;&lt;col style=&quot;mso-width-alt: 3840; mso-width-source: userset; width: 79pt;&quot; width=&quot;105&quot;&gt;&lt;col style=&quot;mso-width-alt: 4315; mso-width-source: userset; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl65&quot; height=&quot;22&quot; style=&quot;background-color: transparent; border-bottom: #f0f0f0; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: windowtext 1pt solid; height: 16.5pt; width: 125pt;&quot; width=&quot;166&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl66&quot; style=&quot;background-color: transparent; border-bottom: windowtext 0.5pt solid; border-left: windowtext 0.5pt solid; border-right: #f0f0f0; border-top: windowtext 1pt solid; width: 79pt;&quot; width=&quot;105&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Historic Return&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl75&quot; style=&quot;background-color: transparent; border-bottom: windowtext 2pt double; border-left: windowtext 2pt double; border-right: windowtext 2pt double; border-top: windowtext 2pt double; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;January&amp;nbsp;2012&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;21&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15.75pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Number of shares&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl64&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
1&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl74&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
1&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;20&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Share Price of acquisition&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
10,24 €&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl70&quot; style=&quot;background: yellow; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
13,78&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;21&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15.75pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Total € invested&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
10,24 €&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl71&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
13,78&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;22&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 16.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Share Current price&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
14,20 €&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl71&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
14,20&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;22&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 16.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Profit&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl63&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
3,96 €&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl72&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
0,42 €&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;26&quot; style=&quot;height: 19.5pt;&quot;&gt;&lt;td class=&quot;xl68&quot; height=&quot;26&quot; style=&quot;background: #f79646; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: #f0f0f0; border-top: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 19.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Interest Won %&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl69&quot; style=&quot;background: #92d050; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 14pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
38,63%&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl73&quot; style=&quot;background: #92d050; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 14pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
3,02%&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;JANUARY 2012&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+3,02%&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;------------&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;DECEMBER 2011&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 1,46% &lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: black;&quot;&gt;RETURN OF NOVEMBER 2011&amp;nbsp;:&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+ 4,18 %&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;﻿&lt;em&gt;RETURN OF&amp;nbsp;OCTOBER 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; + 5,13%&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;/span&gt;&lt;strong&gt;RETURN OF SEPTEMBER 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;+ 7,46%&lt;/span&gt;&lt;br /&gt;RETURN OF AUGUST 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;+ 12,70%&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/6090440324783181896'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/6090440324783181896'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2012/02/january-2012.html' title='January 2012'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4792507467083463025.post-4207614890723825081</id><published>2012-01-17T01:32:00.001+01:00</published><updated>2012-01-17T17:44:49.947+01:00</updated><title type='text'>Change Of name / XL Capital Investment</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: Franklin Gothic Book;&quot;&gt;&lt;strong&gt;Change name :&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: Franklin Gothic Book;&quot;&gt;&lt;strong&gt;XL Capital Investment &lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: Franklin Gothic Book;&quot;&gt;&lt;strong&gt;XL Capital Investment &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;started&amp;nbsp;its&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; trading activity on the&lt;u&gt; &lt;/u&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;&lt;/span&gt;&lt;strong&gt;&lt;u&gt;1st&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt;&lt;strong&gt;&lt;u&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; of &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt;August&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt; 2011&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;at the nominal price&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; of &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: es;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;&lt;/span&gt;10&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt;,24&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt;€&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold; language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;per share&lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: en-CA;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;en-CA&quot; style=&quot;language: en-CA; mso-ansi-language: es;&quot;&gt;/participation.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;The price is now &lt;strong&gt;13,78 €&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;border-collapse: collapse; width: 389px;&quot;&gt;&lt;colgroup&gt;&lt;col style=&quot;mso-width-alt: 6070; mso-width-source: userset; width: 125pt;&quot; width=&quot;166&quot;&gt;&lt;col style=&quot;mso-width-alt: 3840; mso-width-source: userset; width: 79pt;&quot; width=&quot;105&quot;&gt;&lt;col style=&quot;mso-width-alt: 4315; mso-width-source: userset; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl67&quot; height=&quot;22&quot; style=&quot;background-color: transparent; border-bottom-color: #f0f0f0; border-left: windowtext 1pt solid; border-right-color: #f0f0f0; border-top: windowtext 1pt solid; height: 16.5pt; width: 125pt;&quot; width=&quot;166&quot;&gt;&lt;div align=&quot;center&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl68&quot; style=&quot;background-color: transparent; border-bottom: windowtext 0.5pt solid; border-left: windowtext 0.5pt solid; border-right-color: #f0f0f0; border-top: windowtext 1pt solid; width: 79pt;&quot; width=&quot;105&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Historic Return&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl77&quot; style=&quot;background-color: transparent; border-bottom: windowtext 2pt double; border-left: windowtext 2pt double; border-right: windowtext 2pt double; border-top: windowtext 2pt double; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;December 2011&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;&lt;td class=&quot;xl69&quot; height=&quot;21&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right-color: #f0f0f0; border-top-color: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15.75pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Number of shares&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl66&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top-color: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
1&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl76&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top-color: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
1&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15pt;&quot;&gt;&lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right-color: #f0f0f0; border-top-color: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Share Price of acquisition&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl65&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top-color: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
10,24 €&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl72&quot; style=&quot;background: yellow; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top-color: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
13,58&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;&lt;td class=&quot;xl69&quot; height=&quot;21&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right-color: #f0f0f0; border-top-color: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 15.75pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Total € invested&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl65&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top-color: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
10,24 €&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl73&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top-color: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
13,58&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl69&quot; height=&quot;22&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right-color: #f0f0f0; border-top-color: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 16.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Share Current price&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl65&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top-color: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
13,78 €&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl73&quot; style=&quot;background: #fde9d9; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top-color: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FDE9D9 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
13,78&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt;&quot;&gt;&lt;td class=&quot;xl69&quot; height=&quot;22&quot; style=&quot;background: #f79646; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right-color: #f0f0f0; border-top-color: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 16.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Profit&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl65&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top-color: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
3,54 €&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl74&quot; style=&quot;background: #fcd5b4; border-bottom: white 0.5pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top-color: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 11pt; font-weight: 700; mso-pattern: #FCD5B4 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
0,20 €&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr height=&quot;26&quot; style=&quot;height: 19.5pt;&quot;&gt;&lt;td class=&quot;xl70&quot; height=&quot;26&quot; style=&quot;background: #f79646; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right-color: #f0f0f0; border-top-color: #f0f0f0; color: white; font-family: Calibri; font-size: 11pt; font-weight: 700; height: 19.5pt; mso-pattern: #F79646 none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Interest Won %&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl71&quot; style=&quot;background: #92d050; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top-color: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 14pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
+ 34,55%&lt;/div&gt;
&lt;/td&gt;&lt;td class=&quot;xl75&quot; style=&quot;background: #92d050; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 2pt double; border-top-color: #f0f0f0; color: windowtext; font-family: Calibri; font-size: 14pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
+ 1,46%&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;em&gt;&lt;strong&gt;RETURN OF&amp;nbsp;DECEMBER 2011&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+1,46% &lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: black;&quot;&gt;RETURN OF NOVEMBER 2011&amp;nbsp;:&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+4,18 %&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;﻿&lt;em&gt;RETURN OF&amp;nbsp;OCTOBER 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;+5,13%&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;/span&gt;&lt;strong&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;RETURN OF SEPTEMBER 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;+7,46%&lt;/span&gt;&lt;br /&gt;RETURN OF AUGUST 2011:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt;+12,70%&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/4207614890723825081'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4792507467083463025/posts/default/4207614890723825081'/><link rel='alternate' type='text/html' href='http://costadelsolestate.blogspot.com/2012/01/change-of-name-xl-capital-investment.html' title='Change Of name / XL Capital Investment'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/17013713800619692514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry></feed>