<?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-4197692895626778970</id><updated>2016-08-23T06:25:57.730-07:00</updated><title type='text'>MORE GREENS</title><subtitle type='html'>I HAVE CRACKED THE CODE ON HOW YOU CAN BECOME A MILLIONAIRE WHILE TRADING VIRTUAL FOOTBALL LEAGUE. I&#39;M GIVING IT ALL OUT AT NO COST.&#xa;&#xa;CONTACT ME FOR PERSONAL/ GROUP TRAINING &#xa;&#xa;+256750506955&#xa;whybrian9@gmail.com</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://greenswithbrian.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4197692895626778970/posts/default'/><link rel='alternate' type='text/html' href='http://greenswithbrian.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>NO WIN (0752024705)</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>4</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4197692895626778970.post-8531636110951542828</id><published>2015-12-26T16:36:00.000-08:00</published><updated>2015-12-26T16:36:15.295-08:00</updated><title type='text'></title><content type='html'>&lt;span style=&quot;background-color: #fdfdfd; color: #333333; font-family: helvetica; font-size: 14px; line-height: 16px;&quot;&gt;EARN UP TO $1000 MONTHLY. LEARN HOW TO INCREASE YOUR MONTHLY EARNINGS TO $1000 ON AUTOPILOT&lt;a href=&quot;https://winthrillsnetwork.com/go.php?tid=269=geobrian&quot; target=&quot;_blank&quot;&gt;click here&lt;/a&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://greenswithbrian.blogspot.com/feeds/8531636110951542828/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://greenswithbrian.blogspot.com/2015/12/earn-up-to-1000-monthly.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4197692895626778970/posts/default/8531636110951542828'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4197692895626778970/posts/default/8531636110951542828'/><link rel='alternate' type='text/html' href='http://greenswithbrian.blogspot.com/2015/12/earn-up-to-1000-monthly.html' title=''/><author><name>NO WIN (0752024705)</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4197692895626778970.post-1179939497092956100</id><published>2015-12-25T07:32:00.009-08:00</published><updated>2015-12-25T07:32:54.772-08:00</updated><title type='text'>VIRTUAL FOOTBALL TRICK NO. 1</title><content type='html'>&lt;h2 style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 14px; font-stretch: normal; margin: 0px; position: relative;&quot;&gt;&amp;nbsp;&lt;b style=&quot;font-size: 13px; line-height: 18.2px;&quot;&gt;There are five killer team which are;&lt;/b&gt;&lt;/h2&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;1.VFL MADRID&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;2.VFL AMSTERDAM&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;3.VFL OSLO&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;4.VFL LONDON&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;5.VFL BERLIN&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;These teams can`t go more than 5 streak(i.e without winning), especially VFL Madrid and VFL Amsterdam....Mind you these teams names are changed by those bookmakers but not all though,like vfl madrid is known as lagos stars in merry bet...Check the picture below to know the difference....&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;b&gt;&lt;a href=&quot;http://www.merrybet.com/Odds/registration/affiliate385569&quot; target=&quot;_blank&quot;&gt;CLICK HERE &lt;/a&gt;&lt;/b&gt;TO SEE ONLINE VERSION&lt;br /&gt;&lt;br style=&quot;background-color: white;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;320&quot; src=&quot;data:image/png;base64,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&quot; style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; width=&quot;266&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&amp;nbsp; These strategy doesn`t involves long story,just follow me as i drive you to the land of making money.....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;I will like to pick VFL MADRID in this strategy among those killer teams i mention above.....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br /&gt;&lt;h3 style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; margin: 0px; position: relative;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;u&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;THE STRATEGY&lt;/span&gt;&lt;/u&gt;&lt;/h3&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;u&gt;THE BUSINESS;&lt;/u&gt;&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-Lets say you start on day one which it will be ok to start on day 1....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-Give vfl madrid straight win and have a target of what you want to be winning per day of the match which is 3 minutes....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-For instance you have a target of 3$ per match/day( a day is 3 minutes), then how do you know how much to stake to give you the 3$ and the money you stake back&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-These is where you need to be careful.....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-Check the odds of the winning if it`s 1.70 for example for vfl madrid to win.....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-Amount to bet (Stake) = Target ÷0.70 remove the 1, if it`s 2.70 for e.g remove 1 also, so it will be 1.70..You get?&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-SO,e.g Target of 3$&amp;nbsp;÷0.70=4.50$ to stake....you gat to stake 4.50$(if you do your calculations and you get 4.3498 just approximate it to 4.50&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-If the result was as you want(i.e They win)&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-4.50*1.70=7.65..you got your stake and profit....woooohhh&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-Then you continue staking on them to win again as fast as possible but don`t rush o(if you rust in you rush out)&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-But what if the game loss?Jezz, but don`t worry....but what to do?&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-You`ve loss what? you just loss 4.50 $?&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-So,your next target will be 4.50$ you lost + new target 3 $=7.50$&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-Then you gat to check the next odds of vfl madrid if it`s 2.10 odds for e.g,this what you do..&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-Your Target 7.50÷1.10=6.80(you stake 6.80)..you know i told you that you will remove 1 out of the odds..&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-e.g 2.20 odds will be 1.10 while 1.20 will be 0.20....you gat it?&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-So you win now huh?&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-But never mind if you don`t, keep on like this.&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-The first 4.50$+6.80$+3$=14.30$&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-So your next target will be 14.30$&amp;nbsp;÷ by the odds ....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-e.g if the odds for vfl madrid to win is 1.50 at this time...&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-so your staking will be 14.30$÷0.50( remember i told you always remove 1 from the odds)=28.60$(is what you will stake next)&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-NOW Imagine you won now....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-lets do some calculations here....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-28.60$*1.50$=42.90....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-NOW we have all our money back which is the first 4.50+7.50+28.60=40.60&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;-So,42.90-40.60=2.3$....2.3$ within 6 minutes....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;br /&gt;---I promise you that VFL MARID can`t go on 5 treak i.e without winning....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;---You have no chance of loosing in this strategy&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; keep on rolling.........Till you win..&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;you can play the demo &lt;b&gt;&lt;a href=&quot;http://www.merrybet.com/Odds/registration/affiliate385569&quot; target=&quot;_blank&quot;&gt;HERE&lt;/a&gt;&amp;nbsp;&lt;/b&gt;without money to test-run it&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: blue;&quot;&gt;&lt;a href=&quot;http://www.merrybet.com/Odds/registration/affiliate385569&quot; target=&quot;_blank&quot;&gt;MORE GREENS to your ticket&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;u style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;NOTE;&lt;/u&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;u style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;1&lt;/u&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;.Either they will win or loss you keep on giving them straight win....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;2.You must have a target(Your target is the amount you want to win on a bet)&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;3.You must have a calculator beside you&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;4.A good internet connection(Have lost thousands without good internet connection)Avoid cheat or tweak&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;5.Make sure you have a paper beside you jotting your loss&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;6.A good bank roll...&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;7.Avoid noisy place(stay in a calm place)&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;8.Always use 5% of your bank roll as your target....&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;Mind you there`s more trick in all VIRTUAL SPORT.....&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;CONTACT me for personal/group training on how VIRTUAL FOOTBALL LEAGUE CAN MAKE YOU A MILLIONAIRE FOR FREE.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;+256750506955&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;whybrian9@gmail.com&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;http://greenswithbrian.blogspot.ug/&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &#39;Trebuchet MS&#39;, Trebuchet, sans-serif; font-size: 13px; line-height: 18.2px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://greenswithbrian.blogspot.com/feeds/1179939497092956100/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://greenswithbrian.blogspot.com/2015/12/virtual-football-trick-no-1.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4197692895626778970/posts/default/1179939497092956100'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4197692895626778970/posts/default/1179939497092956100'/><link rel='alternate' type='text/html' href='http://greenswithbrian.blogspot.com/2015/12/virtual-football-trick-no-1.html' title='VIRTUAL FOOTBALL TRICK NO. 1'/><author><name>NO WIN (0752024705)</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4197692895626778970.post-8196431845201397989</id><published>2015-12-25T00:59:00.000-08:00</published><updated>2015-12-25T04:45:06.695-08:00</updated><title type='text'>MIND-BLOWING  VFL SYSTEM THAT WINS 100% Times Out of 100%</title><content type='html'>&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;line-height: 18.48px; text-align: center;&quot;&gt;&lt;div style=&quot;margin-bottom: .0001pt; margin: 0in;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 18.48px; text-align: left;&quot;&gt;I&#39;m teaching any person willing to learn how Virtual Football league can make you Millions of shillings &lt;/span&gt;&lt;u style=&quot;font-weight: bold; line-height: 18.48px; text-align: left;&quot;&gt;FOR FREE.&lt;/u&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: .0001pt; margin: 0in;&quot;&gt;&lt;b style=&quot;line-height: 18.48px;&quot;&gt;&lt;span style=&quot;background: white; font-family: Cambria, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;b style=&quot;line-height: 18.48px;&quot;&gt;&lt;span style=&quot;background: white; font-family: Cambria, serif;&quot;&gt;&quot;I&amp;nbsp;&lt;span class=&quot;msoDel&quot;&gt;&lt;del&gt;Promise&lt;/del&gt;&lt;/span&gt;&amp;nbsp;NO, wait... I GUARANTEE You&#39;ll Be LAUGHING ALL THE WAY TO THE BANK With My WINNING VFL Betting Secret, Every Week And Every Season....&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;background: white; font-family: Cambria, serif; line-height: 18.48px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: .0001pt; margin: 0in;&quot;&gt;&lt;span style=&quot;background: white; font-family: Cambria, serif; line-height: 18.48px; text-indent: -0.25in;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: .0001pt; margin: 0in;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #262626; font-family: Cambria, serif; line-height: 18.48px; text-indent: -0.25in;&quot;&gt;I Have a Consistent, VFL winning betting strategy that you can operate all year around&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: Cambria, serif; line-height: 18.48px; text-indent: -0.25in;&quot;&gt;&lt;span style=&quot;color: #262626;&quot;&gt;&amp;nbsp;on &lt;/span&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;a href=&quot;http://www.merrybet.com/Odds/registration/affiliate385569&quot; target=&quot;_blank&quot;&gt;MERRYBET.COM&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white; font-family: Cambria, serif; line-height: 18.48px; text-indent: -0.25in;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626;&quot;&gt;&lt;span style=&quot;background-color: white; font-family: Cambria, serif; line-height: 18.48px; text-indent: -0.25in;&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white; font-family: Cambria, serif; line-height: 18.48px; text-indent: -0.25in;&quot;&gt;&lt;span style=&quot;line-height: 18.48px; text-indent: -0.25in;&quot;&gt;Start small and build your profits as you learn.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626;&quot;&gt;&lt;span style=&quot;background-color: white; font-family: Cambria, serif; line-height: 18.48px; text-indent: -0.25in;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: Cambria, serif; line-height: 18.48px;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: .0001pt; margin: 0in;&quot;&gt;&lt;span style=&quot;background-color: white; font-family: Cambria, serif; line-height: 18.48px;&quot;&gt;&lt;span style=&quot;background-color: white; font-family: Cambria, serif; line-height: 18.48px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; color: #262626; font-family: Cambria, serif; line-height: 18.48px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white; color: #262626; font-family: Cambria, serif; line-height: 18.48px;&quot;&gt;&lt;span style=&quot;line-height: 18.48px;&quot;&gt;The more you use it, the better you get at using it.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; color: #262626; font-family: Cambria, serif; line-height: 18.48px;&quot;&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white; color: #262626; font-family: Cambria, serif; line-height: 18.48px;&quot;&gt;&lt;span style=&quot;line-height: 18.48px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; color: #262626; font-family: Cambria, serif; line-height: 18.48px;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 18.48px;&quot;&gt;&lt;span style=&quot;font-family: Cambria, serif;&quot;&gt;&lt;div style=&quot;color: #262626; font-weight: bold; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;b style=&quot;line-height: 18.48px;&quot;&gt;&lt;u&gt;REQUIREMENTS:&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 18.48px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 18.48px;&quot;&gt;1-NEED A COMPUTER AND INTERNET CONNECTION (&lt;b&gt;A MUST&lt;/b&gt;)&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 18.48px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 18.48px;&quot;&gt;2-REGISTER FOR AN ACCOUNT ON&lt;/span&gt;&lt;b style=&quot;font-weight: bold; line-height: 18.48px;&quot;&gt;:&amp;nbsp;&lt;a href=&quot;http://www.merrybet.com/Odds/registration/affiliate385569&quot; target=&quot;_blank&quot;&gt;MERRYBET.COM&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; font-weight: bold; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;b style=&quot;line-height: 18.48px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; font-weight: bold; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; font-weight: bold; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: blue; font-size: large; line-height: 18.48px;&quot;&gt;&lt;a href=&quot;http://www.merrybet.com/Odds/registration/affiliate385569&quot; target=&quot;_blank&quot;&gt;MORE GREENS&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;color: #262626;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;b style=&quot;color: #262626; line-height: 18.48px;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://2.bp.blogspot.com/-vnPCzkj2Niw/Vn0tj7AeEHI/AAAAAAAAACE/KGhZv1VgoDs/s1600/OWERRI%2BX.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;160&quot; src=&quot;http://2.bp.blogspot.com/-vnPCzkj2Niw/Vn0tj7AeEHI/AAAAAAAAACE/KGhZv1VgoDs/s400/OWERRI%2BX.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://3.bp.blogspot.com/-LIsIBqumyJE/Vn0tmWdfdGI/AAAAAAAAACM/SMv2kTtvECs/s1600/WARRI%2B1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;157&quot; src=&quot;http://3.bp.blogspot.com/-LIsIBqumyJE/Vn0tmWdfdGI/AAAAAAAAACM/SMv2kTtvECs/s400/WARRI%2B1.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://2.bp.blogspot.com/-Lb6VfZcHOyg/Vn0tq_8eiSI/AAAAAAAAACU/SolTMqnium4/s1600/ABUJA%2B1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;165&quot; src=&quot;http://2.bp.blogspot.com/-Lb6VfZcHOyg/Vn0tq_8eiSI/AAAAAAAAACU/SolTMqnium4/s400/ABUJA%2B1.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #262626; font-family: Cambria, serif; line-height: 13.85pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;color: #262626;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: .0001pt; margin: 0in;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; text-align: justify;&quot;&gt;&lt;b style=&quot;line-height: 13.85pt;&quot;&gt;&lt;span style=&quot;background: white; font-family: Cambria, serif;&quot;&gt;CONTACT me for &lt;u&gt;personal/group training&lt;/u&gt;on how VIRTUAL&amp;nbsp;FOOTBALL LEAGUE CAN MAKE YOU A MILLIONAIRE for &lt;u&gt;FREE.&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;background-color: white; font-family: Cambria, serif; line-height: 13.85pt;&quot;&gt;+256750506955&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family: Cambria, serif; line-height: 13.85pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;background-color: white; font-family: Cambria, serif; line-height: 13.85pt;&quot;&gt;whybrian9@gmail.com&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div style=&quot;color: #262626;&quot;&gt;&lt;span style=&quot;background-color: white; color: #141823; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px; text-align: start;&quot;&gt;                           &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://greenswithbrian.blogspot.com/feeds/8196431845201397989/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://greenswithbrian.blogspot.com/2015/12/mind-blowing-vfl-system-that-wins-100.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4197692895626778970/posts/default/8196431845201397989'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4197692895626778970/posts/default/8196431845201397989'/><link rel='alternate' type='text/html' href='http://greenswithbrian.blogspot.com/2015/12/mind-blowing-vfl-system-that-wins-100.html' title='MIND-BLOWING  VFL SYSTEM THAT WINS 100% Times Out of 100%'/><author><name>NO WIN (0752024705)</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-vnPCzkj2Niw/Vn0tj7AeEHI/AAAAAAAAACE/KGhZv1VgoDs/s72-c/OWERRI%2BX.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4197692895626778970.post-53705771665984269</id><published>2015-12-25T00:52:00.000-08:00</published><updated>2015-12-25T04:45:49.629-08:00</updated><title type='text'>INTRODUCING VIRTUAL FOOTBALL LEAGUE (VFL)</title><content type='html'>&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;color: #262626; font-size: 15px; line-height: 18.48px; text-align: center;&quot;&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;font-family: &#39;Trebuchet MS&#39;, Trebuchet, Verdana, sans-serif; line-height: 18.48px;&quot;&gt;&lt;u&gt;&lt;b&gt;&lt;span style=&quot;background-color: white; font-size: medium;&quot;&gt;WHAT IS VIRTUAL FOOTBALL&amp;nbsp;BETTING?&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;font-family: &#39;Trebuchet MS&#39;, Trebuchet, Verdana, sans-serif; line-height: 18.48px;&quot;&gt;&lt;u&gt;&lt;b&gt;&lt;span style=&quot;background-color: white; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;line-height: 18.48px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-family: Times, Times New Roman, serif;&quot;&gt;VIRTUAL FOOTBALL BETTING IS A SYSTEM THAT ALLOWS YOU TO BET ON MATCHES AUTOMATICALLY PLAYED BY THE SYSTEM.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-family: Times, Times New Roman, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;line-height: 18.48px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-family: Times, Times New Roman, serif;&quot;&gt;ON A VIRTUAL FOOTBALL BETTING, THE COMPUTER PLAYS THE MATCH FOR YOU.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-family: Times, Times New Roman, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;line-height: 18.48px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-family: Times, Times New Roman, serif;&quot;&gt;ALL YOU JUST NEED TO DO IS TO PLACE YOUR BETS ON THE MATCHES AND WIN.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;line-height: 18.48px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-family: Times, Times New Roman, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;line-height: 18.48px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-family: Times, Times New Roman, serif;&quot;&gt;THERE ARE 38 MATCHES IN A SEASON WHICH LASTS FOR 30MINUTES. A MATCH LASTS FOR 5 MINUTES.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; font-family: Times, Times New Roman, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;font-size: 13.2px; line-height: 18.48px; text-align: center;&quot;&gt;&lt;div style=&quot;color: #262626; font-family: Cambria, serif; font-size: 13px; font-weight: bold; line-height: 18.48px; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;b style=&quot;line-height: 18.48px;&quot;&gt;&lt;u style=&quot;background-color: white;&quot;&gt;REQUIREMENTS:&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; font-family: Cambria, serif; font-size: 13px; line-height: 18.48px; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white; line-height: 18.48px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; font-family: Cambria, serif; font-size: 13px; line-height: 18.48px; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white; line-height: 18.48px;&quot;&gt;1-NEED A COMPUTER AND INTERNET CONNECTION (&lt;b&gt;A MUST&lt;/b&gt;)&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; font-family: Cambria, serif; font-size: 13px; line-height: 18.48px; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white; line-height: 18.48px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Cambria, serif; font-size: 13px; line-height: 18.48px; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #262626; line-height: 18.48px;&quot;&gt;2-REGISTER FOR AN ACCOUNT ON&lt;/span&gt;&lt;b style=&quot;line-height: 18.48px;&quot;&gt;&lt;span style=&quot;color: #262626;&quot;&gt;:&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://www.merrybet.com/Odds/registration/affiliate385569&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;MERRYBET.COM&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; font-family: Cambria, serif; font-size: 13px; font-weight: bold; line-height: 18.48px; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;&lt;b style=&quot;background-color: white; line-height: 18.48px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;line-height: 18.48px; text-align: center;&quot;&gt;&lt;div style=&quot;color: #262626; font-size: 13.2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-family: Times, Times New Roman, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Times, Times New Roman, serif;&quot;&gt;&lt;a href=&quot;http://www.merrybet.com/Odds/registration/affiliate385569&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;MORE GREENS&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; color: #262626; font-size: 13.2px; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; color: #262626; font-size: 13.2px; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; font-size: 13.2px;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://3.bp.blogspot.com/-OZ_mdjGMq_g/Vn0wQGtX8SI/AAAAAAAAACs/hYGDd-GXc9o/s1600/Capture%2B2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;font-size: 13.2px; line-height: 18.48px; margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;178&quot; src=&quot;http://3.bp.blogspot.com/-OZ_mdjGMq_g/Vn0wQGtX8SI/AAAAAAAAACs/hYGDd-GXc9o/s400/Capture%2B2.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; color: #262626; font-size: 13.2px; text-align: center;&quot;&gt;&lt;a href=&quot;http://4.bp.blogspot.com/-dVGQG8p0bV0/Vn0wRYBOLRI/AAAAAAAAACk/LBP9WELSbv0/s1600/Capturek-1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;163&quot; src=&quot;http://4.bp.blogspot.com/-dVGQG8p0bV0/Vn0wRYBOLRI/AAAAAAAAACk/LBP9WELSbv0/s400/Capturek-1.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;color: #262626; font-size: 13.2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;b style=&quot;background-color: transparent; line-height: 18.48px;&quot;&gt;CONTACT me for personal/group training on how VIRTUAL FOOTBALL LEAGUE CAN MAKE YOU A MILLIONAIRE &lt;u&gt;FOR FREE.&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;color: #262626; line-height: 18.48px; text-align: center;&quot;&gt;&lt;span style=&quot;background-color: white; color: #141823; font-family: Times, Times New Roman, serif; font-size: 14px; line-height: 19.32px; text-align: start;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;line-height: 18.48px; text-align: center;&quot;&gt;&lt;span style=&quot;background-color: white; color: blue; font-family: Times, Times New Roman, serif; font-size: 14px; line-height: 19.32px; text-align: start;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;line-height: 18.48px; text-align: center;&quot;&gt;&lt;span style=&quot;background-color: white; color: blue; font-family: Times, Times New Roman, serif; font-size: 14px; line-height: 19.32px; text-align: start;&quot;&gt;&lt;b&gt;+256750506955&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: blue; font-family: Times, Times New Roman, serif; font-size: 14px; line-height: 19.32px; text-align: start;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; color: blue; font-family: Times, Times New Roman, serif; font-size: 14px; line-height: 19.32px; text-align: start;&quot;&gt;&lt;b&gt;whybrian9@gmail.com&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://greenswithbrian.blogspot.com/feeds/53705771665984269/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://greenswithbrian.blogspot.com/2015/12/100-winning-tricks-in-vfl.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4197692895626778970/posts/default/53705771665984269'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4197692895626778970/posts/default/53705771665984269'/><link rel='alternate' type='text/html' href='http://greenswithbrian.blogspot.com/2015/12/100-winning-tricks-in-vfl.html' title='INTRODUCING VIRTUAL FOOTBALL LEAGUE (VFL)'/><author><name>NO WIN (0752024705)</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-OZ_mdjGMq_g/Vn0wQGtX8SI/AAAAAAAAACs/hYGDd-GXc9o/s72-c/Capture%2B2.JPG" height="72" width="72"/><thr:total>0</thr:total></entry></feed>