<?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: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-75707192348962948</id><updated>2011-09-28T17:30:17.168-03:00</updated><title type='text'>Lotofacil   Paulo48</title><subtitle type='html'>Comecei a estudar a Lotofacil há muito tempo atrás e pesquisando na internet encontrei muita bobagem, propaganda enganosa, enfim tanta besteira que resolvi  estudar por conta própria. Encontrei sim  alguns sites interessantes, mas todos apresentam sempre a mesma coisa, era preciso criar algo novo, um sistema mais simples prático que todos pudessem entender e usar sem precisar ser matemático, por isso eu criei o meu Sistema.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://lotofacilpaulo48.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://lotofacilpaulo48.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Paulo Souza</name><uri>http://www.blogger.com/profile/12883597888662472423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_CV2RKRKiMm8/SwPMCyG_iII/AAAAAAAAAFg/OmmXDp6EMHw/S220/paulo59.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>32</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-75707192348962948.post-1379746902436492480</id><published>2011-08-01T07:28:00.002-03:00</published><updated>2011-08-02T10:04:43.086-03:00</updated><title type='text'>Lotofacil 657  tabela 3 grupos</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-UhDm89904u8/Tjf15PL-XbI/AAAAAAAAAO4/497ySdsbmMc/s1600/657-r.gif" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 400px; height: 157px;" src="http://4.bp.blogspot.com/-UhDm89904u8/Tjf15PL-XbI/AAAAAAAAAO4/497ySdsbmMc/s400/657-r.gif" border="0" alt="" id="BLOGGER_PHOTO_ID_5636243822355570098" /&gt;&lt;/a&gt;&lt;br /&gt;Lotofacil 657&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Alguns números muito adiantados como o 14, 13, 20&lt;br /&gt;e outros muito atrasados 6 e 4&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/75707192348962948-1379746902436492480?l=lotofacilpaulo48.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/1379746902436492480'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/1379746902436492480'/><link rel='alternate' type='text/html' href='http://lotofacilpaulo48.blogspot.com/2011/08/lotofacil-657-tabela-3-grupos.html' title='Lotofacil 657  tabela 3 grupos'/><author><name>Paulo Souza</name><uri>http://www.blogger.com/profile/12883597888662472423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_CV2RKRKiMm8/SwPMCyG_iII/AAAAAAAAAFg/OmmXDp6EMHw/S220/paulo59.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-UhDm89904u8/Tjf15PL-XbI/AAAAAAAAAO4/497ySdsbmMc/s72-c/657-r.gif' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-75707192348962948.post-8254310059813657123</id><published>2011-07-31T09:11:00.002-03:00</published><updated>2011-08-01T07:35:18.868-03:00</updated><title type='text'>Veja como é o meu sistema</title><content type='html'>&lt;span style=";font-family:Verdana,sans-serif;font-size:100%;"  &gt;&lt;br /&gt;Para ganhar na Lotofacil ou qualquer outra loteria é preciso duas coisas: os esquemas que reduzem e garantem as combinações e &lt;b&gt;acertar na escolha dos números.&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=";font-family:Verdana,sans-serif;font-size:100%;"  &gt;Por isso eu desenvolvi várias tabelas para facilitar e melhorar essa tarefa das escolhas dos números sem as quais nenhum esquema tem garantia,  criei também novas estatísticas e outras formas de prever os números que serão sorteados.&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=";font-family:Verdana,sans-serif;font-size:100%;"  &gt;Desenvolvi  uma planilha que eu chamo de Comparador porque compara os números escolhidos com as outras tabelas facilitando assim as escolhas. &lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=";font-family:georgia;font-size:100%;"  &gt;.&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=";font-family:georgia;font-size:100%;"  &gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=";font-family:georgia;font-size:100%;"  &gt;E depois desenvolvi também as planilhas para a Mega-Sena, Lotomania, enfim para todas as loterias&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;Para facilitar o entendimentos das estratégias e das planilhas gravei varios vídeos.&lt;br /&gt;&lt;br /&gt;O meu Sistema se tornou um Curso sobre Loterias    dividido em 3 partes:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size:130%;"&gt;Se quiser conhecer melhor o meu trabalho acesse a minha &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.blogger.com/p%C3%83%C2%A1gina%20do%20Google"&gt;página do Google&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;Para este mês tem a nova planilha da Lotofacil, Mega Sena e Lotomania&lt;br /&gt;&lt;br /&gt;Novos esquemas  e outras novidades&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: rgb(102, 0, 204);font-size:130%;" &gt;Aprenda a escolher os números para a Lotofacil&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: rgb(0, 102, 0);font-size:130%;" &gt;Aprenda a escolher os números para a Mega Sena &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center; color: rgb(204, 0, 0);"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Cada  curso  custa   R$ 25,00 +  o curso da quina  de brinde&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;Contato:  &lt;/span&gt;&lt;span style="color: rgb(0, 0, 153);"&gt; paulo48@yahoo.com&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;   &lt;span style=";font-family:arial;font-size:100%;"  &gt;O curso é composto pela Planilha Automática, essa que você pode ver  nos videos,&lt;br /&gt;Varios esquemas com 17, 18, 19, 20, 21, 22 e 25 números com 4 jogos&lt;br /&gt;até 450 ou mais!  Os videos explicando passo a passo com funciona a planilha,&lt;br /&gt;como escolher os  números  e como aplicar as escolhas nos esquemas.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Como comprar:&lt;br /&gt;depósito em conta bancaria e o envio é através de email&lt;br /&gt;&lt;br /&gt;ou gravado&lt;br /&gt;&lt;br /&gt;em CD através dos correios   custo adicional de 5 reais para as despesas&lt;br /&gt;dos  correios.&lt;br /&gt;&lt;br /&gt;mais detalhes me escreva:  paulo48@yahoo.com&lt;br /&gt;&lt;br /&gt;&lt;div  style="text-align: center;color:red;"&gt;&lt;span style=";font-family:Verdana,sans-serif;font-size:x-small;"  &gt;Este trabalho teve inicio em outubro de 2008 e o endereço era &lt;/span&gt;&lt;/div&gt;&lt;div  style="text-align: center;color:red;"&gt;&lt;span style="font-family:Verdana,sans-serif;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;div  style="color:red;"&gt;&lt;span style="font-family:Verdana,sans-serif;"&gt;http://br.geocities.com/paulo48&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family:Verdana,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family:Verdana,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/75707192348962948-8254310059813657123?l=lotofacilpaulo48.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/8254310059813657123'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/8254310059813657123'/><link rel='alternate' type='text/html' href='http://lotofacilpaulo48.blogspot.com/2009/09/para-assinar-minha-pagina-e-receber-as.html' title='Veja como é o meu sistema'/><author><name>Paulo Souza</name><uri>http://www.blogger.com/profile/12883597888662472423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_CV2RKRKiMm8/SwPMCyG_iII/AAAAAAAAAFg/OmmXDp6EMHw/S220/paulo59.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-75707192348962948.post-867376139915975160</id><published>2011-07-27T14:03:00.002-03:00</published><updated>2011-08-01T07:28:40.710-03:00</updated><title type='text'>Lotofacil 656</title><content type='html'>Lotofacil 656:  2  3  5  7  8  9  11  13  14  15  18  20  22  23  25&lt;br /&gt;&lt;br /&gt;&lt;img src="data:image/png;base64,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" alt="" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/75707192348962948-867376139915975160?l=lotofacilpaulo48.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/867376139915975160'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/867376139915975160'/><link rel='alternate' type='text/html' href='http://lotofacilpaulo48.blogspot.com/2011/07/lotofacil-656.html' title='Lotofacil 656'/><author><name>Paulo Souza</name><uri>http://www.blogger.com/profile/12883597888662472423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_CV2RKRKiMm8/SwPMCyG_iII/AAAAAAAAAFg/OmmXDp6EMHw/S220/paulo59.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-75707192348962948.post-1465550714870128996</id><published>2011-07-24T20:12:00.006-03:00</published><updated>2011-07-27T14:02:43.292-03:00</updated><title type='text'>Lotofacil 655  tabelas e estatísticas</title><content type='html'>Lotofacil 655   resultado:&lt;br /&gt;&lt;br /&gt;Veja a tabela com os números mais e menos sorteados nos último 10 concursos:&lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;O número 2 tem apenas 2 saidas, mas foi sorteado recentemente enquanto que os números&lt;br /&gt;24 e 15  tem 3 sorteios de atraso,  porisso a posição do 2 na frente dos 24 e 15.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/75707192348962948-1465550714870128996?l=lotofacilpaulo48.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/1465550714870128996'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/1465550714870128996'/><link rel='alternate' type='text/html' href='http://lotofacilpaulo48.blogspot.com/2011/07/lotofacil-655-tabelas-e-estatisticas.html' title='Lotofacil 655  tabelas e estatísticas'/><author><name>Paulo Souza</name><uri>http://www.blogger.com/profile/12883597888662472423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_CV2RKRKiMm8/SwPMCyG_iII/AAAAAAAAAFg/OmmXDp6EMHw/S220/paulo59.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-75707192348962948.post-5959531905341443344</id><published>2011-07-23T08:46:00.003-03:00</published><updated>2011-07-24T20:12:19.231-03:00</updated><title type='text'>Mega Sena 1303 tabelas e planilha do jogo</title><content type='html'>Mega Sena concurso 1303&lt;br /&gt;&lt;br /&gt;postei um jogo com 1009 combinações para testar o acerto das escolhas&lt;br /&gt;&lt;br /&gt;planilha com o jogo  disponível para download, resultado:   acerto de uma quadra!&lt;br /&gt;&lt;br /&gt;vídeo no youtube   &lt;a href="http://www.youtube.com/watch?v=QhqxbFAN_jw"&gt;Mega 1303 simu&lt;/a&gt; &lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;meia tabela apenas, tabela completa na minha página do google&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/75707192348962948-5959531905341443344?l=lotofacilpaulo48.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/5959531905341443344'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/5959531905341443344'/><link rel='alternate' type='text/html' href='http://lotofacilpaulo48.blogspot.com/2011/07/mega-sena-1303-tabelas-e-planilha-do.html' title='Mega Sena 1303 tabelas e planilha do jogo'/><author><name>Paulo Souza</name><uri>http://www.blogger.com/profile/12883597888662472423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_CV2RKRKiMm8/SwPMCyG_iII/AAAAAAAAAFg/OmmXDp6EMHw/S220/paulo59.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-75707192348962948.post-2212382138936266921</id><published>2011-07-20T13:03:00.007-03:00</published><updated>2011-07-22T10:16:54.554-03:00</updated><title type='text'>Lotofacil 654   tabelas</title><content type='html'>Lotofacil 654 =   1  2  3  7  12  13  14  16  17  18  19  20  22  23  25&lt;br /&gt;&lt;br /&gt;Tabela com os números mas sorteados da esquerda para a direita&lt;br /&gt;&lt;br /&gt;O resultado considerando a classificação desta tabela foi absolutamente dentro das&lt;br /&gt;probabilidades, já a tabela com a proporção entre números repetidos do sorteio anterior&lt;br /&gt;e os números não repetidos apresentou um resultado raro:     13 x 2&lt;br /&gt;&lt;br /&gt;São 11 combinaçõeas possíveis das propoções:  9 x 6 que é a média e já saiu 217&lt;br /&gt;&lt;br /&gt;9 x 6 = 217&lt;br /&gt;8 x 7 = 1 67&lt;br /&gt;10 x 5  = 134       total   518      que representa   79%&lt;br /&gt;&lt;br /&gt;5 x 10  ainda não     ocorreu,&lt;br /&gt;6 x 9 =   7  vezes apenas,&lt;br /&gt;7 x 8 = 63&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;12 x 3 =  10  &lt;br /&gt;13 x 2 essa do  654    2 vezes apenas&lt;br /&gt;14 x 1  = 1 vez&lt;br /&gt;15 x 0   ainda não ocorreu&lt;br /&gt;&lt;br /&gt;essas representam 21 %    ou seja   a cada 32 sorteios em média&lt;br /&gt;vai ocorrer uma proporção dessa classe! &lt;br /&gt;&lt;br /&gt;Como o sorteio é aleatório, em média significa que não temos muita chance de prever quando acontecerá isso, mas sabemos que de tempos em tempos pode acontecer.&lt;br /&gt;&lt;br /&gt;A última ocorrencia dessas foi no sorteio 605 = 6 x 9&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;para saber mais assista estes&lt;br /&gt;&lt;br /&gt;vídeos no youtube   &lt;a href="http://www.youtube.com/watch?v=cD7vEu_VoVA&amp;amp;feature=mfu_in_order&amp;amp;list=UL"&gt; Tabela 3 gp primera parte&lt;/a&gt;      &lt;a href="http://www.youtube.com/watch?v=IhjJj6jKOUQ&amp;amp;feature=mfu_in_order&amp;amp;list=UL"&gt; Tabela  3 gp segunda parte&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Os 10 mais de ontem não serão os 10 mais de amanhã, talvez 6...&lt;br /&gt;os menos também tem chances!!!  veja o resultado anterior:&lt;br /&gt;&lt;br /&gt;&lt;img src="data:image/png;base64,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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;Sâo muitas combinações, de um lado se separarmos  15 de onde vamos tirar 10 serão&lt;br /&gt;&lt;br /&gt;5005 combinações de dos núemros mais fracos de 10 temos 6 que somam 210 combinações&lt;br /&gt;&lt;br /&gt;e que  precisam ser combinadas entre si!&lt;br /&gt;&lt;br /&gt;Precisamos neste momento da confecção dos jogos de um esquema.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/75707192348962948-2212382138936266921?l=lotofacilpaulo48.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/2212382138936266921'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/2212382138936266921'/><link rel='alternate' type='text/html' href='http://lotofacilpaulo48.blogspot.com/2011/07/lotofacil-654-tabelas.html' title='Lotofacil 654   tabelas'/><author><name>Paulo Souza</name><uri>http://www.blogger.com/profile/12883597888662472423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_CV2RKRKiMm8/SwPMCyG_iII/AAAAAAAAAFg/OmmXDp6EMHw/S220/paulo59.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-75707192348962948.post-1103555373800288450</id><published>2011-07-18T11:35:00.004-03:00</published><updated>2011-07-19T12:31:26.866-03:00</updated><title type='text'>Lotofacil 653  tabela ABS</title><content type='html'>Lotofacil 653   resultado:   1  2  3  7  8 12  13  14  16  17  19  20  21  22  23&lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Esta é a tabela mostrando o ranking absoluto, todos os sorteios,  mais adiantados,&lt;br /&gt;medianos e atrasados, Do primeiro grupo é sorteados em média 7 números  e 4 nos&lt;br /&gt;dois outros grupos.&lt;br /&gt;&lt;br /&gt;Faça uma escolha obedecendo essa proporção com uma tolerância de +/-   UM&lt;br /&gt;e você já estará fazendo um jogo  com mais chances!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img src="data:image/png;base64,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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;Esta tabela é parte integrante da  Planilha Automática - Curso da Lotofacil&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/5EK9_KHMRME" allowfullscreen="" frameborder="0" height="390" width="640"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/75707192348962948-1103555373800288450?l=lotofacilpaulo48.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/1103555373800288450'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/1103555373800288450'/><link rel='alternate' type='text/html' href='http://lotofacilpaulo48.blogspot.com/2011/07/lotofacil-653-tabela-abs.html' title='Lotofacil 653  tabela ABS'/><author><name>Paulo Souza</name><uri>http://www.blogger.com/profile/12883597888662472423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_CV2RKRKiMm8/SwPMCyG_iII/AAAAAAAAAFg/OmmXDp6EMHw/S220/paulo59.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/5EK9_KHMRME/default.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-75707192348962948.post-6751407647257225354</id><published>2011-07-13T18:36:00.005-03:00</published><updated>2011-07-15T10:36:08.545-03:00</updated><title type='text'>Lotofacil 652  tabelas</title><content type='html'>Lotofacil 652  resultado:  2  5  7  9  10  11  13  14  16  17  18  19  20  21  23&lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;    Divindo os números em grupo é possível diminuir o número de combinações!&lt;br /&gt;&lt;br /&gt;    Mas é necessário saber quantos números serão aproximadamente sorteados em cada grupo!&lt;br /&gt;&lt;br /&gt;    Com esta classificação é possível fazer isso.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Para entender melhor esta tabela, &lt;a href="http://lotofacilpaulo48.blogspot.com/2011/07/lotofacil-651-tabela-3-grupos.html"&gt;veja o sorteio 651&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Para entender completamente esta e e outras tabelas, assista o vídeo da &lt;a href="http://lotofacilpaulo48.blogspot.com/2009/09/para-assinar-minha-pagina-e-receber-as.html"&gt;Planilha Automática&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/75707192348962948-6751407647257225354?l=lotofacilpaulo48.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/6751407647257225354'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/6751407647257225354'/><link rel='alternate' type='text/html' href='http://lotofacilpaulo48.blogspot.com/2011/07/lotofacil-652-tabelas.html' title='Lotofacil 652  tabelas'/><author><name>Paulo Souza</name><uri>http://www.blogger.com/profile/12883597888662472423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_CV2RKRKiMm8/SwPMCyG_iII/AAAAAAAAAFg/OmmXDp6EMHw/S220/paulo59.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-75707192348962948.post-6180975100213043071</id><published>2011-07-10T08:57:00.004-03:00</published><updated>2011-07-12T08:40:18.182-03:00</updated><title type='text'>Lotofacil 651 tabela 3 grupos</title><content type='html'>Lotofacil 651 tabela 3 grupos&lt;br /&gt;&lt;br /&gt;Resultado:  1  4  5  6  8  10  13  14  15  17  18  19  20  24  25&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Observe que os números aparecem classificados nos 3 grupos:&lt;br /&gt;&lt;br /&gt;8, 21 e 10 são os adiatados no grupo 1,   o 24 é o mais atrasado&lt;br /&gt;&lt;br /&gt;19, 20 e 13  no grupo 2,  7 e 3 estão atrasados&lt;br /&gt;&lt;br /&gt;9, 6,  22 e o 4 estão adiantados no último grupo   e o 12 bastante atrasado!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0);  font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px;  font-family:'Times New Roman';font-size:medium;"  &gt;&lt;span class="Apple-style-span" style="color: rgb(51, 51, 51);  line-height: 19px; text-align: left; font-family:verdana;" &gt;&lt;div style="display: block; text-align: left; "&gt; de cada grupo são sorteados em média 60%&lt;/div&gt;&lt;div style="display: block; text-align: left; "&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="display: block; text-align: left; "&gt;      o primeiro grupo tem 7  60% é:  4,2 entre 3 e 5  = veio 6&lt;br /&gt;&lt;/div&gt;&lt;div style="display: block; text-align: left; "&gt;      o segundo grupo tem 8  &lt;span&gt;&lt;span&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0);  font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px;  font-family:'Times New Roman';font-size:medium;"  &gt;&lt;span class="Apple-style-span" style="color: rgb(51, 51, 51);  line-height: 19px; text-align: left; font-family:verdana;" &gt;60% é:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;  4,8 entre 4 e 6  = veio 4&lt;br /&gt;&lt;/div&gt;&lt;div style="display: block; text-align: left; "&gt;      o grupo nos números não sorteados tem sempre 10,&lt;br /&gt;&lt;span&gt;&lt;span&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0);  font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px;  font-family:'Times New Roman';font-size:medium;"  &gt;&lt;span class="Apple-style-span" style="color: rgb(51, 51, 51);  line-height: 19px; text-align: left; font-family:verdana;" &gt;60% é:  6   &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;  entre  5 e 8 em média  = veio 5&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Para jogar com esquema  por exemplo com 18 números, escolha  5 no primeiro grupo&lt;br /&gt;5 no segundo   e 8 números no terceiro grupo&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/75707192348962948-6180975100213043071?l=lotofacilpaulo48.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/6180975100213043071'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/6180975100213043071'/><link rel='alternate' type='text/html' href='http://lotofacilpaulo48.blogspot.com/2011/07/lotofacil-651-tabela-3-grupos.html' title='Lotofacil 651 tabela 3 grupos'/><author><name>Paulo Souza</name><uri>http://www.blogger.com/profile/12883597888662472423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_CV2RKRKiMm8/SwPMCyG_iII/AAAAAAAAAFg/OmmXDp6EMHw/S220/paulo59.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-75707192348962948.post-713783312172423516</id><published>2011-07-08T13:07:00.002-03:00</published><updated>2011-07-08T13:10:16.414-03:00</updated><title type='text'>Lotofacil 650  resultado</title><content type='html'>Lotofacil 650     resultado:  1  3  7  8  10  13  14  16  17  19  20  21  23  24  25&lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table id="tabela_premiacao" border="0" cellpadding="2" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th class="meio"&gt;Faixa de premiação&lt;/th&gt;         &lt;th class="meio"&gt;Nº de Ganhadores&lt;/th&gt;         &lt;th class="direita"&gt;Valor de prêmio(R$) &lt;/th&gt;        &lt;/tr&gt;        &lt;tr&gt;         &lt;td class="meio"&gt;15 acertos&lt;/td&gt;         &lt;td class="meio"&gt;&lt;span id="lfacil16"&gt;7&lt;/span&gt;&lt;/td&gt;         &lt;td class="direita"&gt;&lt;span id="lfacil17"&gt;242.743,91&lt;/span&gt; &lt;/td&gt;        &lt;/tr&gt;        &lt;tr&gt;         &lt;td class="meio"&gt;14 acertos&lt;/td&gt;         &lt;td class="meio"&gt;&lt;span id="lfacil18"&gt;690&lt;/span&gt;&lt;/td&gt;         &lt;td class="direita"&gt;&lt;span id="lfacil19"&gt;1.507,72&lt;/span&gt; &lt;/td&gt;        &lt;/tr&gt;        &lt;tr&gt;         &lt;td class="meio"&gt;13 acertos&lt;/td&gt;         &lt;td class="meio"&gt;&lt;span id="lfacil20"&gt;24.105&lt;/span&gt;&lt;/td&gt;         &lt;td class="direita"&gt;&lt;span id="lfacil21"&gt;12,50&lt;/span&gt; &lt;/td&gt;        &lt;/tr&gt;        &lt;tr&gt;         &lt;td class="meio"&gt;12 acertos&lt;/td&gt;         &lt;td class="meio"&gt;&lt;span id="lfacil22"&gt;283.145&lt;/span&gt;&lt;/td&gt;         &lt;td class="direita"&gt;&lt;span id="lfacil23"&gt;5,00&lt;/span&gt; &lt;/td&gt;        &lt;/tr&gt;        &lt;tr&gt;         &lt;td class="meio"&gt;11 acertos&lt;/td&gt;         &lt;td class="meio"&gt;&lt;span id="lfacil24"&gt;1.409.638&lt;/span&gt;&lt;/td&gt;         &lt;td class="direita"&gt;&lt;span id="lfacil25"&gt;2,50&lt;/span&gt; &lt;/td&gt;        &lt;/tr&gt;        &lt;tr&gt;         &lt;td colspan="3" height="10px"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;div style="display: block;" id="vr_arrecadado"&gt;&lt;strong&gt;&lt;span style="font-size: 12px;"&gt;Arrecadação Total: &lt;/span&gt;&lt;/strong&gt; &lt;strong&gt;&lt;span style="color:#666; font-size: 18px; "&gt; R$ &lt;/span&gt;&lt;span style="color:#911687; font-size: 18px;"&gt;19.784.355,00&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/75707192348962948-713783312172423516?l=lotofacilpaulo48.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/713783312172423516'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/713783312172423516'/><link rel='alternate' type='text/html' href='http://lotofacilpaulo48.blogspot.com/2011/07/lotofacil-650-resultado.html' title='Lotofacil 650  resultado'/><author><name>Paulo Souza</name><uri>http://www.blogger.com/profile/12883597888662472423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_CV2RKRKiMm8/SwPMCyG_iII/AAAAAAAAAFg/OmmXDp6EMHw/S220/paulo59.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-75707192348962948.post-8222518216240481498</id><published>2011-07-08T09:19:00.008-03:00</published><updated>2011-07-08T09:40:56.579-03:00</updated><title type='text'>Quem comprou, gostou!!!</title><content type='html'>&lt;span style="font-size:100%;"&gt;&lt;br /&gt;Uma quadra, esta foi do Irineu, Sâo Paulo&lt;br /&gt;&lt;br /&gt;&lt;img src="https://6176961525120949567-a-1802744773732722657-s-sites.googlegroups.com/site/lotusfacius/aprenda-a-jogar-na-lotofacil/quadra-vb.gif?attachauth=ANoY7coannez31yTyOIYja9GiDTbDr-PwC19xwtBv-0jlo2EwxYDmZh5P5DNnmmeRJUidhKih6bcHD6RLlaBjV27_CArD7m2IWNXtO8DvXBWiXcQB52eQwcKfDmv076RWVcrBF9qt0PYactRpt6L437qWrxDZmgL1eVWYl-npYlK3-Mb-0vjdd6QX-2NZ5JARh_TAjZ2EwjBawzpMaUClLXudGyJnsGN7p2fxMDs9GKkh9igARFkwIA%3D&amp;amp;attredirects=0" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0);  font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px;  font-family:'Times New Roman';font-size:100%;"  &gt;&lt;/span&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0);  font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px;  font-family:'Times New Roman';font-size:100%;"  &gt;&lt;span class="Apple-style-span" style="color: rgb(51, 51, 51);   line-height: 19px; text-align: left; font-family:verdana;" &gt;&lt;b&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;span style="color:#000000;"&gt;Paulo, Bom Dia.&lt;br /&gt;&lt;br /&gt;Confira meus resultados do conc. 644 da lotofácil, tive 18 cartelas premiadas.&lt;br /&gt;Parabéns pela seriedade com que conduz seu trabalho, quando eu fizer um premio maior a gente se fala.&lt;br /&gt;&lt;br /&gt;Grato,&lt;br /&gt;Alex&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;img src="https://sites.google.com/site/lotusfacius/_/rsrc/1308313426405/aprenda-a-jogar-na-lotofacil/11-12-13-alex.gif" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0);  font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px;  font-family:'Times New Roman';" &gt;&lt;span class="Apple-style-span" style="color: rgb(51, 51, 51);   line-height: 19px; text-align: left; font-family:verdana;" &gt;&lt;div&gt;&lt;span style="font-family:verdana, sans-serif;color:#0000FF;"&gt;&lt;b&gt;Ola, boa noite!!&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family:verdana, sans-serif;color:#0000FF;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family:verdana, sans-serif;color:#0000FF;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family:verdana, sans-serif;color:#0000FF;"&gt;&lt;b&gt;Em primeiro lugar queria lhe agradecer pelo seu trabalho execelente! Pela sua atenção tambem.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family:verdana, sans-serif;color:#0000FF;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family:verdana, sans-serif;color:#0000FF;"&gt;&lt;b&gt;Vindo um premio maior, nao vou esquecer da sua ajuda e vou fazer um convite para a gente comemorar&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family:verdana, sans-serif;color:#0000FF;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family:verdana, sans-serif;"&gt;&lt;b&gt;&lt;span style="color:#0000FF;"&gt;Foi a primeira vez que ganho alguma coisa.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color:#0000FF;"&gt;Roberto  F&lt;/span&gt;&lt;span style="color:#0000FF;"&gt;.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;img src="https://sites.google.com/site/lotusfacius/_/rsrc/1308224426272/aprenda-a-jogar-na-lotofacil/1292-2QD.gif" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0);  font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px;  font-family:'Times New Roman';" &gt;&lt;span class="Apple-style-span" style="color: rgb(51, 51, 51);   line-height: 19px; text-align: left; font-family:verdana;" &gt;&lt;div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0);  font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px;  font-family:'Times New Roman';" &gt;&lt;span class="Apple-style-span" style="color: rgb(51, 51, 51);   line-height: 19px; text-align: left; font-family:verdana;" &gt;&lt;div&gt;&lt;span style="font-family:verdana, sans-serif;color:#000000;"&gt;&lt;span style="background-color: rgb(255, 255, 255); "&gt;&lt;span style=" ;font-family:verdana;" &gt;&lt;br /&gt;Olá,     acertei uma quadra neste sorteio 1260.&lt;br /&gt;&lt;br /&gt;Além de agradecer a DEUS, com certeza agradeço ao seu curso tbem....&lt;br /&gt;Deixei a planilha como recebi de vc, fui apenas acrescentando os resultados.&lt;br /&gt;Deixei classificado o concurso 1260 e escolhi algumas dezenas restantes.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;img src="https://6176961525120949567-a-1802744773732722657-s-sites.googlegroups.com/site/lotusfacius/aprenda-a-jogar-na-lotofacil/quadra-veronica.gif?attachauth=ANoY7crVYh9ORd9btKBazyWsYld1PEkxQ-0-xOAP_blpjlb7RoJBttfPbTJt9Ca7JifKEgo_h3Rdkov__Q6v2AvwEUlEnkDJ1LugcP40QsDWZBaKUtiekwX3dp6Zn-Cl2E-xpOutu5zUuUg6mNL_x6qNpKQq3FzFVFFQFNjOIlKmzn_71SFrTonjvsjsOA3dlcZpnNzkfd6cJuw5pZIUDrQqOhqJqwblUYYUe4eNA8lLRdNH5JqkDA-ZnMORRlNKZRGZyfC6hOm3&amp;amp;attredirects=0" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0);  font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px;  font-family:'Times New Roman';" &gt;&lt;span class="Apple-style-span" style="  line-height: 19px; text-align: left; font-family:verdana, sans-serif;" &gt;&lt;br /&gt;Paulo&lt;br /&gt;&lt;br /&gt;&lt;div style=" ;font-size:small;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div  style=" ;font-size:small;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div size="small" style=" "&gt;M Oliveira    Itabuna&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0);  font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px;  font-family:'Times New Roman';" &gt;&lt;span class="Apple-style-span" style=" line-height: 19px; text-align: left;  font-family:verdana, sans-serif;" &gt;&lt;br /&gt;Bom dia Sr Paulo&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;fiz 6 jogos com 13 fixas sendo &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=" color: rgb(51, 51, 51); line-height: 18px; "&gt;&lt;span class="Apple-converted-space"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family:'Lucida Grande', 'Trebuchet MS', Verdana, Helvetica, Arial, sans-serif;color:#333333;"&gt;&lt;span style="line-height: 18px; "&gt;tendências&lt;/span&gt;&lt;/span&gt;    3 grupos&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;span style="font-family:'Lucida Grande', 'Trebuchet MS', Verdana, Helvetica, Arial, sans-serif;color:#333333;"&gt;&lt;span style="line-height: 18px; "&gt;saiu 1 cartão com 13 e 12&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family:'Lucida Grande', 'Trebuchet MS', Verdana, Helvetica, Arial, sans-serif;color:#333333;"&gt;&lt;span style="line-height: 18px; "&gt;saiu 1 cartão 12 e 11&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family:'Lucida Grande', 'Trebuchet MS', Verdana, Helvetica, Arial, sans-serif;color:#333333;"&gt;&lt;span style="line-height: 18px; "&gt;saiu 1 cartão 11 &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family:'Lucida Grande', 'Trebuchet MS', Verdana, Helvetica, Arial, sans-serif;color:#333333;"&gt;&lt;span style="line-height: 18px; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family:'Lucida Grande', 'Trebuchet MS', Verdana, Helvetica, Arial, sans-serif;color:#333333;"&gt;&lt;span style="line-height: 18px; "&gt;att&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family:'Lucida Grande', 'Trebuchet MS', Verdana, Helvetica, Arial, sans-serif;color:#333333;"&gt;&lt;span style="line-height: 18px; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family:'Lucida Grande', 'Trebuchet MS', Verdana, Helvetica, Arial, sans-serif;color:#333333;"&gt;&lt;span style="line-height: 18px;"&gt;Rogerio D   SP&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;ACERTEI 14 paulo, veja a foto do volante!&lt;br /&gt;vilmar,   MG&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;img src="data:image/png;base64,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" alt="" /&gt;&lt;br /&gt;&lt;span style="font-family:'Lucida Grande', 'Trebuchet MS', Verdana, Helvetica, Arial, sans-serif;color:#333333;"&gt;&lt;span style="line-height: 18px;"&gt;&lt;br /&gt;Usei o esquema 22 números com 44 jogos&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0);  font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px;  font-family:'Times New Roman';" &gt;&lt;span class="Apple-style-span" style="  line-height: 19px; text-align: left; font-family:verdana, sans-serif;" &gt;&lt;div style="font-size: small; "&gt;&lt;br /&gt;Olá Paulo, temo facero,fiz 13 acertos !!!         apostei r$ 27,50 e ganhei  60 pila ,  a tua planilha é quente&lt;/div&gt;&lt;div style="font-size: small; "&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-size: small; "&gt;Gilmar   SP&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;img src="https://sites.google.com/site/lotusfacius/_/rsrc/1308254335164/aprenda-a-jogar-na-lotofacil/quadra-1255.gif" /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0);  font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px;  font-family:'Times New Roman';" &gt;&lt;span class="Apple-style-span" style=" line-height: 19px; text-align: left;  font-family:verdana, sans-serif;" &gt;&lt;b&gt;&lt;div style="display: block; text-align: left; "&gt;&lt;p&gt;&lt;br /&gt;Paulo boa tarde!&lt;/p&gt;&lt;p&gt;  &lt;/p&gt;&lt;p&gt;Eu fiz um jogo à parte no seu esquema com 21 números e 105 combinações e consegui uma quadra e  ternos. Segue o documento.&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;Abs.   &lt;span&gt;    Cristiano&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div&gt;&lt;span style="font-family:verdana, sans-serif;color:#000000;"&gt;&lt;span style="background-color: rgb(255, 255, 255); "&gt;&lt;div&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;b&gt;&lt;br /&gt;Boa tarde Paulo !&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Tudo blz?&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Com sua planilha de 18 numeros com 24 jogos fiz 14 pontos , e com a 18 numeros com 816 jogos tambem fiz 14 quase deu 15 rsrsrsrs....!&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Sempre estou acompanhando você ai com os seus bolões quem sabe um dia né rsrsrsrs......&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Abraços &lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;span&gt;Sueber&lt;/span&gt;          Franca- SP &lt;/b&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;span style="font-family:verdana, sans-serif;color:#000000;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0);  font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; -webkit-text-decorations-in-effect: none; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px;  font-family:'Times New Roman';" &gt;&lt;span class="Apple-style-span" style="color: rgb(51, 51, 51);   line-height: 19px; text-align: left; font-family:verdana;" &gt;&lt;div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/75707192348962948-8222518216240481498?l=lotofacilpaulo48.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/8222518216240481498'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/75707192348962948/posts/default/8222518216240481498'/><link rel='alternate' type='text/html' href='http://lotofacilpaulo48.blogspot.com/2011/07/uma-quadra-esta-foi-do-irineu-sao-paulo.html' title='Quem comprou, gostou!!!'/><author><name>Paulo Souza</name><uri>http://www.blogger.com/profile/12883597888662472423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_CV2RKRKiMm8/SwPMCyG_iII/AAAAAAAAAFg/OmmXDp6EMHw/S220/paulo59.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-75707192348962948.post-5874877959992661326</id><published>2011-07-06T15:52:00.000-03:00</published><updated>2011-07-06T15:53:26.394-03:00</updated><title type='text'></title><content type='html'>Bolão 649    188 jogos,  3 x 13 +  9 x 12  +  21 x 11  &lt;br /&gt;&lt;br /&gt;&lt;img src="data:image/png;base64,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
