tag:blogger.com,1999:blog-24436231587581078392024-03-05T21:16:05.479-03:00Xadrez do InteriorMAXIMIZANDO A PRÁTICA DO XADREZEliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.comBlogger190125tag:blogger.com,1999:blog-2443623158758107839.post-77796224410623278032013-04-17T00:57:00.001-03:002013-04-25T14:40:36.282-03:00I CIRCUITO MINAS GERAIS DE XADREZ RÁPIDO - 2013<div class="separator" style="clear: both; text-align: center;">
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<br />Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com2tag:blogger.com,1999:blog-2443623158758107839.post-60595733934502690442013-02-13T08:47:00.001-02:002013-02-13T08:47:22.330-02:00ALTERAÇÃO DATA TORNEIO<br />
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POR MOTIVO ORGANIZACIONAIS E ADMINISTRATIVOS FOI ALTERADO A DATA DO TORNEIO DE 20 A 27 DE JANEIRO DE 2013 PARA 20 A 24 DE MARÇO.</h3>
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<b><u><span style="font-family: "Times New Roman","serif";"><span style="font-size: x-large;">I IRT de Xadrez
de Barrinha 2013</span></span></u></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Objetivo:
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1-
Movimentação de Rating CBX e FIDE.</span></div>
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Promover o intercâmbio dos jogadores de várias cidades.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Local:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Barrinha – SP </span></div>
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Fone: (16) 9164-2011 </span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Data:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> 20 a 24 de Março de 2013.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Inscrição:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> <b><i>Convidados devidamente em
dia com a CBX</i></b>. Taxa de inscrição R$ 70,00.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sistema
de Competição: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Doble</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Round Robin (todos contra todos).</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ritmo de
Jogo:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> 90´ + 30″ </span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><br />Arbitragem: AR </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Maurilio Azevedo</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><br />Critérios
de Desempate:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1-
Confronto Direto;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2-
Maior número de vitórias; </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">3-
Sonneborn Berger; </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">4-
Maior número de vitórias com as pretas;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">5- Sistema Koya</span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Contato: </span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Eliseu</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">heliseubatista@hotmail.com</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">16 9164-2011 </span></div>
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Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-40848397008978728152013-01-23T08:29:00.002-02:002013-01-23T08:29:52.119-02:00PROFILE FIDE ALTERADO<img alt="" src="data:image/png;base64,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" /> <br />
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Mais uma vez agradeço a todos que me apoiaram e me incentivaram no percurso para obtenção desse TÍTULO. </div>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-611181278050905532013-01-22T16:20:00.000-02:002013-01-22T16:20:26.791-02:00Data dos Jogos Regionais - ARARAQUARA<div style="text-align: justify;">
Os Jogos Regionais da 5ª Região Esportiva de 2013 serão realizados em Araraquara entre os dias 15 a 28 Julho, e como já todos já foram informados a maior alteração foi a exclusão da categoria sub 21, ficando apenas categoria livre que será disputada na 1ª e 2ª divisão.</div>
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Fonte: <a href="http://www.simnews.com.br/index.jsf?noticia=44253&page=noticias.xhtml">http://www.simnews.com.br/index.jsf?noticia=44253&page=noticias.xhtml</a></div>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-38915203892296982742013-01-22T08:58:00.001-02:002013-01-22T13:19:41.190-02:00HOMOLOGAÇÃO - TÍTULO DE ÁRBITRO FIDE<div style="text-align: justify;">
Hoje a FIDE (<em>Federation Internationale des Echecs) </em>publicou os títulos homologados, e, para minha felicidade, após muito trabalho e dedicação meu título de Árbitro FIDE (FA) estava na lista dos homologados.</div>
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Gostaria de agradecer a todos que estiveram nessa caminha de quase 6 anos de arbitragem.</div>
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Bom agora é continuar trabalhando para um dia conseguir título de Árbitro Internacional (IA).</div>
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Maiores informações de títulos homologados:</div>
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<em><a href="http://www.fide.com/component/content/article/1-fide-news/6751-titles-approved-by-the-1st-quarter-fide-pb-2013.html">http://www.fide.com/component/content/article/1-fide-news/6751-titles-approved-by-the-1st-quarter-fide-pb-2013.html</a></em></div>
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<img alt="official_logo" height="160" src="http://www.fide.com/images/stories/fide_logos/official_logo.jpg" width="320" /><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihkn2RldmnsicO0gjVJ9F64iXrhbG1WYJJs-hqJ5pWC3SMwGU6_MUm6xbcM5v0s8ybKpMAChHtAECSlK-8qsUhbVc-qIyFRgH3gULQPVU8vJYNg8Lnj8ZBXWqcbmZ9EmFQFGLPCPPLE6A/s1600/Homologa%C3%A7%C3%A3o+de+T%C3%ADtulos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihkn2RldmnsicO0gjVJ9F64iXrhbG1WYJJs-hqJ5pWC3SMwGU6_MUm6xbcM5v0s8ybKpMAChHtAECSlK-8qsUhbVc-qIyFRgH3gULQPVU8vJYNg8Lnj8ZBXWqcbmZ9EmFQFGLPCPPLE6A/s640/Homologa%C3%A7%C3%A3o+de+T%C3%ADtulos.jpg" width="640" /></a></div>
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Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com1tag:blogger.com,1999:blog-2443623158758107839.post-22870870197691450382013-01-21T12:11:00.003-02:002013-01-21T12:11:29.141-02:00MESTRE NACIONAL DE XADREZ<div style="text-align: justify;">
Hoje a Confederação Brasileira de Xadrez, publicou a reativação do título de Mestre Nacional de Xadrez, dessa forma reconhecendo o trabalho de vários jogadores que conseguem chegar aos 2200 de rating FIDE ou CBX.</div>
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Maiores detalhes: <a href="http://www.cbx.org.br/VerTexto.aspx?no=1156&nm=Comunicados">http://www.cbx.org.br/VerTexto.aspx?no=1156&nm=Comunicados</a></div>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-66915212003956110792013-01-20T19:53:00.001-02:002013-01-20T19:53:27.384-02:00CADASTRO - COMPETIÇÕES DA SECRETARIA DE ESPORTE, LAZER E JUVENTUDE<div style="text-align: justify;">
PORTARIA G. CEL 02/2013<br />SISTEMA INTEGRADO DE CADASTRO DA CEL<br /> </div>
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I - CADASTRO DE ATLETAS E DIRIGENTES<br /> </div>
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Artigo 1o – Para ter acesso ao Sistema Integrado de Cadastro da CEL os municípios deverão indicar através de oficio o Gestor de Cadastro Municipal para quem será disponibilizado o Login e a Senha de gerenciamento dos cadastros do município.</div>
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<br />Paragrafo Único: O oficio deverá ser formatado em papel timbrado assinado pelo Prefeito Municipal, com a indicação do nome e os dados pessoais do Gestor de Cadastro Municipal endereçado ao Coordenador de Esporte e Lazer e enviado ao Núcleo do Sistema Integrado de cadastro da CEL, Sito Praça Antônio Prado, Nº 09 – 12º andar.<br /> </div>
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Artigo 2o – Na temporada 2013 compreendida entre 1o de Março a 31 de dezembro o atleta somente poderá participar dos eventos promovidos pela Secretaria de Esporte, Lazer e Juventude pelo município no qual está cadastrado, não sendo considerado qualquer outro vínculo.<br /> </div>
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Paragrafo Único: O cadastro dos Atletas e Dirigentes será obrigatório e terá validade apenas para a temporada 2013, quando finda o vínculo do atleta com o Município.<br /> </div>
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Artigo 3o – Nos eventos abaixo relacionados os Atletas e Dirigente deverão ser cadastrados pelo Gestor de Cadastro Municipal no Sistema Integrado de Cadastro da CEL:<br /> </div>
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01. Campeonato Estadual de Futebol;<br />02. Copa de Ginástica Artística do Estado de São Paulo;<br />03. Copa de Ginástica Rítmica do Estado de São Paulo;<br />04. Ginastrada;<br />05. Copa de Basquetebol do Estado de São Paulo;<br />06. Copa de Handebol do Estado de São Paulo;<br />07. Jogos Regionais;<br />08. Jogos Regionais do Idoso;<br />09. Jogos Abertos do Idoso;<br />10. Jogos Abertos “Horácio Baby Barioni”;<br />11. Jogos Abertos da Juventude;<br /> </div>
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Artigo 4o – O cadastro dos Atletas e Dirigentes deverá ser efetuado através do Login e senha pelo Gestor de Cadastro Municipal no site da Secretaria de Esporte, Lazer e Juventude (www.selj.sp.gov.br) a partir de 01 de Março de 2013.<br /> </div>
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Artigo 5o – O atleta estrangeiro que não possuir Cadastro de Pessoa Física (CPF) deverá formalizar seu cadastro com os dados pessoais, foto digitalizada e o RNE (Registro Nacional de Estrangeiro).<br /> </div>
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Paragrafo Único: Poderão ser inscritos nos eventos o seguinte número máximo de atletas estrangeiros por modalidade e sexo, desde que atendidas às exigências deste artigo:<br /> </div>
<div style="text-align: justify;">
01. Atletismo 02;<br />02. Basquetebol 02;<br />03. Biribol 01;<br />04. Bocha 01;<br />05. Boxe 01;<br />06. Capoeira 01;<br />07. Ciclismo 01;<br />08. Damas 01;<br />09. Futebol 02;<br />10. Futsal 02;<br />11. Ginástica Artística 01;<br />12. Ginástica Rítmica 01;<br />13. Handebol 02;<br />14. Judô 02;<br />15. Karatê 01;<br />16. KickBoxing 01;<br />17. Luta Olímpica 01;<br />18. Malha 01;<br />19. Natação 02;<br />20. Taekwondo 01;<br />21. Tênis 01;<br />22. Tênis de Mesa 01;<br />23. Voleibol 02;<br />24. Volei de Praia 01;<br />25. Xadrez 01;<br /> </div>
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Artigo 6o – O Cadastro dos Atletas e Dirigente serão vinculados às relações nominais, que automaticamente gerara uma credencial na Fase Final do Desporto Escolar e Final Estadual nos eventos relacionados no artigo 3º;<br /> </div>
<div style="text-align: justify;">
Artigo 7o – As relações nominais serão automaticamente bloqueadas nas datas previstas no cronograma do calendário oficial e nos regulamentos dos eventos, não sendo possível o acesso após o bloqueio.<br /> </div>
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Artigo 8o – A credencial será o documento obrigatório para a participação na Fase Final do Desporto Escolar, na Final Estadual dos eventos relacionados no artigo 3º e deverá ser apresentada ao representante da CEL antes da participação dos Jogos e Competições.<br /> </div>
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Paragrafo Primeiro: As Credenciais deverão ser retiradas pelo chefe da Delegação na comissão de controle até as 18h00 do dia que antecede o inicio dos jogos e competições do evento apresentando os seguintes documentos:<br /> </div>
<div style="text-align: justify;">
a)Atleta - Carteira de Identidade (RG) emitida pela Secretaria<br />da Segurança Pública original e Cadastro de Pessoa Física<br />(CPF) original. (quando não constar no RG).<br />b)Atleta Estrangeiro – RNE (Registro Nacional de Estrangeiro).<br />c)Técnico, auxiliar técnico, preparador físico - CREF.<br />d)Médico – CRM – (Conselho Regional de Medicina)<br />e)Fisioterapeuta - CREFITO. (Conselho Regional de Fisioterapia e Terapia Ocupacional)<br />f)Massagista - (RG) Carteira de Identidade emitida pela Secretaria da Segurança Pública original.<br /> </div>
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Paragrafo Segundo: Componentes das Delegações não citados no paragrafo acima deverão apresentar o (RG) Carteira deIdentidade emitida pela Secretaria da Segurança Pública original para a retirada da Credencial.<br /> </div>
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II – CADASTROS PARA OS JOGOS ESCOLARES – FASE FINAL<br /> </div>
<div style="text-align: justify;">
Artigo 9º – Para ter acesso ao Sistema de Cadastro da CEL será disponibilizado para as Diretorias de Esporte e Lazer do Estado de São Paulo o Login e a Senha para o gerenciamento do Diretor I nos cadastros dos Atletas e Professores das Unidades Escolares classificadas pelo site (www.selj.sp.gov.br).<br /> </div>
<div style="text-align: justify;">
Paragrafo Primeiro: O cadastro será obrigatório somente para os atletas e professores das Unidades Escolares classificadas para Fase Final da Etapa da Rede Estadual.<br /> </div>
<div style="text-align: justify;">
Paragrafo Segundo: O professor deverá definir a Relação Nominal dentre os Atletas participantes nas categorias, modalidades e sexo das fases anteriores e enviar para Diretoria Regional de Esporte e Lazer de sua região administrativa de acordo com o cronograma do evento.<br /> </div>
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Paragrafo Terceiro: As relações nominais para Fase Final da Etapa da Rede Estadual serão vinculadas ao cadastro realizado e gerara automaticamente uma credencial.<br /> </div>
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Paragrafo Quarto: A credencial será o documento obrigatório para a participação na Fase Final da Etapa da Rede Estadual e deverá ser retirada na comissão de controle pelo Chefe da Delegação até as 18h00 no dia que antecede o inicio dos jogos e competições do evento.</div>
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<br />III – CADASTROS PARA O CAMPEONATO ESTADUAL DE FUTEBOL – FASE CAPITAL<br /> </div>
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Artigo 10 – Para ter acesso ao Sistema de Cadastro da CEL será disponibilizado para ao Diretor Técnico II da Divisão de Esportes do Estado de São Paulo o Login e a Senha, para o gerenciamento do cadastro dos Atletas e Dirigentes das respectivas Entidades da Capital pelo site (www.selj.sp.gov.br).</div>
<div style="text-align: justify;">
<br />Paragrafo Primeiro: O cadastro será obrigatório somente para os atletas e dirigentes das Entidades da Capital classificadas para Fase Final Estadual.<br /> </div>
<div style="text-align: justify;">
Paragrafo Segundo: Os responsáveis pelas Entidades classificadas deverão definir da Relação Nominal dentre os participantes nas categorias e sexo das fases anteriores e enviar para Divisão de Esportes de acordo com o cronograma do evento.</div>
<div style="text-align: justify;">
<br />Paragrafo Terceiro: As relações nominais para Fase Final Estadual serão vinculadas ao cadastro realizado e gerara automaticamente uma credencial.<br /> </div>
<div style="text-align: justify;">
Paragrafo Quarto: A credencial será o documento obrigatório para a participação na Fase Final Estadual e deverá ser retirada na comissão de controle pelos responsáveis das equipes classificadas até as 18h00 no dia que antecede o inicio dos jogos do evento.<br /> </div>
<div style="text-align: justify;">
IV - CADASTRO DE ARBITROS E FUNCIONARIOS.<br /> </div>
<div style="text-align: justify;">
Artigo 11 – Para ter acesso ao Sistema de Cadastro da CEL será disponibilizado aos Diretores I e Chefes II da SELJ o Loguin e a Senha de gerenciamento para o cadastro do quadro de Árbitros e Funcionários de cada Unidade.<br /> </div>
<div style="text-align: justify;">
Paragrafo Primeiro: O Cadastro será vinculado às relações das convocações e escalas dos eventos do calendário oficialda CEL, que automaticamente gerara uma credencial para a participação na fase final.<br /> </div>
<div style="text-align: justify;">
Paragrafo Segundo: A credencial será o documento obrigatório para a participação na fase final do Desporto Escolar na Final Estadual dos eventos relacionados no artigo 3º, e deverá ser retirada na comissão de controle pelo Chefe do Comitê Dirigente 18h00 no dia que antecede o inicio dos jogos e competições do evento.<br /> </div>
<div style="text-align: justify;">
Artigo 12 – Eventuais casos de litígio referente ao cadastramento serão arbitrados pela Coordenadoria de Esporte e Lazer, após manifestação das partes através de oficio encaminhado ao Coordenador de Esporte e Lazer.<br /> </div>
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Artigo 13 – O Gestor de Cadastro Municipal será único responsável pelo cadastro e gerenciamento dos municípios e somente através do seu loguin e senha terá acesso ao Sistema Integrado de Cadastro como CEL para os seguintes serviços:<br /> </div>
<div style="text-align: justify;">
a)Cadastramento;<br />b)Consulta;<br />c)Impressão;<br /> </div>
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Artigo 14 – Os casos omissos serão resolvidos pela Coordenadoria de Esporte e Lazer.<br /> </div>
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Artigo 15 – Esta Portaria entrará em vigor na data de sua publicação, revogadas as disposições em contrário.</div>
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<br /></div>
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<br />FONTE: DIÁRIO OFICIAL</div>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-52770193899142055202013-01-20T15:30:00.000-02:002013-01-20T15:30:15.382-02:00Regulamento Xadrez nos Jogos Regionais<div style="text-align: justify;">
XXXVIII – DA MODALIDADE DE XADREZ<br /> </div>
<div style="text-align: justify;">
Artigo 242 – Poderão ser inscritos:<br /> </div>
<div style="text-align: justify;">
a) Xadrez Feminino – até 08 (oito) enxadristas, com participação de até 04 (quatro) enxadristas por rodada.<br /> </div>
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b) Xadrez Masculino – até 08 (oito) enxadristas, com participação de até 04 (quatro) enxadristas por rodada.<br /> </div>
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Parágrafo Único – As equipes somente poderão iniciar qualquer MATCH quando possuírem o número de tabuleiros não inferior a 51% (cinquenta e um por cento) dos pontos em disputa.<br /> </div>
<div style="text-align: justify;">
Artigo 243 – Será realizado Congresso Específico obrigatório da modalidade e este versará sobre a escalação das equipes, emparceiramento e demais detalhes que forem necessários.<br /> </div>
<div style="text-align: justify;">
Parágrafo Único – O município que não comparecer ao Congresso Específico até o início do emparceiramento estará automaticamente eliminado da competição.<br /> </div>
<div style="text-align: justify;">
Artigo 244 – No Congresso Específico o responsável pela equipe deverá confirmar e indicar a ordem de seus tabuleiros. Não o fazendo, ficará a cargo de a direção tomar por base a ordem entregue quando da inscrição, ou seja, pela Relação Nominal.<br /> </div>
<div style="text-align: justify;">
Artigo 245 – A numeração inicial das equipes para efeito de emparceiramento será calculada pelos ratings médios dos 04 (quatro) maiores ratings dos atletas inscritos na relação nominal, tanto do Xadrez Feminino como do Xadrez Masculino, devendo-se apurar primeiramente o rating FIDE, mesmo que este venha a ser menor que os demais, em segundo o rating FPX e por último será<br />atribuído aos jogadores sem rating um provisório de 1.600 pontos, ignorando-se ratings inferiores a esse patamar.<br /> </div>
<div style="text-align: justify;">
Parágrafo Primeiro: Caso uma equipe possua 04 (quatro) ou mais jogadores com rating FIDE, seu rating médio será atribuído pela divisão dos 04 (quatro) maiores, não sendo preciso apurar nenhum outro rating.<br /> </div>
<div style="text-align: justify;">
Parágrafo Segundo: No caso da equipe possuir 03 (três) jogadores com rating FIDE, deve-se procurar o maior rating FPX entre os demais relacionados e, no caso de ausência, deve ser estabelecido para qualquer dos jogadores entre os sem ratings um provisório de 1600.<br /> </div>
<div style="text-align: justify;">
Parágrafo Terceiro – Fica estabelecido o mesmo critério do parágrafo segundo para os casos das equipes possuírem 02 (dois), 01 (um) ou 0 (zero) jogadores com rating FIDE.<br /> </div>
<div style="text-align: justify;">
Artigo 246 – Prevalecerá o sistema de substituição olímpica.<br />Parágrafo Único – As equipes terão prazo de 15 (quinze) minutos antes de cada rodada para indicar os jogadores que estarão disputando as partidas referentes à mesma. O não cumprimento desta disposição obrigará a equipe a disputar a rodada com seus tabuleiros titulares, já confirmados ou ordenados no início da competição.<br /> </div>
<div style="text-align: justify;">
Artigo 247 – A competição obedecerá as seguintes normas de emparceiramento:<br />a) Sistema "SCHURING", quando o número de municípios participantes for até 08 (oito);<br />b) sistema "SUÍÇO": quando o número de municípios participantes for superior a 08 (oito). Serão realizadas 05 (cinco) rodadas quando o número de municípios for de 09 (nove) a 12 (doze); 06 (seis) rodadas, com 13 (treze) e 14 (quatorze) e em 07 (sete) rodadas quando o número de municípios for acima de 14 (quatorze). Fica estabelecido que o emparceiramento será feito através de programa<br />de emparceiramento eletrônico oficial aceito pela FIDE.<br /> </div>
<div style="text-align: justify;">
Parágrafo Único: A primeira e segunda equipes com maiores ratings médios deverão se enfrentar somente na segunda metade do torneio; para tanto a equipe de maior rating médio deverá ser a primeira a ter seu número sorteado; na sequência, para a segunda equipe de maior rating médio, será sorteado um número que se enquadre na determinação acima. Para as demais equipes, segue-se o sorteio normal.<br /> </div>
<div style="text-align: justify;">
Artigo 248 – O ritmo de jogo será de 1h30 (uma hora e trinta minutos) para cada jogador (Sistema Nocaute).<br /> </div>
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Artigo 249 – As equipes que não forem emparceiradas em qualquer rodada receberão os mesmos pontos de um match que termine empatado (03 pontos); com exceção da primeira rodada, onde serão atribuídos 100% (cem por cento) dos pontos no Sistema Suíço.<br /> </div>
<div style="text-align: justify;">
Artigo 250 – A pontuação para a modalidade de Xadrez, tanto para o sistema Schuring como para o Suíço, será a soma dos pontos individuais por tabuleiro acrescida da pontuação por equipe:<br /> </div>
<div style="text-align: justify;">
a) Vitória: - 03 (três) pontos;<br />b) Empate: - 01 (um) ponto;<br />c) Derrota: - 0,5 (meio) pontos;<br />d) Ausência: - 00 (zero) ponto.<br /> </div>
<div style="text-align: justify;">
Parágrafo Primeiro: No Sistema Schuring serão obedecidos os seguintes critérios para desempate:<br /> </div>
<div style="text-align: justify;">
a) pontos por equipe (03 – 01 – 0,5 – 00);<br />b) confronto direto;<br />c) Sonneborn-Berg por equipe;<br />d) melhor pontuação no 1o tabuleiro;<br />e) melhor pontuação no 2o tabuleiro;<br />f) melhor pontuação no 3o tabuleiro;<br />g) melhor pontuação no 4o tabuleiro;<br />h) sorteio.<br /> </div>
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Parágrafo Segundo: Os critérios de desempate para o Xadrez no Sistema Suíço serão os seguintes:<br /> </div>
<div style="text-align: justify;">
a) pontos por equipe (03 – 01 – 0,5 – 00);<br />b) escore acumulado dos pontos individuais de tabuleiro;<br />c) milésimos totais menos o pior;<br />d) milésimos totais;<br />e) escore acumulado dos pontos por equipe;<br />f) sorteio<br /> </div>
<div style="text-align: justify;">
Artigo 251 – A tolerância será de 60 (sessenta) minutos em relação ao horário programado para início da rodada para se configurar o W.O. por equipe e de 60 (sessenta) minutos após o início efetivo da rodada para se configurar W.O. individual, com o relógio acionado.<br /> </div>
<div style="text-align: justify;">
Artigo 252 – Após o encerramento de cada partida todos os jogadores disputantes ficam obrigados a entregar à mesa de controle as suas planilhas devidamente anotadas e assinadas.<br /> </div>
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Artigo 253 – Salvo o que dispõe o presente Regulamento, a competição obedecerá às regras da FIDE.<br /> </div>
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Artigo 254 – Cada equipe será representada por um capitão (que deverá ser um dos jogadores da equipe, mesmo que não esteja escalado para jogar na rodada), que acompanhará seus respectivos jogadores, bem como notificará e será notificado de qualquer decisão em relação a sua equipe. Ao final do MATCH deverá verificar e assinar a súmula dos jogos junto à mesa de controle.<br /> </div>
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Artigo 255 – Todos os participantes deverão portar peças e relógios necessários às partidas em disputa em cada MATCH.<br /> </div>
<div style="text-align: justify;">
Parágrafo Único – Fica a critério da direção técnica da competição estabelecer se as peças, relógios e tabuleiros apresentados possuem ou não caráter oficial.</div>
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<br /></div>
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FONTE: DIARIO OFICIAL</div>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-62943049719669996522013-01-20T15:21:00.001-02:002013-01-20T15:22:28.817-02:00REGULAMENTO DOS JOGOS REGIONAIS<br />
<br />
Para quem já esperava agora é oficial, no regulamento dos Jogos Regionais de 2013 não foi inserida a categoria SUB 21, apenas, 1ª e 2ª divisão.<br />
<br />
REGULAMENTO DOS JOGOS REGIONAIS<br />
<br />
A – REGULAMENTO GERAL<br />
<br />
I – DOS OBJETIVOS<br />
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Artigo 1° – Os Jogos Regionais têm por objetivo favorecer o desenvolvimento da prática esportiva nos Municípios do Estado de São Paulo por meio da competição; buscar os melhores atletas ou equipes em cada uma das Regiões Esportivas, visando à participação nos Jogos Abertos Horácio Baby Barioni e contribuir para o aprimoramento técnico das diversas modalidades em disputa.<br />
</div>
<div style="text-align: justify;">
II – DAS DIVISÕES<br />
Artigo 2° – Os Jogos Regionais serão disputados em 02 (duas) Divisões (1ª e 2ª), estabelecidos conforme segue:<br />
</div>
<div style="text-align: justify;">
1.1ª Divisão:<br />
</div>
<div style="text-align: justify;">
a)Os 08 (Oito) municípios 1º colocados na classificação geral dos JR do ano anterior;<br />
b)Os municípios 1º e 2º colocados na classificação geral da 2ª Divisão do ano anterior;<br />
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2. 2ª Divisão:<br />
</div>
<div style="text-align: justify;">
a) Com a participação dos demais inscritos;<br />
Artigo 3° – O Critério de acesso e descenso será estabelecido como segue:<br />
a) Acesso - 1ª Divisão: Os municípios 1º e 2º colocados na classificação geral da 2a Divisão;<br />
b) Descenso - 2ª Divisão: Os municípios Classificados nas 02 últimas posições da 1º Divisão;<br />
</div>
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Artigo 4° – Serão disputados somente na categoria Livre, respeitados os limites mínimo e máximo de idade determinados em cada modalidade.<br />
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Parágrafo Primeiro: A modalidade de Ginástica Artística será disputada por ambos os sexos em 02 </div>
<div style="text-align: justify;">
(duas) categorias:<br />
</div>
<div style="text-align: justify;">
a)Feminina - até 14 anos - nascida entre 2004 e 1999<br />
b)Feminina – Livre<br />
c)Masculina - até 16 anos - nascida entre 2004 e 1997<br />
d)Masculina – Livre<br />
</div>
<div style="text-align: justify;">
Parágrafo Segundo: A modalidade de Futebol será disputada como segue:<br />
</div>
<div style="text-align: justify;">
a)Feminino - Livre<br />
b)Masculino - até 20 anos - nascido a partir do ano de 1993.<br />
</div>
<div style="text-align: justify;">
III – PERÍODO DE REALIZAÇÃO<br />
</div>
<div style="text-align: justify;">
Artigo 5º - Os Jogos Regionais serão realizados preferencialmente no mês de Julho como segue.<br />
</div>
<div style="text-align: justify;">
a)Nos anos Pares: 1ª Fase regiões 1º - 3º - 5º - 7º<br />
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2ª Fase regiões 2º - 4º - 6º - 8º<br />
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b)Nos anos Impares: 1ª Fase regiões 2º - 4º - 6º - 8º<br />
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<div style="text-align: justify;">
2ª Fase regiões 1º - 3º - 5º - 7º<br />
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Fonte: DIARIO OFICIAL </div>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com1tag:blogger.com,1999:blog-2443623158758107839.post-16075150552898962052013-01-20T14:50:00.000-02:002013-01-20T14:50:19.166-02:00Regulamento Jogos Abertos da Juventude<div style="text-align: justify;">
Foi publicado no Diário Oficial, regulamento dos JOGOS ABERTOS DA JUVENTUDE, de imediato para alegrar os atletas que fizeram 18 anos em 2012 e não iriam poder jogar nesse ano, podem comemorar, pois, neste ano de 2013 jogadores poderam ter 19 anos (com algumas exceções).</div>
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<br /></div>
<div style="text-align: justify;">
PORTARIA G. CEL 05/2013<br /> </div>
<div style="text-align: justify;">
REGULAMENTO DOS JOGOS ABERTOS DA JUVENTUDE<br /> </div>
<div style="text-align: justify;">
A – REGULAMENTO GERAL<br /> </div>
<div style="text-align: justify;">
I – DOS OBJETIVOS<br /> </div>
<div style="text-align: justify;">
Artigo 1o – Os Jogos Abertos da Juventude tem por finalidade desenvolver o intercâmbio social e esportivo, difundir a práticadas várias modalidades esportivas e dar oportunidade aos jovens valores objetivando a melhoria física, técnica e tática do desporto dentro de uma comunidade ou região, fazendo surgir novos valores no panorama desportivo nacional.<br /> </div>
<div style="text-align: justify;">
II - DAS CATEGORIAS<br />Artigo 2o – Os Jogos Abertos da Juventude são destinados às representações municipais com atletas com idade MÁXIMA de 19 anos, completos ou a completar no ano da realização do evento (nascidos até 1994), exceto na ginástica artística, que será também das categorias de 14 (quatorze) e 16 (dezesseis) anos e Ginastica Rítmica até 14 anos.<br /> </div>
<div style="text-align: justify;">
Parágrafo Primeiro – O atleta deverá ter completado ou vir a completar no ano da realização do evento as seguintes idades mínimas por modalidade:<br /> </div>
<div style="text-align: justify;">
01. Atletismo 15 anos (1998)<br />02. Basquetebol 14 anos (1999)<br />03. Damas 09 anos (2004)<br />04. Futebol 15 anos (1998)<br />05. Futsal 15 anos (1998)<br />06. Ginástica Artística 09 anos (2004)<br />07. Ginástica Rítmica 09 anos (2004)<br />08. Handebol 14 anos (1999)<br />09. Judô 15 anos (1998)<br />10. Natação 10 anos (2003)<br />11. Tênis 12 anos (2001)<br />12. Tênis de Mesa 12 anos (2001)<br />13. Voleibol 14 anos (1999)<br />14. Xadrez 09 anos (2004)<br />GINASTICA RITMICA - Até 14 anos feminino – nascidas 2004 e 1999 (9 a 14 anos);<br />GINASTICA ARTÍSTICA - Até 14 anos feminino – nascidas 2004 e 1999 (9 a 14 anos);<br />Até 16 anos masculino – nascidos 2004 e 1997 (9 a 16 anos);<br /> </div>
<div style="text-align: justify;">
III - PERIODO DE REALIZAÇÃO<br />Artigo 3º - As fases serão realizadas como segue:<br />Fase Sub Regional: de 15 de março a 30 de abril de 2013;<br />Fase Regional: de 01 a 31 de maio de 2013;<br />Bloqueio das relações dos nominais: dia 07 de junho de 2013<br />Fase Final Estadual: de 13 a 22 de junho de 2013</div>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com3tag:blogger.com,1999:blog-2443623158758107839.post-7971852123934974372013-01-19T14:12:00.000-02:002013-01-19T14:13:15.456-02:00PALESTRA - COM MI EVANDRO AMORIM BARBOSA<div style="text-align: justify;">
Neste sábado (19 de Janeiro de 2013) tive a satisfação de ser convidado pelos meus amigos de Batatais (Xadrez Batatais) para participar da Palestra com o Mestre Internacional Evandro Amorim Barbosa (Rating FIDE 2422), e, com grande felicidade e alegria participei.</div>
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Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-90947883883783532042013-01-06T10:54:00.002-02:002013-01-06T12:09:21.985-02:00IRT de XADREZ DE BARRINHA 2013<div align="center" class="ecxMsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: medium;"><b><u><span style="font-family: "Times New Roman","serif";">I IRT de Xadrez
de B<span style="font-size: medium;">arrinha 2013</span></span></u></b></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Objetivo:
</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1-
Movimentação de Rating CBX e FIDE.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2-
Promover o intercâmbio dos jogadores de várias cidades.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Local:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Barrinha – SP </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">
Fone: (16) 9164-2011 </span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Data:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> 20 a 27 de Janeiro de 2013.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Inscrição:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> <b><i>Convidados devidamente em
dia com a CBX</i></b>. Taxa de inscrição R$ 70,00.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sistema
de Competição: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Doble</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Round Robin (todos contra todos).</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ritmo de
Jogo:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> 90´ + 30″ </span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><br />Arbitragem: AR </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Maurilio Azevedo</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><br />Critérios
de Desempate:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1-
Confronto Direto;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2-
Maior número de vitórias; </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">3-
Sonneborn Berger; </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">4-
Maior número de vitórias com as pretas;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">5- Sistema Koya</span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Contato: </span><br />
<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Eliseu</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">heliseubatista@hotmail.com</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">16 9164-2011 </span></div>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-55925604749846378052013-01-01T08:00:00.000-02:002013-01-06T10:19:49.154-02:00FELIZ 2013<div style="text-align: justify;">
XADREZ INTERIOR vem para agradecer a visita de todos no ano de 2012, todos que nos acompanharam, e desejar um 2013 cheio de esperanças, grandes vitórias, saúde e paz!!!</div>
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Que 2013 seja brilhante para todos nós!!!</div>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com1tag:blogger.com,1999:blog-2443623158758107839.post-31256401089641390532012-10-14T15:37:00.000-03:002012-10-14T15:37:34.155-03:00CARLSEN BICAMPEÃO GRAND SLAM DE XADREZ<div style="text-align: justify;">
Magnus Carlsen se consagrou bicampeão do GRAND SLAM DE XADREZ, em Bilbao conseguiu reverter o quadro de São Paulo, e empatou em pontos com Fabiano Caruana. E no desempate saiu vitorioso.</div>
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Anand não foi bem, não conseguiu vencer, empatou 9 e perdeu para Carlsen, com isso ficou com a penúltima posição.</div>
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<br /></div>
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<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #222222; display: inline !important; float: none; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Variação de Rating</span> de São Paulo<br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; display: inline !important; float: none; font-family: monospace; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-center; text-indent: 0px; text-transform: none; white-space: pre; widows: 2; word-spacing: 0px;">1) Anand -1,1 / +0,5 / -0,1 / +0,9 / 0 = +0,2
2) Aronian +4,5 / -0,5 / -1,6 / -0,6 / +0,4 = +2,2
3) Caruana +6,0 / +5,1 / +0,1 / +0,6 / +4,0 = +15,8
4) Carlsen -6,0 / +3,0 / -0,9 / -0,9 / -0,4 = -5,2
5) Karjakin -4,5 / -5,1 / +0,9 / -1,1 / 0 = -9,8
6) Vallejo +1,1 / -3,0 / +1,6 / +1,1 / -4,0 = -3,2</span></div>
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<br /></div>
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<br /></div>
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<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; display: inline !important; float: none; font-family: monospace; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-center; text-indent: 0px; text-transform: none; white-space: pre; widows: 2; word-spacing: 0px;">Variação de Rating de Bilbao</span></div>
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<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; display: inline !important; float: none; font-family: monospace; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-center; text-indent: 0px; text-transform: none; white-space: pre; widows: 2; word-spacing: 0px;"><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; display: inline !important; float: none; font-family: monospace; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-center; text-indent: 0px; text-transform: none; white-space: pre; widows: 2; word-spacing: 0px;">1) Anand -1,1 / +0,5 / -0,1 / -4,1 / 0 = -4,8
2) Aronian -0,5 / -0,5 / -1,6 / -5,6 / +0,4 = -7,8
3) Caruana -4,0 / +0,1 / +0,1 / +5,6 / -1,0 = +0,8
4) Carlsen +4,0 / +3,0 / -0,9 / +4,1 / -0,4 = +9,8
5) Karjakin +0,5 / -0,1 / +0,9 / +3,9 / 0 = +5,2
6) Vallejo +1,1 / -3,0 / +1,6 / -3,9 / +1,0 = -3,2</span> </span></div>
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<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; display: inline !important; float: none; font-family: monospace; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-center; text-indent: 0px; text-transform: none; white-space: pre; widows: 2; word-spacing: 0px;"> </span></div>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-4767526942177535572012-10-02T08:26:00.002-03:002012-10-02T08:26:47.917-03:00INTRACAMPUS 2012<div style="text-align: justify;">
Neste último domingo, 30 de Setembro, foi realizado o INTRACAMPUS 2012, torneio realizado com 10 faculdades, sendo elas:</div>
<br />
1- Medicina (campeã - 2010)<br />
2- Direito (vice campeã - 2010)<br />
3- Educação Física<br />
4- Fisioterapia<br />
5- Filosofia<br />
6- Farmácia<br />
7- Odontologia<br />
8- Enfermagem<br />
9- Economia/Administração<br />
10- Nutrição<br />
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Neste ano, Medicina foi campeã novamente e conseguiu o Bi-Campeonato, Educação Física teve uma grande chance de tirar o bi-campeonato da MEDI, mas, no apuro de tempo uma das jogadoras (Jeh...rsrs) não viu mate em um e perdeu no tempo.</div>
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Abaixo algumas fotos do torneio:</div>
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Parabéns a MEDI pelo BI-CAMPEONATO</div>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-51181326400764488872012-10-01T22:45:00.000-03:002012-10-02T09:13:58.459-03:00Fotos Memorial de Xadrez Luis Paulo Constante<div class="separator" style="clear: both; text-align: center;">
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<br />Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-49485262347641725692012-09-29T21:32:00.001-03:002012-09-29T21:32:51.173-03:00Classificação Final Memorial de Xadrez Luis Paulo Constante<h1 style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<center>
<span style="font-size: large;">1º MEMORIAL DE XADREZ - LUIS PAULO CONSTANTE </span></center>
</h1>
<h2 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<span style="font-size: small;">Classificação Final</span></h2>
<pre style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px;"> Place Name Feder Loc Score M-Buch. Buch. Wins Progr.
1 Vitor Roberto Carneiro, S16 6 16.5 24.5 6 21.0
2-3 Renan Alves Brandao, Abs 5.5 17.5 26.5 5 20.5
João Victor S Rodrigues, S16 5.5 14.0 22.0 5 20.5
4-11 Sergio Silva, Abs 5 16.0 23.0 5 18.0
Emanuel Valentin Santos, S18 5 15.5 23.0 5 19.0
Willian Filipe T Barbará, S18 5 14.5 23.0 5 20.0
Jose Carlos dos Santos Jr, Abs 5 14.5 22.0 5 18.0
Jose Wallison P Nasciment, Abs 5 14.5 21.0 5 19.0
Pedro Donizetti Rossi, Abs 5 14.0 21.0 5 18.0
Edivaldo Lanchoti, Abs 5 13.5 20.5 5 16.0
Fabricio Ricardo Dias, Abs 5 12.0 18.5 5 16.0
12-14 Junior de Oliveira Juca, S16 4.5 13.5 20.0 4 14.5
Leonardo Paulo Ferreira, S18 4.5 13.0 21.0 4 16.0
Jairo Terra, Abs 4.5 11.0 16.5 4 12.5
15-37 Alex Fantinatti Teixeira, Abs 4 15.5 23.5 4 16.0
Jorge Mendeleh Júnior, Vet 4 15.5 23.0 4 18.0
Cleiton Bastos Iwae, Abs 4 15.5 22.5 4 16.0
Filipe Tella Guerra, Abs 4 15.0 23.5 3 16.5
Erlan Alves Ferreira, S16 4 15.0 23.5 3 14.0
Oseas A de Oliveira, S14 4 15.0 23.0 4 16.0
Diego Nunes da Silva, S18 4 15.0 22.5 4 15.0
Paulo Haddad, Abs 4 15.0 22.0 4 16.0
Jackson Alex Barbosa, Abs 4 14.0 21.5 4 14.0
Claudinei H N Souza, S16 4 14.0 21.5 3 16.0
Matheus Gelloni Silva, S14 4 14.0 21.0 4 15.0
Rocevelte Annibal Jr, Abs 4 13.5 20.5 4 16.0
Carlos Henrique Vendramin, Abs 4 13.5 20.5 4 14.0
Lucas Jose S Silva, Abs 4 13.5 20.0 3 13.0
Aelson Pereira, S14 4 13.0 21.0 4 14.0
Bryan Lennon Souza, S14 4 13.0 20.0 4 16.0
Willi Rocha Meireles, S12 4 13.0 20.0 3 16.0
Daniel Rodrigues Lima, S12 4 12.5 17.5 3 13.0
Viviane Cristina S Badaró, S16 4 11.5 17.5 4 13.0
Douglas Rocha Meireles, S18 4 11.0 17.0 4 12.0
Agildo Santos, Abs 4 11.0 16.5 4 16.0
Willian Rui, Abs 4 11.0 16.5 4 14.0
Angelica Cristina Petri, Abs 4 10.5 15.0 4 11.0
38-43 José Antonio M Faria, Vet 3.5 13.5 21.0 3 11.0
Bruno de Lima Maiolini, Abs 3.5 13.5 20.0 3 12.0
Pedro Luis Ferreira, Abs 3.5 13.5 19.0 3 14.0
Eugenio Gabriel Rocha, S14 3.5 12.0 19.5 3 13.0
Olintho Meireles, Vet 3.5 12.0 19.0 3 12.5
Marcelo Luis Silva, S14 3.5 9.0 14.5 3 11.5
44-69 Victor Hugo Falsoni, S18 3 14.5 22.0 2 13.0
Alexandro Marcelo Souza, S14 3 14.0 21.0 3 13.0
Ruan da Costa Conceção, S14 3 14.0 20.5 3 13.0
Joao Paulo Oliveira Gomes, S12 3 14.0 20.5 3 10.0
Thamires Araujo Ferreira, S16 3 13.5 19.5 2 13.0
Larisse Souza Reis, S14 3 13.5 19.0 3 10.0
Fábio Agostini Granzotti, Abs 3 13.0 20.0 3 12.0
Gabriela Faria da Silva, S14 3 13.0 19.5 2 11.0
Leonardo F Marçal, S12 3 13.0 19.5 2 11.0
Danilo Gelloni da Silva, S12 3 13.0 19.0 3 11.0
Vitor Augusto S Badaró, S16 3 12.5 19.0 3 13.0
Marina Gabriela F Reis, S14 3 12.0 19.5 3 10.0
Gustavo Baiochi Costa, S18 3 12.0 18.0 2 10.0
Hélio Rosa, Abs 3 12.0 17.5 3 11.0
José Augusto P Tenani, Abs 3 11.5 17.5 3 8.0
Pablo S Silva, S16 3 11.5 17.0 3 10.0
Lucas Pereira V Costa, S12 3 11.5 17.0 3 9.0
Milena de Oliveira Luiz, S14 3 11.0 16.5 3 10.0
Tiphanny Vicente da Silva, S12 3 11.0 15.0 3 10.0
Juan Aparecido O Silva, S14 3 10.5 17.0 3 9.0
Julia de Oliveira Juca, S12 3 10.5 17.0 3 8.0
Maiara Marques da Silva, S16 3 10.5 14.5 3 9.0
Luciana Alves da Silva, S12 3 10.0 16.5 3 8.0
Murilo Molezini, S10 3 10.0 16.0 3 7.0
Bruno Ferreira Silva, S12 3 10.0 13.5 3 10.0
Marcos Vinicius C Lima, S12 3 8.0 12.5 3 6.0
70-78 Lincon Oliveira Ferreira, Abs 2.5 15.0 21.5 2 11.0
Mainara Marques Silva, S12 2.5 14.0 20.0 1 10.0
Gabriel Fusatto Tomás, S12 2.5 12.0 17.5 2 11.5
Laura Dias S Moraes, S18 2.5 11.5 17.0 2 7.5
Laiane Souza Reis, S12 2.5 11.0 16.5 2 7.5
Werik de Oliveira Luiz, S14 2.5 11.0 16.0 2 9.5
João Kazuyuki Kajiwara, Abs 2.5 10.5 15.5 1 9.5
Gustavo Gabriel R Melo, S12 2.5 9.0 13.0 2 8.0
Caio Henrique Batista, S14 2.5 8.0 12.0 2 6.5
79-97 Guilherme Faria da Silva, S08 2 13.5 21.5 1 10.0
Fernanda Severo Silva, S12 2 13.0 17.5 1 10.0
Larissa Silva Fornazari, S16 2 12.0 18.0 2 8.0
Paola Souza, S14 2 12.0 18.0 2 8.0
Vitoria Regina S Matos, S12 2 11.5 17.0 1 4.0
Jeferson Gleife M Silva, S10 2 11.0 18.0 2 8.0
Wesley Trindade, S14 2 11.0 17.0 2 10.0
Patrick Ferreira Santos, S12 2 11.0 17.0 2 5.0
Guilherme H Costa Melo, S10 2 11.0 17.0 1 8.0
Ricardo Alexandre M Jr, S12 2 11.0 14.5 2 6.0
Erica de Macena da Silva, S14 2 10.5 17.0 2 7.0
Jacqueline Aragão, S16 2 10.5 15.5 2 8.0
Caique Cabral Batista, S12 2 10.5 15.0 2 5.0
Idalina F Coelho, S14 2 10.0 14.5 2 5.0
Ana Luiza de Oliveira, S12 2 8.5 14.0 2 7.0
Jeferson B Parussulo, S12 2 8.5 14.0 2 3.0
Jaqueline Silva Domingues, S14 2 8.5 13.0 2 7.0
Lucas Pinheiro Rodrigues, S10 2 8.5 12.5 2 6.0
Rian Abreu Silva, S12 2 6.0 8.0 2 3.0
98-101 Lucas Andrei, S12 1.5 10.0 15.0 0 7.5
Erica Carvalho Oliveira, S16 1.5 10.0 14.5 0 6.5
Vitor Gabriel Costa Melo, S08 1.5 9.5 13.5 1 4.0
Mariana Farias, S10 1.5 8.0 12.0 1 6.5
102-108 Kathrein Carla, S16 1 11.0 16.5 1 5.0
Tais Santos, S12 1 10.5 14.5 0 2.0
Ana Julia Abelo, S12 1 10.0 15.5 1 4.0
Natalie Cristina Cunha, S14 1 10.0 15.5 0 6.0
Marcos Vinicius P Lisboa, S10 1 9.0 13.5 0 1.0
Vinicius Bernardes Cicili, S10 1 9.0 12.5 1 3.0
Marcelo Sousa Badaró Fº, S08 1 8.0 12.0 1 3.0
109-122 Giovanna Cristina, S12 0 8.0 12.5 0 0.0
Emily Marcela Fernandes, S12 0 5.5 5.5 0 0.0
Paula Cristina C Sousa, S16 0 5.5 5.5 0 0.0
Janaina Kelly da Silva, S12 0 3.5 3.5 0 0.0
Milena Luchi Amorim, S16 0 3.5 3.5 0 0.0
Natalia Sata S Ferreira, S12 0 3.5 3.5 0 0.0
Rian Augusto R Chagas, S08 0 3.5 3.5 0 0.0
Giovani Xavier de Lima, S12 0 2.5 2.5 0 0.0
Guilherme Oliveira Juca, S10 0 2.5 2.5 0 0.0
Thais Gomes da Fonseca, S12 0 2.5 2.5 0 0.0
Alvaro Luis Avezum, Abs 0 2.0 2.0 0 0.0
Samara Oian Ferreira, S10 0 1.5 1.5 0 0.0
Victor Emanuel A Ferreira, S12 0 1.5 1.5 0 0.0
Danilo da Silva Rocha, S12 0 0.5 0.5 0 0.0
</pre>
<h6 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
by Swiss Perfect (TM) <span class="Apple-converted-space"> </span><a href="http://www.swissperfect.com/">www.swissperfect.com</a></h6>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com1tag:blogger.com,1999:blog-2443623158758107839.post-68021871960247751752012-09-29T21:30:00.001-03:002012-09-29T21:30:02.409-03:00Resultado Final do GRAND SLAM DE XADREZ 2012Com 2 empates e 3 vitórias Grande Mestre Italiano Fabiano Caruana, venceu a 1ª etapa do Grand Slam e sai com aproximadamente 16 pontos de ELo.<br />
<br />
<h1 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<center>
Grand Slam - Round 5</center>
</h1>
<h2 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
List of Players</h2>
<pre style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px;">No Name Feder Rtg Loc
1. Viswanathan Anand, 2780
2. Levon Aronian, 2816
3. Fabiano Caruana, 2773
4. Magnus Carlsen, 2843
5. Sergey Karjakin, 2778
6. Francisco Vallejo Pons, 2697
</pre>
<h2 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
Cross Table</h2>
<pre style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px;"><center>
<h2>
Standings</h2>
<pre>Place Name Feder Rtg Loc Score Wins
1 Fabiano Caruana, 2773 4 3
2 Levon Aronian, 2816 3 1
3-4 Magnus Carlsen, 2843 2.5 1
Viswanathan Anand, 2780 2.5 0
5-6 Sergey Karjakin, 2778 1.5 0
Francisco Vallejo Pons, 2697 1.5 0
</pre>
<h6>
by Swiss Perfect (TM) <a href="http://www.swissperfect.com/">www.swissperfect.com</a></h6>
<table border="4" cellpadding="3" cellspacing="1" style="width: 100%px;"><tbody>
<tr><td align="LEFT" nowrap=""><b><span style="font-size: small;">No</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Name</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Feder</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Rtg</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Total</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#1</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#2</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#3</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#4</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#5</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#6</span></b></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">1.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Viswanathan Anand</span></td><td align="LEFT" nowrap=""><span style="font-size: small;"> </span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2780</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2.5</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">2.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Levon Aronian</span></td><td align="LEFT" nowrap=""><span style="font-size: small;"> </span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2816</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">3</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">3.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Fabiano Caruana</span></td><td align="LEFT" nowrap=""><span style="font-size: small;"> </span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2773</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">4</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">4.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Magnus Carlsen</span></td><td align="LEFT" nowrap=""><span style="font-size: small;"> </span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2843</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2.5</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">5.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Sergey Karjakin</span></td><td align="LEFT" nowrap=""><span style="font-size: small;"> </span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2778</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">1.5</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">6.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Francisco Vallejo Pons</span></td><td align="LEFT" nowrap=""><span style="font-size: small;"> </span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2697</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">1.5</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td></tr>
</tbody></table>
</center>
</pre>
<br />
<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #222222; display: inline !important; float: none; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Variação de Rating</span><br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; display: inline !important; float: none; font-family: monospace; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-center; text-indent: 0px; text-transform: none; white-space: pre; widows: 2; word-spacing: 0px;">1) Anand -1,1 / +0,5 / -0,1 / +0,9 / 0 = +0,2
2) Aronian +4,5 / -0,5 / -1,6 / -0,6 / +0,4 = +2,2
3) Caruana +6,0 / +5,1 / +0,1 / +0,6 / +4,0 = +15,8
4) Carsen -6,0 / +3,0 / -0,9 / -0,9 / -0,4 = -5,2
5) Karjakin -4,5 / -5,1 / +0,9 / -1,1 / 0 = -9,8
6) Vallejo +1,1 / -3,0 / +1,6 / +1,1 / -4,0 = -3,2</span>Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-71680221647772319742012-09-27T09:00:00.000-03:002012-09-27T17:16:01.948-03:003 Rodada GRAND SLAM DE XADREZ 3ª Rodada não tivemos grandes emoções, todos emparam, e Fabiano Caruana mantem a liderança.<br />
<br />
<h1 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<center>
Grand Slam - Round 3</center>
</h1>
<h2 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
List of Players</h2>
<pre style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px;">No Name Feder Rtg Loc
1. Viswanathan Anand, 2780
2. Levon Aronian, 2816
3. Fabiano Caruana, 2773
4. Magnus Carlsen, 2843
5. Sergey Karjakin, 2778
6. Francisco Vallejo Pons, 2697
</pre>
<h2 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
Cross Table</h2>
<pre style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px;"><center>
<h6>
by Swiss Perfect (TM) <a href="http://www.swissperfect.com/">www.swissperfect.com</a></h6>
<table border="4" cellpadding="3" cellspacing="1" style="width: 100%px;"><tbody>
<tr><td align="LEFT" nowrap=""><b><span style="font-size: small;">No</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Name</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Feder</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Rtg</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Total</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#1</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#2</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#3</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#4</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#5</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#6</span></b></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">1.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Viswanathan Anand</span></td><td align="LEFT" nowrap=""></td><td align="LEFT" nowrap=""><span style="font-size: small;">2780</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">1.5</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">2.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Levon Aronian</span></td><td align="LEFT" nowrap=""></td><td align="LEFT" nowrap=""><span style="font-size: small;">2816</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">3.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Fabiano Caruana</span></td><td align="LEFT" nowrap=""></td><td align="LEFT" nowrap=""><span style="font-size: small;">2773</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2.5</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td><td align="CENTER" nowrap=""></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">4.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Magnus Carlsen</span></td><td align="LEFT" nowrap=""></td><td align="LEFT" nowrap=""><span style="font-size: small;">2843</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">1.5</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">5.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Sergey Karjakin</span></td><td align="LEFT" nowrap=""></td><td align="LEFT" nowrap=""><span style="font-size: small;">2778</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">.5</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">6.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Francisco Vallejo Pons</span></td><td align="LEFT" nowrap=""></td><td align="LEFT" nowrap=""><span style="font-size: small;">2697</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">1</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td></tr>
</tbody></table>
</center>
</pre>
<br />
<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #222222; display: inline !important; float: none; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Variação de Rating</span><br />
<br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" />
<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; display: inline !important; float: none; font-family: monospace; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-center; text-indent: 0px; text-transform: none; white-space: pre; widows: 2; word-spacing: 0px;">1) Anand -1,1 / +0,5 / -0,1
2) Aronian +4,5 / -0,5 / -1,6
3) Caruana +6,0 / +5,1 / +0,1
4) Carsen -6,0 / +3,0 / -0,9
5) Karjakin -4,5 / -5,1 / +0,9
6) Vallejo +1,1 / -3,0 / +1,6</span>Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-59120123101119852892012-09-25T23:56:00.000-03:002012-09-26T10:56:39.886-03:002º Dia GRAND SLAM DE XADREZ 2012Após 2ª Rodada o Grande Mestre Fabiano Caruana, lidera o torneio com 2 vitórias.<br />
<br />
<h1 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<center>
Grand Slam - Round 2</center>
</h1>
<h2 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
List of Players</h2>
<pre style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px;">No Name Feder Rtg Loc
1. Viswanathan Anand, 2780
2. Levon Aronian, 2816
3. Fabiano Caruana, 2773
4. Magnus Carlsen, 2843
5. Sergey Karjakin, 2778
6. Francisco Vallejo Pons, 2697
</pre>
<h2 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
Cross Table</h2>
<pre style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px;"><center>
<h6>
by Swiss Perfect (TM) <a href="http://www.swissperfect.com/">www.swissperfect.com</a></h6>
<table border="4" cellpadding="3" cellspacing="1" style="width: 100%px;"><tbody>
<tr><td align="LEFT" nowrap=""><b><span style="font-size: small;">No</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Name</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Feder</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Rtg</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Total</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#1</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#2</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#3</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#4</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#5</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#6</span></b></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">1.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Viswanathan Anand</span></td><td align="LEFT" nowrap=""><span style="font-size: small;"> </span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2780</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">1</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">2.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Levon Aronian</span></td><td align="LEFT" nowrap=""><span style="font-size: small;"> </span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2816</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">1.5</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">3.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Fabiano Caruana</span></td><td align="LEFT" nowrap=""><span style="font-size: small;"> </span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2773</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2</span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">4.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Magnus Carlsen</span></td><td align="LEFT" nowrap=""><span style="font-size: small;"> </span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2843</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">1</span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">5.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Sergey Karjakin</span></td><td align="LEFT" nowrap=""><span style="font-size: small;"> </span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2778</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">0</span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">6.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Francisco Vallejo Pons</span></td><td align="LEFT" nowrap=""><span style="font-size: small;"> </span></td><td align="LEFT" nowrap=""><span style="font-size: small;">2697</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">.5</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""><span style="font-size: small;"> </span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td></tr>
</tbody></table>
</center>
</pre>
<br />
Variação de Rating<br />
<br />
<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; display: inline !important; float: none; font-family: monospace; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-center; text-indent: 0px; text-transform: none; white-space: pre; widows: 2; word-spacing: 0px;">1) Anand -1,1 / +0,5
2) Aronian +4,5 / -0,5
3) Caruana +6,0 / +5,1
4) Carsen -6,0 / +3,0
5) Karjakin -4,5 / -5,1
6) Vallejo +1,1 / -3,0</span><br />
<br />Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-66670848618522112202012-09-24T20:41:00.001-03:002012-09-24T20:56:19.184-03:00Resultados 1º Dia do Grand Slam<a href="http://www.blogger.com/blogger.g?blogID=2443623158758107839" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Magnus Carlsen é surpreendido e perde na estréia do torneio. Anand fica apenas com empate.<br />
<br />
<h1 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<center>
Grand Slam - Round 1</center>
</h1>
<h2 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
List of Players</h2>
<pre style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px;">No Name Feder Rtg Loc
1. Viswanathan Anand, 2780
2. Levon Aronian, 2816
3. Fabiano Caruana, 2773
4. Magnus Carlsen, 2843
5. Sergey Karjakin, 2778
6. Francisco Vallejo Pons, 2697
</pre>
<h2 style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
Cross Table</h2>
<pre style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px;"><center>
<h6>
by Swiss Perfect (TM) <a href="http://www.swissperfect.com/">www.swissperfect.com</a></h6>
<table border="4" cellpadding="3" cellspacing="1" style="width: 100%px;"><tbody>
<tr><td align="LEFT" nowrap=""><b><span style="font-size: small;">No</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Name</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Feder</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Rtg</span></b></td><td align="LEFT" nowrap=""><b><span style="font-size: small;">Total</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#1</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#2</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#3</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#4</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#5</span></b></td><td align="CENTER" nowrap=""><b><span style="font-size: small;">#6</span></b></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">1.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Viswanathan Anand</span></td><td align="LEFT" nowrap=""></td><td align="LEFT" nowrap=""><span style="font-size: small;">2780</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">.5</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">2.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Levon Aronian</span></td><td align="LEFT" nowrap=""></td><td align="LEFT" nowrap=""><span style="font-size: small;">2816</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">1</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td><td align="CENTER" nowrap=""></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">3.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Fabiano Caruana</span></td><td align="LEFT" nowrap=""></td><td align="LEFT" nowrap=""><span style="font-size: small;">2773</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">1</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">W</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">4.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Magnus Carlsen</span></td><td align="LEFT" nowrap=""></td><td align="LEFT" nowrap=""><span style="font-size: small;">2843</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">0</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">5.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Sergey Karjakin</span></td><td align="LEFT" nowrap=""></td><td align="LEFT" nowrap=""><span style="font-size: small;">2778</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">0</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">L</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td><td align="CENTER" nowrap=""></td></tr>
<tr><td align="LEFT" nowrap=""><span style="font-size: small;">6.</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">Francisco Vallejo Pons</span></td><td align="LEFT" nowrap=""></td><td align="LEFT" nowrap=""><span style="font-size: small;">2697</span></td><td align="LEFT" nowrap=""><span style="font-size: small;">.5</span></td><td align="CENTER" nowrap=""><span style="font-size: small;">D</span></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""></td><td align="CENTER" nowrap=""><span style="font-size: small;">*</span></td></tr>
</tbody></table>
</center>
<center>
</center>
<center>
Variação Rating 1ª Rodada
1) Anand -1,1
2) Aronian +4,5
3) Caruana +6,0
4) Carsen -6,0
5) Karjakin -4,5
6) Vallejo +1,1 </center>
</pre>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-66204055463875450732012-09-24T16:28:00.001-03:002012-09-24T16:28:14.459-03:00GRAND SLAM DE XADREZ 2012<div style="text-align: justify;">
<img alt="" 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" 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Nesta segunda, 24 de Setembro, teve início a 1ª etapa da edição 2012 do GRAND SLAM DE XADREZ DE 2012, com a participação do número 1 do mundo Magnus Carlsen e do Campeão Mundial Viswanathan Anand.</div>
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<br />Torneio fortíssimo com média de rating 2781 de elo, dentro da categoria 22 (2776 a 2800).</div>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-72775407173516937352012-09-24T00:24:00.003-03:002012-09-24T00:24:55.324-03:00CAMPEONATO BRASILEIRO ESCOLAR 2012<div style="text-align: justify;">
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Nos dias 21 a 23 de Setembro ocorreu Campeonato Brasileiro Escolar de 2012 em Juiz de Fora/MG, torneio importante no incentivo à prática do xadrez.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTKGJE9VTGtzOWmMJ5jrVyLmYcSkYBx6ctccn7oA88P_VlAdJNL15SttTPWku8hL6-lp83AEZLqZrHqhSaaTtONmh2xduNT2CzxI2XOo2pHCIc8Lf7-eE_dgWG9xkFK3CsBLGP9RgoQn4/s1600/folder.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTKGJE9VTGtzOWmMJ5jrVyLmYcSkYBx6ctccn7oA88P_VlAdJNL15SttTPWku8hL6-lp83AEZLqZrHqhSaaTtONmh2xduNT2CzxI2XOo2pHCIc8Lf7-eE_dgWG9xkFK3CsBLGP9RgoQn4/s640/folder.jpg" width="640" /></a></div>
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Parabéns a todos os participantes, professores, organizadores, árbitros, acompanhantes e pais.</div>
Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-9701300036431251202012-09-10T16:34:00.002-03:002012-09-10T16:34:19.083-03:00XIV Copa Brasil para Deficientes Visuais - 3ª Etapa<div style="text-align: justify;">
Neste fim de semana (7 a 9 de Setembro) foi realizado em Barrinha/SP a <strong>XIV Copa Brasil para Deficientes Visuais - 3ª Etapa</strong>, organizado pela Profª Maria Aparecida Alves Brandão, árbitrado pelo ARs Paulo Henrique de Faria e Maurilio Azevedo.</div>
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Parabéns a todos os participantes, são exemplos para toda nação brasileira.</div>
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Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0tag:blogger.com,1999:blog-2443623158758107839.post-59575367529557429752012-09-05T09:36:00.001-03:002012-09-05T09:36:56.718-03:001º MEMORIAL DE XADREZ - LUIS PAULO CONSTANTE<div class="separator" style="clear: both; text-align: center;">
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<br />Eliseu da Silva Batistahttp://www.blogger.com/profile/06794610131426160991noreply@blogger.com0