tag:blogger.com,1999:blog-28754152685811668212024-03-13T08:57:24.263-07:00Santo Anastácio Vereador AlaorVEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.comBlogger246125tag:blogger.com,1999:blog-2875415268581166821.post-66646467209612941102012-06-07T11:06:00.002-07:002012-06-07T11:06:16.795-07:00<b>PSDB DE SANTO ANASTÁCIO, FAZ REUNIÃO IMPORTANTE:</b><br />
<br />
<div style="text-align: justify;">
Foi realizado ontem (06/06/12) a reunião do PSDB - Diretório de Santo Anastácio. O Presidente do Partido na cidade, Vereador Alaor, presidiu a reunião e contou com grande número de filiados e pré-candidatos a Vereadores e Vereadoras. </div>
<div style="text-align: justify;">
O Partido terá candidatura própria ao cargo de Prefeito e contará com a coligação de vários Partidos da cidade, visando a próxima eleição municipal, proporcionando assim ao eleitor Anastaciano uma nova alternativa na forma de administração municipal.</div>
<div style="text-align: justify;">
Seja Você também mais um a fazer parte de uma nova Santo Anastácio, filie-se ao PSDB.</div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-52917336128866176032012-06-03T10:10:00.001-07:002012-06-03T10:10:14.591-07:00<div class="yiv438820019MsoNormal" style="text-align: justify;">
<span style="font-size: 16pt;">Uma
dica para quem participa de reuniões "de vez em quando"...</span></div>
<div class="yiv438820019MsoNormal">
<br /></div>
<div class="yiv438820019MsoNormal">
<span style="font-size: 16pt;">Certo Padre recebia um jantar
de despedida pelos 25 anos de trabalho ininterrupto à frente de uma paróquia.</span></div>
<div class="yiv438820019MsoNormal">
<span style="font-size: 16pt;">Um político da região e
membro da comunidade foi convidado para entregar o presente e proferir um
pequeno discurso.</span></div>
<div class="yiv438820019MsoNormal">
<span style="font-size: 16pt;">O político se atrasou... O
sacerdote, então, decidiu proferir umas palavras:</span></div>
<div class="yiv438820019MsoNormal">
<br /></div>
<div class="yiv438820019MsoNormal">
<span style="font-size: 16pt;">"A primeira impressão
que tive da paróquia foi com a primeira confissão que ouvi. Pensei que o bispo
tinha me enviado a um lugar terrível, pois a primeira pessoa que se confessou
me disse que tinha roubado um aparelho de
TV, que tinha roubado dinheiro dos seus pais, também tinha roubado a firma
onde trabalhava, além de ter aventuras amorosas com a esposa do chefe.</span></div>
<div class="yiv438820019MsoNormal" id="yui_3_2_0_1_1338743379915112">
<span id="yui_3_2_0_1_1338743379915109" style="font-size: 16pt;">Também em outras ocasiões se
dedicava ao tráfico e a venda de drogas. </span></div>
<div class="yiv438820019MsoNormal">
<span style="font-size: 16pt;">"Fiquei
assustadíssimo... Mas com o passar do tempo, entretanto, fui conhecendo mais gente que em
nada se parecia com aquele homem..</span></div>
<div class="yiv438820019MsoNormal">
<span style="font-size: 16pt;">Inclusive, vivi a realidade
de uma paróquia cheia de gente responsável, com valores, comprometida com sua
fé e desta maneira tenho vivido os 25
anos mais maravilhosos do meu sacerdócio".</span></div>
<div class="yiv438820019MsoNormal">
<span style="font-size: 16pt;">Justo nesse momento chega o
político, e foi lhe dado a palavra para entregar o presente da comunidade,
prestando a homenagem ao padre.</span></div>
<div class="yiv438820019MsoNormal">
<span style="font-size: 16pt;">Pediu desculpas pelo atraso e
começou o discurso dizendo: "Nunca vou esquecer do dia em que o padre
chegou à nossa paróquia...</span></div>
<div class="yiv438820019MsoNormal">
<span style="font-size: 16pt;">Como poderia? Tive a honra de
ser o primeiro a me confessar com ele...".</span></div>
<div class="yiv438820019MsoNormal">
<br /></div>
<div class="yiv438820019MsoNormal">
<span style="font-size: 16pt;">Moral da história 1:
"NUNCA CHEGUE ATRASADO"</span></div>
<div class="yiv438820019MsoNormal">
<span style="font-size: 16pt;">Moral da história 2: "SE
CHEGAR, FIQUE CALADO".</span></div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-88757821670409958992012-05-22T12:34:00.000-07:002012-05-22T12:34:23.636-07:00<b>VEREADOR ALAOR QUER "CADASTRO ÚNICO DAS PESSOAS DOADORAS DE SANGUE EM SANTO ANASTÁCIO":</b><br />
<br />
<div style="text-align: justify;">
<b>O Vereador Alaor, deu entrada na última Sessão Ordinária da Câmara Municipal de Santo Anastácio, com a Indicação de nº. 101/2012, onde o Vereador Indica ao Prefeito Municipal da cidade, sugerindo que, através da Secretaria Municipal de Saúde, seja criado o CADASTRO ÚNICO DAS PESSOAS DOADORAS DEE SANGUE DO MUNICÍPIO. Inclui-se: servidores públicos municipais, estaduais e federais; Policiais Militares; Bombeiros e população em geral, para beneficiar pacientes da cidade que necessitem da doação de sangue quando em casos cirúrgicos ou outros procedimentos médicos.</b></div>
<div style="text-align: justify;">
<b>A Indicação foi aprovada e aguarda agora apenas a vontade do administrador municipal em colocar na prática a sugestão do Vereador.</b></div>
<div style="text-align: justify;">
<b>"Vereador ALAOR": Sempre ao lado da população.</b></div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-1961373534683746092012-05-12T06:03:00.000-07:002012-05-12T06:03:13.624-07:00FELIZ DIA DAS MÃES:<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj69SeIe4CTPYyY1SSXmeNv1KZhr1VcwqsMK5FJdQkwDOXvwDWaHd5gVlARDtIoVFvDtaZvjNdJOlS-O_UyXcHE8GvwvmqQ1odRXamows0i_8dpp-gSN0R-667msysYqKdN3tGddf0OjdGp/s1600/FELIZ+DIA+DAS+M%C3%83ES.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj69SeIe4CTPYyY1SSXmeNv1KZhr1VcwqsMK5FJdQkwDOXvwDWaHd5gVlARDtIoVFvDtaZvjNdJOlS-O_UyXcHE8GvwvmqQ1odRXamows0i_8dpp-gSN0R-667msysYqKdN3tGddf0OjdGp/s320/FELIZ+DIA+DAS+M%C3%83ES.jpg" width="320" /></a></div>
Vereador ALAOR, deseja a todas as MÃES do Universo, "UM FELIZ DIA DAS MÃES", com muita saúde e a proteção de Deus sempre.<br />
<br />VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-87774745289971831162012-05-05T07:16:00.003-07:002012-05-05T07:16:49.501-07:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPgescvtzSAWIW36Yx1hXEJYdWVjXZmWwRvf6XPK-wBgdDNlOQ8FkGpAZtN6BG83i6Yi5b-7UG1aXvB2rEPAu6Lba1rKAfKCVMDpHe93sR5gG3VVMdvAq5IVOxYZYeo7iMRgp5nBe4zCEp/s1600/tn.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPgescvtzSAWIW36Yx1hXEJYdWVjXZmWwRvf6XPK-wBgdDNlOQ8FkGpAZtN6BG83i6Yi5b-7UG1aXvB2rEPAu6Lba1rKAfKCVMDpHe93sR5gG3VVMdvAq5IVOxYZYeo7iMRgp5nBe4zCEp/s320/tn.jpg" width="320" /></a></div>
<br />
<h6 class="uiStreamMessage" data-ft="{"type":1}">
<span class="messageBody" data-ft="{"type":3}">Homenagem
na APAE de Santo Anastácio ao Deputado Estadual MAURO BRAGATO, pelos
relevantes serviços prestados à Entidade, atendendo pedidos do Vereador
Alaor. As conquistas foram: Uma Perua Kombi - 01 Saveiro - 01
Motocicleta 150 cc - 01 Geladeira e 06 Computadores. O evento foi
realizado em 21 de abril e contou com grande presença de público e
acompanhada de uma abençoada chuva.</span></h6>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-52123529123357753622012-04-15T06:03:00.004-07:002012-04-15T06:09:50.634-07:00<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinVY-tYxmhTaXT0quQenGPEvhBViBf7P0jwmdOAuCW61bqs06xSEbJ7Pc8ER8L8p1Rly7oyVouwCAnqmsqD6wJuKXIIQ_WUWnEn2aA5PsDq9i_ysjefiTBFFXfc7zho5lfwIWbb3_xMLxc/s1600/CIMG0333.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinVY-tYxmhTaXT0quQenGPEvhBViBf7P0jwmdOAuCW61bqs06xSEbJ7Pc8ER8L8p1Rly7oyVouwCAnqmsqD6wJuKXIIQ_WUWnEn2aA5PsDq9i_ysjefiTBFFXfc7zho5lfwIWbb3_xMLxc/s320/CIMG0333.JPG" alt="" id="BLOGGER_PHOTO_ID_5731613317738473282" border="0" /></a><br /><span style="font-weight: bold;">VEREADOR ALAOR CONSEGUE MAIS UM VEÍCULO PARA A APAE DE STO ANASTÁCIO:</span><br /><br /><div style="text-align: justify;">Através do trabalho político do Vereador junto ao Deputado Estadual João Caramez (PSDB), a APAE de Santo Anastácio conseguiu ampliar sua frota de veículos com uma nova perua kombi, zero quilometro, adquirida pelo valor de R$-40.000,00 (quarenta mil reais), valor repassado pelo Governador do Estado Geraldo Alckmin, através da Secretaria de Desenvolvimento Social.<br />Portanto, é isso, trabalhar sempre em pról daqueles que necessitam é o maior objetivo do Vereador Alaor. E tem mais novidade por aí. Aguardem.<br />"Vereador Alaor, sempre ao lado da População".<br /></div><span style="text-decoration: underline;"><br /></span>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-12307586627475967372012-03-15T02:21:00.002-07:002012-03-15T02:25:26.710-07:00<span style="font-weight: bold;">VEREADOR ALAOR INFORMA SOBRE A C.P.I. DA AGRICULTURA FAMILIAR EM SANTO ANASTÁCIO:</span><br /><br /><div style="text-align: justify;">No dia de ontem (14/03/12), às 08:30 horas, deveria ser ouvido na C.P.I. da Agricultura Familiar, o Senhor Prefeito Municipal da cidade, Roberto Volpe, que inclusive foi devidamente convocado através de Ofício.<br />Mas <span style="font-weight: bold;">ele não compareceu</span> e alegou através de ofício que foi participar de um Curso na cidade de São Vicente, SP.<br />E a Comissão se reuniu e está convocando o Senhor Prefeito para depor na próxima semana.<br />Anote aí os membros da Comissão Parlamentar de Inquérito: Presidente: Gisselma Santos - Relator: Jocelino José de Santana e Membros: Alaor, Cícero e Palitó.<br /></div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-14140440343822368032012-03-14T12:42:00.002-07:002012-03-14T12:56:52.914-07:00<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3A_-C2GcBse9ofqMJaPRDRpmLzq7sNc67zQO8wpd6FxlFmRlAVN2eRBCq8tQjvNjjKpvbfdEPTgA9TtD2cXV4-t-OsBaVCzMMR7Khzvfxk27MHKDIfcboUfFtMh-_hbyO7t6thyK84C2R/s1600/governador+e+bragato.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3A_-C2GcBse9ofqMJaPRDRpmLzq7sNc67zQO8wpd6FxlFmRlAVN2eRBCq8tQjvNjjKpvbfdEPTgA9TtD2cXV4-t-OsBaVCzMMR7Khzvfxk27MHKDIfcboUfFtMh-_hbyO7t6thyK84C2R/s320/governador+e+bragato.JPG" alt="" id="BLOGGER_PHOTO_ID_5719842334242792866" border="0" /></a>(na foto: Vereador e Presidente do PSDB de Santo Anastácio, Alaor - Governador Geraldo Alckmin (PSDB) e Deputado Estadual Mauro Bragato (PSDB).<br /><br /><span style="font-weight: bold;">PSDB DE SANTO ANASTÁCIO, PRESENTE EM ALFREDO MARCONDES:</span><br /><br /><div style="text-align: justify;">O PSDB de Santo Anastácio, se fez representar no último sábado na cidade de Alfredo Marcondes, quando da visita do Governador do Estado Geraldo Alckmin na entrega de várias obras na cidade e região. Alaor esteve acompanhado por Filadélfio Alves Junior e Fernando Aparecido Rosa, Líder Comunitário. Destaca-se a grande atuação do Deputado Estadual Mauro Bragato na maioria das conquistas das cidades da região e também de Santo Anastácio.<br /></div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-61947476937340654152012-03-03T03:34:00.004-08:002012-03-03T05:28:07.498-08:00<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4iIL968N1EEJ1uBnLjZHyDVBn_FvuyFuax7tZixmgT8osOMhQ2VpSx4hWR0XRpKXlfLMltJJUqmpHpr_axJrQdnUkzuQ2e4rRBxcAJiJS60TH57-UcVHa-Rk2b0RMGNIvypByvqu6cOoK/s1600/DSC07348.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 256px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4iIL968N1EEJ1uBnLjZHyDVBn_FvuyFuax7tZixmgT8osOMhQ2VpSx4hWR0XRpKXlfLMltJJUqmpHpr_axJrQdnUkzuQ2e4rRBxcAJiJS60TH57-UcVHa-Rk2b0RMGNIvypByvqu6cOoK/s320/DSC07348.JPG" alt="" id="BLOGGER_PHOTO_ID_5715633111122942322" border="0" /></a>(na foto: Edinho, Jacob De Pieri, Nilda Pineda, Dep. Federal Mendes Thame, Vereador Alaor, Dr. Lauro Shibuya e Eraldo da Bis).<br /><br /><span style="font-weight: bold;">CURSO DE FORMAÇÃO POLÍTICA DO PSDB EM PRESIDENTE PRUDENTE:</span><br /><br /><div style="text-align: justify;">O PSDB, através do Instituto "Teotônio Vilela", ofereceu no último dia 26/02, o Curso de Formação Política a todos seus filiados, principalmente aos pré-candidatos a Vereador, Vice-Prefeito e Prefeito. O evento contou com a participação de representantes de 40 cidades de nossa região e com as presenças de relevância importância do Deputado Estadual Mauro Bragato, do Presidente do PSDB/SP e Deputado Estadual Dr. Pedro Tobias e do Deputado Federal e Presidente do Instituto Teotônio Vilela, Mendes Thame.<br />Santo Anastácio, foi a delegação com o maior número de participantes, pois além dos membros da foto acima, ainda compareceram: Dr. Luiz Infante, Filadélfio, Robson Rodrigues, Lucas do Amaral, Nelson Pereira, José Benedito Alanis Garcia e Rosa Takayama.<br /></div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-83507473070207387222012-02-25T04:31:00.003-08:002012-02-25T04:39:01.232-08:00<span style="font-weight: bold;">CURSO DE FORMAÇÃO POLÍTICA DO PSDB:</span><br /><br /><div style="text-align: justify;">Amanhã em Presidente Prudente, o PSDB, através de seu líder regional, <span style="font-weight: bold;">Deputado Mauro Bragato</span>, promove o <span style="font-weight: bold;">CURSO DE FORMAÇÃO POLÍTICA</span> a todos seus Filiados das mais 56 cidades de nossa região. O evento será realizado entre as 08:30 e 12:00 horas, na Faculdade Toledo de Ensino de Presidente Prudente.<br /><span style="font-weight: bold;">O PSDB de Santo Anastácio, através de seu presidente, Vereador Alaor,</span> já confirmou presença e com um grande número de filiados do Partido de Santo Anastácio.<br />O objetivo do evento é ministrar educação e formação política aos simpatizantes, filiados e candidatos do PSDB, através desse curso e também de vários cursos regulares, ciclo de estudos e debates, seminários e outras atividades culturais e educativas.<br /></div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-27103501122890776662012-02-24T07:17:00.001-08:002012-02-24T09:15:37.286-08:00<span style="font-weight: bold;">VEJA QUE ASSUNTO INTERESSANTE: SERÁ QUE ISSO ACONTECE EM OUTRA CIDADE?????</span><br /><br /><p class="yiv1599630397twoWords">Ordem pública</p> <h2>Esposa do prefeito de Taubaté é afastada do cargo</h2> A mulher do prefeito de Taubaté (SP), Luciana Flores Peixoto, deve continuar afastada da presidência do Fundo Social de Solidariedade (Fussta), para a qual foi nomeada depois que a Justiça impôs sua exoneração do cargo de diretora do Departamento de Ação Social (DAS) do município. A decisão de manter o afastamento é do presidente do Superior Tribunal de Justiça, ministro Ari Pargendler.<br />O Ministério Público de São Paulo havia ajuizado Ação Civil Pública contra a nomeação de Luciana Peixoto para o cargo comissionado de diretora do DAS. Com base na Súmula Vinculante 13 do Supremo Tribunal Federal, que proíbe o nepotismo no serviço público, o juiz concedeu liminar determinando ao prefeito que exonerasse a própria esposa.<br />Afastada do cargo, a mulher do prefeito foi nomeada, então, para assumir a presidência do Fundo Social de Solidariedade de Taubaté. Diante desta situação, o Ministério Público ajuizou nova ação contra o município, o prefeito Roberto Pereira Peixoto (PMDB) e sua esposa, com o objetivo de afastá-la do novo posto, pois estaria exercendo as mesmas funções das quais havia sido afastada judicialmente.<br />Ao conceder liminar para que a mulher do prefeito deixasse a presidência do Fussta, a juíza do caso observou que, mesmo depois de sua saída do cargo anterior, ela havia autorizado o pagamento de despesas relacionadas ao DAS, entre os meses de fevereiro e julho de 2011, no total de R$ 96 mil, o que caracterizaria "prova inequívoca da verossimilhança das alegações de fraude". Para a juíza, a atitude da esposa do prefeito evidencia perigo de dano irreparável ao erário, uma vez que tal quantia tem difícil garantia de ser ressarcida.<br /><strong>Sem remuneração</strong><br />Não satisfeito com a determinação, o município de Taubaté entrou no STJ com pedido de suspensão de liminar, alegando que não lhe foi dada a oportunidade de explicar porque a esposa do prefeito aparecia nos documentos examinados pela juíza como a autoridade responsável pelos pagamentos. Segundo o município, o cargo de Luciana Peixoto no Fussta não é remunerado e ela não praticou nenhum ato relacionado ao DAS após deixar o comando desse órgão.<br />O município salientou ainda que, em conformidade com a Lei 2.043/83, que dispõe sobre a criação do Fundo Social de Solidariedade de Taubaté, o conselho deliberativo é presidido pela esposa do prefeito ou por pessoa de sua livre indicação.<br />O ministro Ari Pargendler manteve a decisão da juíza, por considerar que o pedido de suspensão de medida liminar ou de sentença supõe grave lesão à ordem, à saúde, à segurança ou à economia públicas, e "o afastamento da esposa do prefeito do Fundo Social de Solidariedade não tem essa dimensão". Ao rejeitar o pedido de suspensão, o presidente do STJ disse ainda que o município não demonstrou de que modo a decisão da juíza lesaria os interesses do município. <em>Com informações da Assessoria de Imprensa do STJ.</em><br /><a rel="nofollow" target="_blank" href="http://www.stj.jus.br/webstj/processo/justica/jurisprudencia.asp?tipo=num_pro&valor=SLS%201513"><strong>SLS 1.513</strong></a>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-23545899751744468652012-02-23T07:20:00.002-08:002012-02-23T07:23:55.998-08:00<span style="font-weight: bold;">REUNIÃO REGIONAL DO PSDB:</span><br /><br /><div style="text-align: justify;">O PARTIDO DA SOCIAL DEMOCRACIA BRASILEIRA - PSDB, estará oferecendo a todos provaveis candidatos a VEREADOR - VICE-PREFEITO E PREFEITO, uma reunião de trabalho no próximo domingo. O evento ocorre nas dependência do auditório da Faculdade Toledo de Ensino em Presidente, no horário das 08:30 às 12:30 horas.<br />Todos os Filiados do PSDB estão sendo convidados.<br />Participe.<br /></div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-6568054665747657802012-01-24T07:07:00.000-08:002012-01-24T07:17:46.758-08:00<span style="font-weight: bold;">AOS SERVIDORES PÚBLICOS MUNICIPAIS DE SANTO ANASTÁCIO:</span><br /><br /><div style="text-align: justify;">O Vereador ALAOR informa a todos os Servidores Municipais, que se encontra na Câmara Municipal, projeto de lei de autoria do Prefeito Municipal,<span style="font-weight: bold;"> concedendo 6,40% nos vencimentos dos servidores municipais de Santo Anastácio.</span><br />O Vereador destaca que este índice não corresponde a aumento salarial algum e sim apenas a correção das perdas salariais durante o ano e mesmo assim o IPCA ficou em 6,5031 e não 6,40 que foi o índice indicado pelo atual prefeito.<br />E finalizando, tudo isso quer dizer que: <span style="font-weight: bold;">NÃO HAVERÁ AUMENTO SALARIAL ALGUM</span> e sim apenas correção das perdas.<br />Lamentável.<br /></div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com1tag:blogger.com,1999:blog-2875415268581166821.post-84747591299285958322012-01-07T03:38:00.000-08:002012-01-07T03:39:51.470-08:00<span style="font-weight: bold;">VEREADOR ALAOR INFORMA:</span><br /><span style="font-weight: bold;">A IMPORTÂNCIA DO VOTO CONSCIENTE</span>. CASO CONTRÁRIO NOSSA POLÍTICA VAI CONTINUAR CAMINHANDO ASSIM: VEJA ABAIXO<br /><br /><!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} </style> <![endif]--><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves>false</w:TrackMoves> <w:trackformatting/> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:donotpromoteqf/> <w:lidthemeother>PT-BR</w:LidThemeOther> <w:lidthemeasian>X-NONE</w:LidThemeAsian> <w:lidthemecomplexscript>X-NONE</w:LidThemeComplexScript> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> <w:splitpgbreakandparamark/> <w:dontvertaligncellwithsp/> <w:dontbreakconstrainedforcedtables/> <w:dontvertalignintxbx/> <w:word11kerningpairs/> <w:cachedcolbalance/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathpr> <m:mathfont val="Cambria Math"> <m:brkbin val="before"> <m:brkbinsub val="--"> <m:smallfrac val="off"> <m:dispdef/> <m:lmargin val="0"> <m:rmargin val="0"> <m:defjc val="centerGroup"> <m:wrapindent val="1440"> <m:intlim val="subSup"> <m:narylim val="undOvr"> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"> <w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"> <w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"> <w:lsdexception locked="false" priority="39" name="toc 1"> <w:lsdexception locked="false" priority="39" name="toc 2"> <w:lsdexception locked="false" priority="39" name="toc 3"> <w:lsdexception locked="false" priority="39" name="toc 4"> <w:lsdexception locked="false" priority="39" name="toc 5"> <w:lsdexception locked="false" priority="39" name="toc 6"> <w:lsdexception locked="false" priority="39" name="toc 7"> <w:lsdexception locked="false" priority="39" name="toc 8"> <w:lsdexception locked="false" priority="39" name="toc 9"> <w:lsdexception locked="false" priority="35" qformat="true" name="caption"> <w:lsdexception locked="false" priority="10" semihidden="false" unhidewhenused="false" qformat="true" name="Title"> <w:lsdexception locked="false" priority="1" name="Default Paragraph Font"> <w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"> <w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"> <w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"> <w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"> <w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"> <w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"> <w:lsdexception locked="false" unhidewhenused="false" name="Revision"> <w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"> <w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"> <w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 1"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 1"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 1"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 1"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 1"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 1"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 1"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 2"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 2"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 2"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 2"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 2"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 2"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 2"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 2"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 2"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 2"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 3"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 3"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 3"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 3"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 3"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 3"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 4"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 4"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 4"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 4"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 4"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 4"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 4"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 4"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 4"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 4"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 4"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 4"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 4"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 4"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 5"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 5"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 5"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 5"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 5"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 5"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 5"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 5"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 5"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 5"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 5"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 5"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 5"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 5"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 6"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 6"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 6"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 6"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 6"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"> <w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"> <w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"> <w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"> <w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"> <w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"> <w:lsdexception locked="false" priority="37" name="Bibliography"> <w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabela normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style> <![endif]--> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="font-size:12.0pt;font-family:"Times New Roman","serif"; mso-fareast-font-family:"Times New Roman";mso-fareast-language:PT-BR">07/01/2012 - 06h11 </span></p> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; line-height:normal;mso-outline-level:1"><b><span style="font-size:24.0pt; font-family:"Times New Roman","serif";mso-fareast-font-family:"Times New Roman"; mso-font-kerning:18.0pt;mso-fareast-language:PT-BR">Filho de ministro é campeão de emendas na pasta do pai </span></b></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="font-size:12.0pt;font-family:"Times New Roman","serif"; mso-fareast-font-family:"Times New Roman";mso-fareast-language:PT-BR"></span></p> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;line-height:normal"><span style="font-size:12.0pt; font-family:"Times New Roman","serif";mso-fareast-font-family:"Times New Roman"; mso-fareast-language:PT-BR;mso-no-proof:yes"><img src="file:///C:/DOCUME%7E1/ADMINI%7E1/CONFIG%7E1/Temp/msohtmlclip1/01/clip_image001.jpg" alt="Hoje na Folha" width="88" height="80" /></span><b style="mso-bidi-font-weight:normal"><span style="font-size:12.0pt;font-family: "Times New Roman","serif";mso-fareast-font-family:"Times New Roman";mso-fareast-language: PT-BR">O ministro Fernando Bezerra Coelho (Integração Nacional)</span></b><span style="font-size:12.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";mso-fareast-language:PT-BR"> <b style="mso-bidi-font-weight: normal">privilegiou seu filho, o deputado federal Fernando Coelho (PSB-PE),</b> com o maior volume de liberação de emendas parlamentares de sua pasta em 2011, informa reportagem de <b>Andreza Matais</b> e <b>Breno Costa</b>, publicada na <b>Folha</b> deste sábado (<a href="http://www1.folha.uol.com.br/fsp/poder/18724-filho-de-ministro-e-campeao-de-emendas-na-pasta-do-pai.shtml"><span style="color:blue">íntegra disponível</span></a> para assinantes do jornal e do UOL, empresa controlada pelo Grupo Folha, que edita a <b>Folha</b>). </span></p> <table class="MsoNormalTable" style="mso-cellspacing:1.5pt; mso-yfti-tbllook:1184" border="0" cellpadding="0"> <tbody><tr style="mso-yfti-irow:0;mso-yfti-firstrow:yes"> <td style="padding:.75pt .75pt .75pt .75pt"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span style="font-size:12.0pt;font-family:"Times New Roman","serif"; mso-fareast-font-family:"Times New Roman";mso-fareast-language:PT-BR">Sérgio Lima - 4.jan.2011/Folhapress</span></p> </td> </tr> <tr style="mso-yfti-irow:1"> <td style="padding:.75pt .75pt .75pt .75pt"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="font-size:12.0pt;font-family:"Times New Roman","serif"; mso-fareast-font-family:"Times New Roman";mso-fareast-language:PT-BR; mso-no-proof:yes"><img src="file:///C:/DOCUME%7E1/ADMINI%7E1/CONFIG%7E1/Temp/msohtmlclip1/01/clip_image002.jpg" alt="Ministro Fernando Bezerra (Integração Nacional)" width="300" border="0" height="220" /></span><span style="font-size:12.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";mso-fareast-language:PT-BR"></span></p> </td> </tr> <tr style="mso-yfti-irow:2;mso-yfti-lastrow:yes"> <td style="padding:.75pt .75pt .75pt .75pt"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="font-size:12.0pt;font-family:"Times New Roman","serif"; mso-fareast-font-family:"Times New Roman";mso-fareast-language:PT-BR">Ministro Fernando Bezerra (Integração Nacional)</span></p> </td> </tr> </tbody></table> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;line-height:normal"><span style="font-size:12.0pt; font-family:"Times New Roman","serif";mso-fareast-font-family:"Times New Roman"; mso-fareast-language:PT-BR">Coelho foi o único congressista que teve todo o dinheiro pedido empenhado (reservado no Orçamento para pagamento) pelo ministério <b style="mso-bidi-font-weight:normal">(R$ 9,1 milhões), superando 219 colegas</b> que também solicitaram recursos para obras da Integração. </span></p> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;line-height:normal"><span style="font-size:12.0pt; font-family:"Times New Roman","serif";mso-fareast-font-family:"Times New Roman"; mso-fareast-language:PT-BR">Liberado em dezembro<b style="mso-bidi-font-weight: normal">, o dinheiro solicitado pelo deputado irá para ações tocadas pela Codevasf (Companhia de Desenvolvimento dos Vales do São Francisco e Paraíba), uma empresa pública presidida <u>pelo seu tio</u>, Clementino Coelho, irmão do ministro da Integração. </b></span></p> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; line-height:normal"><b><span style="font-size:12.0pt;font-family:"Times New Roman","serif"; mso-fareast-font-family:"Times New Roman";mso-fareast-language:PT-BR">OUTRO LADO</span></b><span style="font-size:12.0pt;font-family:"Times New Roman","serif"; mso-fareast-font-family:"Times New Roman";mso-fareast-language:PT-BR"> </span></p> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; line-height:normal"><span style="font-size:12.0pt;font-family:"Times New Roman","serif"; mso-fareast-font-family:"Times New Roman";mso-fareast-language:PT-BR">Em nota, o ministério negou que o filho do ministro tenha sido favorecido. Segundo a pasta, outros deputados tiveram "emendas aprovadas em percentuais equivalentes". </span></p> <p class="MsoNormal"> </p>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-59663552117961665292012-01-06T12:22:00.000-08:002012-01-06T12:26:21.979-08:00VEREADOR ALAOR INFORMA O ÍNDICE DO IPCA DE 2011:<br /><br />O IPCA acumulado em 2011 foi de:<span style="font-weight: bold;"> 6,5031</span><br /><br />Veja mais detalhes abaixo:<div align="center"><table class="MsoNormalTable" style="width:585.0pt;mso-cellspacing:0cm;mso-yfti-tbllook:1184;mso-padding-alt: 0cm 0cm 0cm 0cm" width="780" border="0" cellpadding="0" cellspacing="0"><tbody><tr style="mso-yfti-irow:0;mso-yfti-firstrow:yes;mso-yfti-lastrow:yes"><td style="padding:0cm 0cm 0cm 0cm"><br /></td></tr></tbody></table></div><div align="center"><table class="MsoNormalTable" style="width:525.0pt;mso-cellspacing:0cm;mso-yfti-tbllook:1184;mso-padding-alt: 0cm 0cm 0cm 0cm" width="700" border="0" cellpadding="0" cellspacing="0"><tbody><tr style="mso-yfti-irow:0;mso-yfti-firstrow:yes;mso-yfti-lastrow:yes"><td style="padding:0cm 0cm 0cm 0cm"><br /></td></tr></tbody></table></div><p style="line-height:150%"><b><span style="line-height:150%; Arial","sans-serif";font-family:";font-size:14.0pt;color:navy;" ><span class="msoIns"><ins>INDICE NACIONAL DE PREÇOS AO CONSUMIDOR AMPLO - IPCA<br /></ins></span></span></b><b><span style="line-height:150%; Arial","sans-serif";font-family:";font-size:14.0pt;color:black;" ><span class="msoIns"><ins>(Instituto Brasileiro de Geografia e Estatística) - IBGE</ins></span></span></b><span style="line-height:150%;font-size:14.0pt;" ></span></p> <div align="center"> <table class="MsoNormalTable" style="width:590.15pt;mso-cellspacing:0cm;margin-left:-5.15pt;mso-yfti-tbllook: 1184;mso-padding-alt:0cm 0cm 0cm 0cm" width="787" border="0" cellpadding="0" cellspacing="0"> <tbody><tr style="mso-yfti-irow:0;mso-yfti-firstrow:yes;mso-yfti-lastrow:yes"> <td style="width:590.15pt;padding:0cm 0cm 0cm 0cm" width="787"> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;line-height:150%"><b style="mso-bidi-font-weight:normal"><span style="line-height:150%;font-family:"Arial","sans-serif"; mso-fareast-Times New Roman";mso-fareast-language: PT-BRfont-family:";font-size:14.0pt;color:black;" > </span></b></p> </td> </tr> </tbody></table> </div> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt; text-align:center;line-height:normal" align="center"><span style="font-family: "Times New Roman","serif";mso-fareast-Times New Roman";display: none;mso-hide:all;mso-fareast-language:PT-BRfont-family:";font-size:12.0pt;" > </span></p> <div align="center"> <table class="MsoNormalTable" style="width:525.0pt;mso-cellspacing:0cm;mso-yfti-tbllook:1184;mso-padding-alt: 0cm 0cm 0cm 0cm" width="700" border="0" cellpadding="0" cellspacing="0"> <tbody><tr style="mso-yfti-irow:0;mso-yfti-firstrow:yes;mso-yfti-lastrow:yes"> <td style="padding:0cm 0cm 0cm 0cm"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="font-family:"Times New Roman","serif"; mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" > </span></p> <div align="center"> <table class="MsoNormalTable" style="width:525.0pt;mso-cellspacing:0cm;border:outset #0066CC 1.0pt; mso-border-alt:outset #0066CC .75pt;mso-yfti-tbllook:1184;mso-padding-alt: 2.25pt 2.25pt 2.25pt 2.25pt" width="700" border="1" cellpadding="0" cellspacing="0"> <tbody><tr style="mso-yfti-irow:0;mso-yfti-firstrow:yes"> <td style="width:16.0%;border:inset #0066CC 1.0pt;mso-border-alt: inset #0066CC .75pt;background:silver;padding:2.25pt 2.25pt 2.25pt 2.25pt" width="16%"> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt: auto;text-align:center;line-height:150%" align="center"><b><span style=" line-height:150%;font-family:"Arial","sans-serif";mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" >Mês/ano</span></b><span style="line-height:150%;font-family:"Times New Roman","serif"; mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" ></span></p> </td> <td style="width:21.0%;border:inset #0066CC 1.0pt;mso-border-alt: inset #0066CC .75pt;background:silver;padding:2.25pt 2.25pt 2.25pt 2.25pt" width="21%"> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt: auto;text-align:center;line-height:150%" align="center"><b><span style=" line-height:150%;font-family:"Arial","sans-serif";mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" >Índice do mês<br /> (em %)</span></b><span style="line-height:150%;font-family: "Times New Roman","serif";mso-fareast-Times New Roman"; mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" ></span></p> </td> <td style="width:21.0%;border:inset #0066CC 1.0pt;mso-border-alt: inset #0066CC .75pt;background:silver;padding:2.25pt 2.25pt 2.25pt 2.25pt" width="21%"> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt: auto;text-align:center;line-height:150%" align="center"><b><span style=" line-height:150%;font-family:"Arial","sans-serif";mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" >Índice acumulado<br /> no ano (em %)</span></b><span style="line-height:150%; font-family:"Times New Roman","serif";mso-fareast-Times New Roman"; mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" ></span></p> </td> <td style="width:21.0%;border:inset #0066CC 1.0pt;mso-border-alt: inset #0066CC .75pt;background:silver;padding:2.25pt 2.25pt 2.25pt 2.25pt" width="21%"> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt: auto;text-align:center;line-height:150%" align="center"><b><span style=" line-height:150%;font-family:"Arial","sans-serif";mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" >Índice acumulado nos últimos 12 meses<br /> (em %)</span></b><span style="line-height:150%;font-family: "Times New Roman","serif";mso-fareast-Times New Roman"; mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" ></span></p> </td> <td style="width:122.25pt;border:inset #0066CC 1.0pt;mso-border-alt: inset #0066CC .75pt;background:silver;padding:2.25pt 2.25pt 2.25pt 2.25pt" width="163"> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt: auto;text-align:center;line-height:150%" align="center"><b><span style=" line-height:150%;font-family:"Arial","sans-serif";mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" >Número índice<br /> acumulado a partir<br /> de Jan/93</span></b><span style="line-height:150%; font-family:"Times New Roman","serif";mso-fareast-Times New Roman"; mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" ></span></p> </td> </tr> <tr style="mso-yfti-irow:1;mso-yfti-lastrow:yes"> <td style="border:inset #0066CC 1.0pt;mso-border-alt:inset #0066CC .75pt; background:silver;padding:2.25pt 2.25pt 2.25pt 2.25pt"> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt: auto;text-align:center;line-height:150%" align="center"><b><span style=" line-height:150%;font-family:"Arial","sans-serif";mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" >Dez/2011</span></b><span style="line-height:150%;font-family:"Times New Roman","serif"; mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" ></span></p> </td> <td style="width:93.75pt;border:inset #0066CC 1.0pt;mso-border-alt: inset #0066CC .75pt;background:white;padding:2.25pt 2.25pt 2.25pt 2.25pt" width="125"> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt: auto;text-align:center;line-height:150%" align="center"><span style=" line-height:150%;font-family:"Arial","sans-serif";mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" >0,50</span><span style="line-height:150%;font-family:"Times New Roman","serif"; mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" ></span></p> </td> <td style="width:105.75pt;border:inset #0066CC 1.0pt;mso-border-alt: inset #0066CC .75pt;background:white;padding:2.25pt 2.25pt 2.25pt 2.25pt" width="141"> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt: auto;text-align:center;line-height:150%" align="center"><span style=" line-height:150%;font-family:"Arial","sans-serif";mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" >6,5031</span><span style="line-height:150%;font-family:"Times New Roman","serif"; mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" ></span></p> </td> <td style="width:121.5pt;border:inset #0066CC 1.0pt;mso-border-alt: inset #0066CC .75pt;background:white;padding:2.25pt 2.25pt 2.25pt 2.25pt" width="162"> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt: auto;text-align:center;line-height:150%" align="center"><b style="mso-bidi-font-weight: normal"><span style="line-height:150%;font-family:"Arial","sans-serif"; mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" >6,5031</span></b><b style="mso-bidi-font-weight:normal"><span style=" line-height:150%;font-family:"Times New Roman","serif";mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" ></span></b></p> </td> <td style="width:122.25pt;border:inset #0066CC 1.0pt;mso-border-alt: inset #0066CC .75pt;background:white;padding:2.25pt 2.25pt 2.25pt 2.25pt" width="163"> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt: auto;text-align:center;line-height:150%" align="center"><span style=" line-height:150%;font-family:"Arial","sans-serif";mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" >877,1809</span><span style="line-height:150%;font-family:"Times New Roman","serif"; mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";font-size:14.0pt;" ></span></p> </td> </tr> </tbody></table> </div> </td> </tr> </tbody></table> </div> <p class="MsoNormal"> Agora vamos ver o resultado nos próximos dias.<br /></p> <p class="MsoNormal"> </p> <p class="MsoNormal"> </p> <p class="MsoNormal"> </p>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-38159164495036011462012-01-05T04:58:00.000-08:002012-01-05T05:03:04.243-08:00<div style="text-align: justify;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrZJNEMCme7EFwSKSC05ctJXENJBb4f3YRKCu-g8MgrGIiKts3pcfsa90qBulOaQk3lcC2ImPcvw2u5eu5H9GbWjseL8SDfk_x1dQasArQ5JEaFw-7pjcqytHBPz1lqAvUJ9KtJQEhrlFK/s1600/BVA+077.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrZJNEMCme7EFwSKSC05ctJXENJBb4f3YRKCu-g8MgrGIiKts3pcfsa90qBulOaQk3lcC2ImPcvw2u5eu5H9GbWjseL8SDfk_x1dQasArQ5JEaFw-7pjcqytHBPz1lqAvUJ9KtJQEhrlFK/s320/BVA+077.jpg" alt="" id="BLOGGER_PHOTO_ID_5694131740921075298" border="0" /></a></div><span style="font-weight: bold;">VEREADOR ALAOR COM O PRESIDENTE DO PSDB DO ESTADO, DEPUTADO ESTADUAL PEDRO TOBIAS, NA ENTREGA DE 708 CASAS EM RANCHARIA:</span><br /><br /><div style="text-align: justify;">O Vereador ALAOR se fez presente em dezembro na cidade de Rancharia, acompanhado do Presidente do Sindicato dos Servidores Municipais; Dr. Lauro Shibuya, Delegado do PSDB; José Felipe Filho, ex-vereador e Presidente do Lions Clube; Sérbio Munhoz Bonfim e Nilda Pineda, ex-vereadora e filiado ao PSDB.<br />Na ocasião do Vereador e Presidente do Diretório do PSDB de Santo Anastácio, pode ter conversas com o Governador Geraldo Alckmin; com o Presidente do PSDB do Estado, Deputado Pedro Tobias (no centro da foto), além dos já entendimentos com o lider regional do PSDB, Deputado Mauro Bragato.<br /></div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-31035071586818384162012-01-05T02:24:00.000-08:002012-01-05T02:38:29.927-08:00<div style="text-align: justify;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvT7yHkg3-pmDsMcb7o_uaBY6X-wXOZpn5XQzH8Xl5Q4ceNJ8c-_bfRY_D8WkNntZgTIYp-Zo1Af4iV70kLkixtRpMESb4o4KCChPd_I1gDs7KGVGGdv0BcBMZydqBgYreQTOj4gYeEsLq/s1600/CIMG0273.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvT7yHkg3-pmDsMcb7o_uaBY6X-wXOZpn5XQzH8Xl5Q4ceNJ8c-_bfRY_D8WkNntZgTIYp-Zo1Af4iV70kLkixtRpMESb4o4KCChPd_I1gDs7KGVGGdv0BcBMZydqBgYreQTOj4gYeEsLq/s320/CIMG0273.JPG" alt="" id="BLOGGER_PHOTO_ID_5694093401002061826" border="0" /></a></div><div style="text-align: justify;"><span style="font-weight: bold;">VEREADOR E PRESIDENTE DO PSDB DE SANTO ANSTÁCIO, ALAOR e o GOVERNADOR DE SÃO PAULO GERALDO ALCKMIN EM RANCHARIA:</span><br /></div><br /><div style="text-align: justify;">Em dezembro o Presidente do Diretório do PSDB de Santo Anastácio, Vereador Alaor, participou na inauguração de 708 casas populares na cidade de Rancharia, com a presença do Governador do Estado GERALDO ALCKMIN. Na oportunidade o Vereador se fez acompanhar do Presidente do Partido Verde, Sérgio Munhoz Bonfim; José Felipe Filho, também do P.V., José Aparecido Rosa, o Cido, Presidente do Sindicato dos Servidores Municipais de Santo Anastácio, Dr. Lauro shibuya, Delegado do PSDB em Santo Anastácio, Antonio Carlos dos Santos, ex-Vereador e Nilda Gonzales Pineda, ex-vereadora e atualmente filiada ao PSDB de Santo Anastácio.<br />O grande destaque do dia foi a entrega de nada menos que 708 (setecentos e oito) moradias, construídas em menos de 05 anos. E aqui em Santo Anastácio, não se consegue construir 76 (setenta e seis) casas em mais de 06 anos.<br /></div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-38560978096632506412011-12-30T11:10:00.001-08:002011-12-30T11:12:12.907-08:00<div style="text-align: justify;"><img src="data:image/png;base64,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" alt="" /><br /></div><br /><div style="text-align: justify;"><span style="font-weight: bold;">VEREADOR ALAOR</span>, DESEJA A TODOS UM "<span style="font-weight: bold;">EXCELENTE 2012</span>", COM MUITA SAÚDE, PAZ E HARMONIA". E QUE DEUS EM SUA INFINITA BONDADE CONTINUE ILUMINANDO A TODOS.<br />2012 NOVO ANO, ESPERANÇAS QUE SE RENOVAM.<br />VAMOS EM FRENTE.<br /></div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-43725816276386406722011-12-19T09:55:00.000-08:002011-12-19T09:56:48.925-08:00VEREADOR ALAOR CONVIDA VOCÊ A LER: ESTÁ NA UOL<br />E CADA DIA QUE PASSA MAIS ESCÂNDALOS.<br /><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves/> <w:trackformatting/> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:donotpromoteqf/> <w:lidthemeother>PT-BR</w:LidThemeOther> <w:lidthemeasian>X-NONE</w:LidThemeAsian> <w:lidthemecomplexscript>X-NONE</w:LidThemeComplexScript> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> <w:splitpgbreakandparamark/> <w:dontvertaligncellwithsp/> <w:dontbreakconstrainedforcedtables/> <w:dontvertalignintxbx/> <w:word11kerningpairs/> <w:cachedcolbalance/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathpr> <m:mathfont val="Cambria Math"> <m:brkbin val="before"> <m:brkbinsub val="--"> <m:smallfrac val="off"> <m:dispdef/> <m:lmargin val="0"> <m:rmargin val="0"> <m:defjc val="centerGroup"> <m:wrapindent val="1440"> <m:intlim val="subSup"> <m:narylim val="undOvr"> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"> <w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"> <w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"> <w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"> <w:lsdexception locked="false" priority="39" name="toc 1"> <w:lsdexception locked="false" priority="39" name="toc 2"> <w:lsdexception locked="false" priority="39" name="toc 3"> <w:lsdexception locked="false" priority="39" name="toc 4"> <w:lsdexception locked="false" priority="39" name="toc 5"> <w:lsdexception locked="false" priority="39" name="toc 6"> <w:lsdexception locked="false" priority="39" name="toc 7"> <w:lsdexception locked="false" priority="39" name="toc 8"> <w:lsdexception locked="false" priority="39" name="toc 9"> <w:lsdexception locked="false" priority="35" qformat="true" name="caption"> <w:lsdexception locked="false" priority="10" semihidden="false" unhidewhenused="false" qformat="true" name="Title"> <w:lsdexception locked="false" priority="1" name="Default Paragraph Font"> <w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"> <w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"> <w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"> <w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"> <w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"> <w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"> <w:lsdexception locked="false" unhidewhenused="false" name="Revision"> <w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"> <w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"> <w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 1"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 1"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 1"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 1"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 1"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 1"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 1"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 2"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 2"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 2"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 2"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 2"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 2"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 2"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 2"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 2"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 2"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 3"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 3"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 3"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 3"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 3"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 3"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 4"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 4"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 4"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 4"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 4"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 4"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 4"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 4"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 4"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 4"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 4"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 4"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 4"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 4"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 5"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 5"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 5"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 5"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 5"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 5"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 5"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 5"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 5"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 5"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 5"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 5"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 5"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 5"> <w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 6"> <w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 6"> <w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 6"> <w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 6"> <w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 6"> <w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"> <w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"> <w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"> <w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"> <w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"> <w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"> <w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"> <w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"> <w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"> <w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"> <w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"> <w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"> <w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"> <w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"> <w:lsdexception locked="false" priority="37" name="Bibliography"> <w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabela normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style> <![endif]--> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><b style="mso-bidi-font-weight:normal"><i><u><span style="font-size:12.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";mso-fareast-language:PT-BR">19/12/2011 - 13h04 </span></u></i></b><b style="mso-bidi-font-weight:normal"><u><span style="font-size:12.0pt; font-family:"Times New Roman","serif";mso-fareast-font-family:"Times New Roman"; mso-fareast-language:PT-BR"></span></u></b></p> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;line-height:normal;mso-outline-level:1"><b><span style="font-size:24.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";mso-font-kerning:18.0pt;mso-fareast-language:PT-BR">Operação prende prefeito de cidade do Rio Grande do Norte e mais 8 por corrupção</span></b></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span style="font-size:12.0pt;font-family:"Times New Roman","serif"; mso-fareast-font-family:"Times New Roman";mso-fareast-language:PT-BR">Valério Sinésio<br />Do UOL Notícias, em João Pessoa </span></p> <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="font-size:12.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";mso-fareast-language:PT-BR">Comentários <a href="http://noticias.uol.com.br/politica/2011/12/19/operacao-prende-prefeito-de-cidade-do-rio-grande-do-norte-e-mais-8-por-corrupcao.jhtm#comentarios"><span style="color:blue">2</span></a></span></p> <p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;line-height:normal"><span style="font-size:12.0pt; font-family:"Times New Roman","serif";mso-fareast-font-family:"Times New Roman"; mso-fareast-language:PT-BR">Foi deflagrada na manhã desta segunda-feira (19) pelo Ministério Público --com apoio da Polícia Militar--, a Operação Mensalão da Vila, no município de Vila Flor, a 70 quilômetros de Natal (RN), com o objetivo de desarticular um grupo acusado de recebimento de propina. Foram presos o prefeito da cidade, Grinaldo Joaquim da Silva (PHS); o presidente da Câmara Municipal de Vila Flor, Pedro Francisco da Silva; o secretário de obras João Felipe de Oliveira; o ex-secretário municipal de administração Antônio Ivanaldo de Oliveira e mais cinco vereadores.<br /><br />Eles podem responder por crimes de corrupção e contra a administração pública. A operação deu cumprimento a 19 mandados de busca e apreensão e a nove mandados de prisão preventiva. Foram cinco meses de investigação para que o Ministério Público Estadual conseguisse desarticular o esquema amplo de pagamento de vantagens indevidas a grande parte dos vereadores da cidade, uma das menores do Rio Grande do Norte.<br /><br /><b style="mso-bidi-font-weight:normal">De acordo com o MP, com o pagamento do mensalão, os vereadores se comprometiam a aprovar matérias de interesse do Executivo. Os vereadores também se omitiam quando o assunto era fiscalização dos atos do prefeito. Dentre os benefícios oferecidos estavam dinheiro, vales de combustível e até a oferta de empregos na Prefeitura de Vila Flor.<br /></b><br />O Ministério Público contou com a colaboração do vereador Floriano Felinto. O material recolhido será analisado pelos promotores, que prometem oferecer denúncia em tempo hábil.<br /><br />A reportagem do <b>UOL Notícias</b> tentou, mas não conseguiu localizar os advogados dos acusados. Na prefeitura e na Câmara Municipal de Vila Flor nenhum servidor falou sobre o assunto.</span></p> <p class="MsoNormal" style="text-align:justify"> </p>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-53104208548177768792011-12-18T09:23:00.000-08:002011-12-18T09:24:20.475-08:00<span style="font-weight: bold;">VEREADOR ALAOR, DESEJA A TODOS UM "FELIZ NATAL", COM MUITA SAÚDE, PAZ e ALEGRIA.</span>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-70369034621003819552011-11-05T04:41:00.000-07:002011-11-05T04:48:28.622-07:00<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5VLy9jArGBYmJwK11RE215_WIlM94r8IFO9OJYPSO_KJh3v7HCxOq8YRHPzr7mAJZFP8sXTn0Nq4VQX_yY49DzH9ghYhZKO24Byj9-z_aqfliOazGAhi_S41m3NfmQ3vSUUuuOqcXrXe5/s1600/BVA.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5VLy9jArGBYmJwK11RE215_WIlM94r8IFO9OJYPSO_KJh3v7HCxOq8YRHPzr7mAJZFP8sXTn0Nq4VQX_yY49DzH9ghYhZKO24Byj9-z_aqfliOazGAhi_S41m3NfmQ3vSUUuuOqcXrXe5/s320/BVA.jpg" alt="" id="BLOGGER_PHOTO_ID_5671475618016537570" border="0" /></a><span style="font-weight: bold;">DEPUTADO ESTADUAL MAURO BRAGATO (PSDB) RECEBE TÍTULO DE CIDADÃO DE RIBEIRÃO DOS ÍNDIOS:</span><br /><br />Nesta sexta feira (04/11/2011), a Câmara Municipal de Ribeirão dos Índios fez a a homenagem ao Deputado Estadual Mauro Bragato do Título de Cidadão de Ribeirão dos Índios. O evento ocorreu na Câmara Municipal e contou com a presença de autoridades locais, prefeitos, vices-prefeitos e vereadores de nossa região.<br />Homenagem esta mais do que justa, pois é o Deputado que mais trabalha por nossa região, trazendo inúmeros benefícios para mais de 60 cidades do Estado.<br /><div style="text-align: justify;"><span style="font-weight: bold;">O Vereador ALAOR, na condição de Vereador e Presidente do PSDB de Santo Anastácio esteve presente, acompanhado do Dr. Lauro Shibuya (Delegado do PSDB), José Aparecido Rosa (Cido) Presidente do Sindicato dos Servidores Municipais de Santo Anastácio; Antonio Carlos, ex-Vereador de Santo Anastácio e Sérgio Munhoz Bonfim, Presidente do Partido Verde de Santo Anastácio.</span><br /></div>Curioso mesmo são aqueles que não tem Deputado para homenagear e tem que se contentar em apenas comparecer ao evento.VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-32533897585918564752011-10-22T05:16:00.000-07:002011-10-22T05:35:54.740-07:00<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNDCtsHhIXWRuwcGFkwvzymZAR3d61ntff3QhrZNyKhRR7yDdT0jSMh8pXiif8oZleX8kVikQXn2PHaKd5iwB3Uf8__CuJ1pXVvrA_U5m95rS80lm6LwOZ_e77G8eOOJdFxKyW07PyUWz7/s1600/BVA+057.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNDCtsHhIXWRuwcGFkwvzymZAR3d61ntff3QhrZNyKhRR7yDdT0jSMh8pXiif8oZleX8kVikQXn2PHaKd5iwB3Uf8__CuJ1pXVvrA_U5m95rS80lm6LwOZ_e77G8eOOJdFxKyW07PyUWz7/s320/BVA+057.jpg" alt="" id="BLOGGER_PHOTO_ID_5666294172986752802" border="0" /></a><span style="font-weight: bold;">(na foto: Vereador ALAOR em conversa com o Senador ALOISIO NUNES FERREIRA)</span><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL4DDdZY6oRhG-3lOdOCa39Sk8SqByfynE7tWwQC5B9RWCSeUya6De-ymdqL5kfokDBV4k3CfrOZl3BRqxjoCMBo2n1CrEiYJKUF9xfmPsoQzZAB0XO-F6GPOLcK6FncIx0SXi9mhL7zkc/s1600/BVA+056.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL4DDdZY6oRhG-3lOdOCa39Sk8SqByfynE7tWwQC5B9RWCSeUya6De-ymdqL5kfokDBV4k3CfrOZl3BRqxjoCMBo2n1CrEiYJKUF9xfmPsoQzZAB0XO-F6GPOLcK6FncIx0SXi9mhL7zkc/s320/BVA+056.jpg" alt="" id="BLOGGER_PHOTO_ID_5666290558709338994" border="0" /></a><span style="font-weight: bold;">(na foto: Vereador Alaor e o Senador da República ALOISIO NUNES FERREIRA)</span><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoTaPqNJEV6hwxOwylCK6ohNs5csgqj_P4wSyrI2j2grd7sT8tql7VCLqU5EgGO5vw3mgH2sJETjD_DaRL36p7ZVW7A61kDEDMFGRXr4IHkkgldoFINr4AvDvZQSGtRFiRNjxcPeUMeOwR/s1600/BVA+052.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoTaPqNJEV6hwxOwylCK6ohNs5csgqj_P4wSyrI2j2grd7sT8tql7VCLqU5EgGO5vw3mgH2sJETjD_DaRL36p7ZVW7A61kDEDMFGRXr4IHkkgldoFINr4AvDvZQSGtRFiRNjxcPeUMeOwR/s320/BVA+052.jpg" alt="" id="BLOGGER_PHOTO_ID_5666289470595139874" border="0" /></a><span style="font-weight: bold;">(na foto: Eraldo da Bis, Vereador Alaor, Dr. Lauro Shibuya e o Senador Aloisio Nunes Ferreira)</span><br /><br /><span style="font-weight: bold;">VEREADOR ALAOR NO ENCONTRO REGIONAL DO PSDB EM REGENTE FEIJÓ:</span><br /><br /><div style="text-align: justify;">Nesta última sexta feira (21/10/11) o Vereador ALAOR participou do Encontro Regional do PSDB em Regente Feijó. Na oportunidade se fez presente o Senador da República, o Senador ALOISIO NUNES FERREIRA, que inclusive recebeu mais de 5.000 votos em Santo Anastácio.<br />O Encontro também foi para que o Deputado Estadual MAURO BRAGATO fizesse a apresentação do Ex-Prefeito de Regente o popular MARCO ROCHA como novo integrante dos filiados do PSDB naquela cidade.<br />O Vereador ALAOR esteve acompanhado do Eraldo da Bis e do Delegado do Partido em<br />Santo Anastácio, Dr. Lauro Shibuya.<br /></div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-58959440037150696392011-10-15T06:18:00.001-07:002011-10-15T06:18:48.246-07:00VEREADOR ALAOR, PARABENIZA TODAS AS PROFESSORAS E PROFESSORES DE NOSSO BRASIL:<br /><br /><img src="data:image/png;base64,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" alt="" />VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-40550102702138565442011-10-05T12:50:00.000-07:002011-10-05T12:55:16.901-07:00<table align="center" border="0" cellpadding="0" cellspacing="0"><tbody><tr><td class="det_autor" align="left"><div style="text-align: justify;"><span style="font-weight: bold;">DEPUTADO MAURO BRAGATO, DEFENDE NA ASSEMBLÉIA LEGISLATIVA, APROVAÇÃO DE PROJETO DE LEI, INDICADO PELO VEREADOR ALAOR: VEJA A SEGUIR:</span><br /></div><br /><br />04/10/2011 17h28</td> </tr> <tr><td height="10"><br /></td></tr> <tr style="font-weight: bold;"> <td class="det_titulo" align="left">Projeto assegura fornecimento gratuito de biocurativos</td> </tr> <tr><td height="10"><br /></td></tr> <tr> <td class="det_autor" align="left"><br /></td> </tr> <tr><td height="10"><br /></td></tr> <tr style="font-weight: bold;"> <td class="det_autor" align="left">Da assessoria do deputado Mauro Bragato</td> </tr> <tr><td height="10"><br /></td></tr> <tr> <td align="left"><br /></td> </tr> <tr> <td class="det_texto" align="left"> <div style="float:left; margin-right:5px; margin-bottom: 5px;" align="justify"> <table width="80" bgcolor="#CCCCCC" border="0"> <tbody><tr><td> <a href="http://www.al.sp.gov.br/StaticFile/noticia/agencia/foto_grande/10-2011/MAUROBRAGATOBIOCURATIVOb.jpg" class="link_canais" target="_blank"> <img src="http://www.al.sp.gov.br/StaticFile/noticia/agencia/foto_grande/10-2011/MAUROBRAGATOBIOCURATIVOb.jpg" alt="CLIQUE AQUI PARA FAZER DOWNLOAD DA FOTO ACIMA" width="240" align="left" border="0" /> </a> </td> </tr> <tr><td bg="" style="color:#CCCCCC;"><span class="det_legenda">Mauro Bragato</span></td></tr> </tbody></table></div><div style="text-align: justify;"> Mauro Bragato (PSDB) apresentou na Assembleia Legislativa <span style="font-weight: bold;">Projeto de Lei 918/2011</span>, que torna <span style="font-weight: bold;">obrigatório o fornecimento gratuito pelo Sistema Único de Saúde (SUS), no Estado, medicamentos biocurativos para o tratamento de feridas crônicas.</span><br />Bragato defende a distribuição do medicamento para cicatrização das feridas crônicas, justificando que pesquisadores da Faculdade de Medicina da Unesp de Botucatu desenvolveram três novos produtos terapêuticos que foram testados em aproximadamente 2 mil pacientes e se mostraram eficazes em 85% dos casos.<br />A chefe dos pesquisadores da Faculdade de Medicina da Unesp de Botucatu , a médica Elenice Deiffuno, esclarece que o curativo interage com a pele e cria um processo natural de cicatrização em feridas de difícil tratamento, o que representa um avanço na busca da cura de feridas crônicas.<br />Os biocurativos, denominados biofibrin, gel de plaquetas e gel mix, são produzidos a partir de dois componentes do sangue, o plasma e as plaquetas, provenientes do descarte do banco de sangue quando no vencimento de sua validade.<br />Segundo a pesquisadora, pacientes que sofrem de feridas crônicas têm dificuldades em comprar produtos à base de colagenase que chegam a custar US$ 400 a bisnaga. (jr)<br /><br />mbragato@al.sp.gov.br </div></td></tr></tbody></table>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0tag:blogger.com,1999:blog-2875415268581166821.post-27666939894953674942011-10-02T04:43:00.001-07:002011-10-02T04:48:54.806-07:00<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrWDqlArim6ageVzqlB0_OcdFmL3JY7IIYwMgsI3O3isG-wPoaXuFHxl1OPjjral6RgPIiBRKus6XvZzuyqwY5vxpA46QfPzUbCoaQRexA3VtxmJfJP6WLQV8kQ0EqjTBVV1t7PEdB8rFH/s1600/BVA+041.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrWDqlArim6ageVzqlB0_OcdFmL3JY7IIYwMgsI3O3isG-wPoaXuFHxl1OPjjral6RgPIiBRKus6XvZzuyqwY5vxpA46QfPzUbCoaQRexA3VtxmJfJP6WLQV8kQ0EqjTBVV1t7PEdB8rFH/s320/BVA+041.jpg" alt="" id="BLOGGER_PHOTO_ID_5658859369536765954" border="0" /></a><br /><span style="font-weight: bold;">DEPUTADO ESTADUAL MAURO BRAGATO, ABONA NOVAS FILIAÇÕES EM SANTO ANASTÁCIO:</span><br /><br /><div style="text-align: justify;">No último sábado (01/10/11), o Deputado Estadual e Vice-Presidente do PSDB do Estado de São Paulo, abonou mais duas novas filiações em Santo Anastácio.<br />As duas novas filiadas: Sra. <span style="font-weight: bold;">Everalda Alves de Oliveira (ex-militante do PT) e a conhecida NILDA do INSS, ex-vereadora.</span><br />O Deputado na oportunidade agradeceu ao Vereador e Presidente do Partido em Santo Anastácio pelo excelente trabalho e tem certeza que o PSDB estará muito forte para a próxima eleição municipal na cidade.<br />Você que nos acompanha e gosta de nossa querida Santo Anastácio, junte-se a nós, filie-se ao PSDB.<br />"Vereador ALAOR" - Sempre ao lado da população.<br /></div>VEREADOR ALAORhttp://www.blogger.com/profile/05152184740051667730noreply@blogger.com0