tag:blogger.com,1999:blog-37189349966886470042024-03-21T08:32:27.357-03:00J. R. CONTABILIDADE & CONSULTORIAESCRITÓRIO LOCALIZADO NA RUA ANGELINA MARIZ MAIA, Nº 64, BAIRRO TABAJARA,
CEP: 58884-000, CATOLÉ DO ROCHA - PB.
TELEFONES: (83) 8854-7288 / 9682-9290
SITE: WWW.JR-CONTABILIDADEECONSULTORIA.BLOGSPOT.COM
E-MAIL: joseroseilton@hotmail.com
CONTADOR: JOSÉ ROSEILTON FIRMO DA SILVA - CRC/PB: 7698JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.comBlogger472125tag:blogger.com,1999:blog-3718934996688647004.post-68316844951341298852018-05-22T09:20:00.001-03:002018-05-22T09:20:26.844-03:00LULA PREPARA SUA PRÉ - CANDIDATURA A PRESIDÊNCIA DO BRASIL PARA SER LANÇADA DIA 27/05/2018<div style="background-color: white; box-sizing: border-box; color: #313131; font-family: "Segoe UI", "Segoe WP", Arial, sans-serif; font-size: 18px; margin: 0cm 0cm 16.5pt; text-align: justify;">
<span style="box-sizing: border-box; color: black;"><span style="box-sizing: border-box; font-family: Arial, Helvetica, sans-serif;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; box-sizing: border-box;"><span style="box-sizing: border-box; line-height: 17.7pt;"><span style="box-sizing: border-box; font-size: 13pt;"><span style="box-sizing: border-box;"><img alt="Resultado de imagem para FOTO DE LULA" height="640" src="http://www.albertopeixoto.com.br/blog/wp-content/uploads/2017/11/lula.jpg" width="640" /></span></span></span></span></span></span></div>
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<span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-family: Arial, Helvetica, sans-serif;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; box-sizing: border-box;"><span style="box-sizing: border-box; line-height: 17.7pt;"><span style="box-sizing: border-box; font-size: 13pt;"><span style="background-color: black; box-sizing: border-box;"><span style="color: white;">Preso na Superintendência da Polícia Federal em Curitiba desde 7 de abril, o ex-presidente Luiz Inácio Lula da Silva pretende lançar sua pré-candidatura no próximo domingo (27). A informação é do deputado federal Wadih Damous (PT-RJ) que visitou Lula nesta segunda-feira (21), na capital paranaense.</span></span></span></span></span></span></span></div>
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<span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-family: Arial, Helvetica, sans-serif;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; box-sizing: border-box;"><span style="box-sizing: border-box; line-height: 17.7pt;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-size: 13pt;"><span style="background-color: black; box-sizing: border-box;"><span style="color: white;">“O [ex-] presidente Lula está bem, de excelente humor, bem agasalhado e fazendo exercícios”, afirmou Damous após a primeira visita ao ex-presidente. “Mas está indignado com a situação de injustiça que perdura contra ele há mais de 40 dias. Ele quer ver sua inocência provada.”</span></span></span></span></span></span></span></span></span></span></div>
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<span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-family: Arial, Helvetica, sans-serif;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; box-sizing: border-box;"><span style="box-sizing: border-box; line-height: 17.7pt;"><span style="box-sizing: border-box; font-size: 13pt;"><span style="background-color: black; box-sizing: border-box;"><span style="color: white;">Damous disse ainda que o PT prepara ações em cerca de 3 mil cidades nas quais o partido está organizado para fazer o lançamento da pré-candidatura de Lula. “Não importa que cada ato tenha 500 pessoas. O que importa é o somatório. O importante é deixar claro que o presidente Lula é o nosso candidato”, disse o deputado.</span></span></span></span></span></span></span></div>
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<span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-family: Arial, Helvetica, sans-serif;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; box-sizing: border-box;"><span style="box-sizing: border-box; line-height: 17.7pt;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-size: 13pt;"><span style="background-color: black; box-sizing: border-box;"><span style="color: white;">Ex-presidente da Seccional da Ordem dos Advogados do Brasil (OAB) no Rio de Janeiro, Damous acrescentou que Lula pode ser candidato à Presidência da República, mesmo detido na Superintendência da Polícia Federal em Curitiba. “O [ex-] presidente reafirma sua vontade de ser candidato à Presidência da República.”</span></span></span></span></span></span></span></span></span></span></div>
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<span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-family: Arial, Helvetica, sans-serif;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; box-sizing: border-box;"><span style="box-sizing: border-box; line-height: 17.7pt;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-size: 13pt;"><span style="background-color: black; box-sizing: border-box;"><span style="color: white;">Lula foi condenado a 12 anos e um mês de prisão pelos crimes de lavagem de dinheiro e corrupção.</span></span></span></span></span></span></span></span></span></span></div>
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<span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-family: Arial, Helvetica, sans-serif;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; box-sizing: border-box;"><span style="box-sizing: border-box; line-height: 17.7pt;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-size: 13pt;"><span style="background-color: black; box-sizing: border-box;"><span style="color: white;">Ele respondeu à acusação de ter obtido vantagens indevidas provenientes de um esquema de corrupção envolvendo três contratos entre a empreiteira OAS e a Petrobras. A vantagem seria um apartamento tríplex em Guarujá (SP).</span></span></span></span></span></span></span></span></span></span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-53047727876447315212018-05-22T09:12:00.002-03:002018-05-22T09:12:22.521-03:00AÇÃO GLOBAL EM CATOLÉ DO ROCHA NO PRÓXIMO SÁBADO DIA 26/05/2018<div class="separator" style="clear: both; text-align: center;">
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JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-90235789379515857112018-05-22T09:04:00.001-03:002018-05-22T09:04:09.555-03:00ANIVERSÁRIO DE 183 DE FUNDAÇÃO DE CATOLÉ DO ROCHA PB<div style="box-sizing: border-box; font-family: Lato, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 18px; padding: 0px 20px;">
<span style="background-color: black; color: white;"><img height="491" src="http://catoledorocha.pb.gov.br/images/fotos_p2_news/5afcbce82ea22_3195D333-C0CB-47E2-85F4-08FA9E8675B8.jpeg" width="640" /></span></div>
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<span style="background-color: black; color: white;">A cidade de Catolé do Rocha completa, neste ano de 2018, 183 anos de existência e 83 anos de Emancipação Política. O prefeito constitucional, Leomar Benício Maia, convida a todos para participarem das comemorações. Confira a programação completa:</span></div>
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<span style="background-color: black; color: white;">18 de Maio – Sexta</span></div>
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<span style="background-color: black; color: white;">- Pit Stop da Campanha “Dia Nacional de Combate ao Abuso Sexual da Criança e do Adolesente”</span></div>
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<span style="background-color: black; color: white;">Local: Em frente à antiga Maternidade</span></div>
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<span style="background-color: black; color: white;">Horário: 6h40</span></div>
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<span style="background-color: black; color: white;">- Dia Nacional da Luta Antimanicomial “A mesma luta para outro tempo” (Café da Manhã com usuários do CAPS)</span></div>
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<span style="background-color: black; color: white;">Local: CAPS Dudé</span></div>
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<span style="background-color: black; color: white;">Horário: 8h00</span></div>
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<span style="background-color: black; color: white;">19 de Maio – Sábado</span></div>
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<span style="background-color: black; color: white;">- X Edição Catolé Fé / Tema: Sal da Terra e Luz do Mundo</span></div>
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<span style="background-color: black; color: white;">Saída em frente ao Posto Fiscal até a Pça. do Povo Horário: 17h00</span></div>
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<span style="background-color: black; color: white;">20 de Maio – Domingo</span></div>
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<span style="background-color: black; color: white;">- VI Eco Pedal de Catolé do Rocha</span></div>
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<span style="background-color: black; color: white;">Saída Pça. Prefeito José Sérgio Maia até o Parque das Mangueiras</span></div>
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<span style="background-color: black; color: white;">Horário: 6h30</span></div>
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<span style="background-color: black; color: white;">Previsão de chegada: 12h00</span></div>
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<span style="background-color: black; color: white;">Percurso: 50Km</span></div>
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<span style="background-color: black; color: white;">21 de Maio – Segunda</span></div>
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<span style="background-color: black; color: white;">- Culto de Gratidão a Deus pelo Aniversário da Cidade</span></div>
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<span style="background-color: black; color: white;">Local: Praça Sérgio Maia</span></div>
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<span style="background-color: black; color: white;">Horário: 19h00</span></div>
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<span style="background-color: black; color: white;">25 de Maio – Sexta</span></div>
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<span style="background-color: black; color: white;">- II Encontro de Sanfoneiros e Tocadores de fole de 8 baixos da Paraíba</span></div>
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<span style="background-color: black; color: white;">Parceria Firmada entre UEPB, através da Pró-reitoria de Cultura, Prefeitura Municipal e Secretaria de Cultura de Catolé.</span></div>
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<span style="background-color: black; color: white;">PROGRAMAÇÃO DO EVENTO</span></div>
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<span style="background-color: black; color: white;">// Recepção aos sanfoneiros e convidados // Local: Campus IV UEPB Horário: 9h00</span></div>
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<span style="background-color: black; color: white;">// Palestra sobre a tradição e o uso do fole de oito baixos e da sanfona com renomados professores do Centro Artístico Cultural (CAC) da UEPB – Luizinho Calixto, Edglei Miguel, João Batista, Erivelton da Cunha, Erivan Ferreira e Sandrinho Dupan</span></div>
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<span style="background-color: black; color: white;">Local: Campus IV UEPB</span></div>
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<span style="background-color: black; color: white;">// Aula espetáculo com apresentação dos sanfoneiros e tocadores de fole</span></div>
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<span style="background-color: black; color: white;">Local: Projeto Xique-Xique Horário: 14h00</span></div>
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<span style="background-color: black; color: white;">// Show na Praça com Sanfoneiros</span></div>
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<span style="background-color: black; color: white;">Local: Pça. Prefeito José Sérgio Maia Horário: 18h00</span></div>
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<span style="background-color: black; color: white;">- Rock na Praça</span></div>
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<span style="background-color: black; color: white;">Local: Praça Prefeito José Sérgio Maia Horário: 22h00</span></div>
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<span style="background-color: black; color: white;">Atrações:</span></div>
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<span style="background-color: black; color: white;">Motoradio/Catolé do Rocha</span></div>
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<span style="background-color: black; color: white;">Netinho legionário/Belém do Brejo do Cruz</span></div>
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<span style="background-color: black; color: white;">Céus de Outubro/Brejo do Cruz</span></div>
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<span style="background-color: black; color: white;"> 26 de Maio – Sábado</span></div>
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<span style="background-color: black; color: white;">- Ação Global</span></div>
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<span style="background-color: black; color: white;">Local: Escola Prof. Catarina de Sousa Maia </span></div>
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<span style="background-color: black; color: white;">Horário: 09h00 às 16h00</span></div>
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<span style="background-color: black; color: white;">- VI Encontro Regional de Fanfarras e Bandas Marciais</span></div>
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<span style="background-color: black; color: white;">Local: Quadra de Esportes do Centro de Ensino Fundamental Luzia Maia</span></div>
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<span style="background-color: black; color: white;">Horário: 16h00</span></div>
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<span style="background-color: black; color: white;">- Missa em Ação de Graças</span></div>
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<span style="background-color: black; color: white;">Local: Paróquia Nossa Senhora dos Remédios Horário: 19h00</span></div>
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<span style="background-color: black; color: white;">- Festa Social</span></div>
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<span style="background-color: black; color: white;">Local: Praça do Povo</span></div>
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<span style="background-color: black; color: white;">Horário: 22h00</span></div>
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<span style="background-color: black; color: white;">Atrações: Banda Encantu’s, Ranniery Gomes e Forró do Cabudinho e Sttefany Dantas</span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-12110631568208649602018-03-19T15:20:00.000-03:002018-03-19T15:20:14.060-03:00COMEÇOU A DECLARAÇÃO DE IMPOSTO DE RENDA 2018, FAÇA A SUA ATÉ O DIA 30 DE ABRIL DE 2018 E EVITE MULTAS. <img alt="A imagem pode conter: texto" height="546" src="https://scontent.fjdo2-1.fna.fbcdn.net/v/t1.0-9/29340539_988992117932977_8778400995353821184_o.jpg?oh=3aa7b052c1b85b89b14398f6f43e7ce9&oe=5B47269E" width="640" /><br />
<span style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px;">FAÇA SUA DECLARAÇÃO DE IMPOSTO DE RENDA NO ESCRITÓRIO</span><br style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px;" /><span style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px;">J. R. CONTABILIDADE & CONSULTORIA, LOCALIZADO NA RUA ANGELINA MARIZ MAIA, Nº 64, BAIRRO TABAJARA, CATOLÉ DO ROCHA - PB, FONES: (83)99682-9290 (TIM) / 98854-7288 (OI), CONTADOR RESPONSÁVEL: JOSÉ ROSEILTON FIRMO DA SILVA, CRC/PB: 7698</span>JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-35221875810769366992017-10-17T09:36:00.001-03:002017-10-17T09:36:56.102-03:00Açude Coremas/Mãe D’água têm garantia de abastecimento apenas até janeiro 2018<img alt="Imagem relacionada" height="424" src="http://www.saobentoonline.net.br/images/noticias/1230/832297790.jpg" width="640" /><br />
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<span style="background-color: black; color: white;"><span style="font-family: Arial; font-size: 14px;">As cidades abastecidas pelo complexo Coremas/Mãe D’água, no Sertão da Paraíba, têm garantia de abastecimento apenas até janeiro. É o que prevê a Agência Executiva de Gestão das Águas do Estado (Aesa), que ainda salientou que sequer o aumento de 764% das chuvas no mês de julho em relação à média histórica na época foi sufi ciente para mudar o cenário. O açude Mãe D’água é o maior do estado e conta hoje com apenas 5,6% da capacidade enquanto o Coremas tem 9,3%.</span><br style="font-family: Arial; font-size: 14px; margin: 0px; outline: none; padding: 0px;" /><br style="font-family: Arial; font-size: 14px; margin: 0px; outline: none; padding: 0px;" /><span style="font-family: Arial; font-size: 14px;">De acordo com os dados da Aesa, o açude de Coremas tem capacidade para armazenar 591.646.222 metros cúbicos (m³) de água, mas está com apenas 55.109.840 metros cúbicos. Já o açude Mãe D’água, tem capacidade para 567.999.136 de metros cúbicos de água, mas está com apenas 31.750.093. “Já são seis anos chovendo abaixo da média, mas em julho tivemos um aumento considerável nas precipitações da região. Choveu em 55 municípios em julho e em Coremas foram 138 milímetros, o que representa um aumento de 764% em relação à média de 15,97 milímetros”, falou presidente da Aesa, João Fernandes.</span><br style="font-family: Arial; font-size: 14px; margin: 0px; outline: none; padding: 0px;" /><br style="font-family: Arial; font-size: 14px; margin: 0px; outline: none; padding: 0px;" /><span style="font-family: Arial; font-size: 14px;">No entanto, ele afirmou que a situação da Paraíba continua crítica, embora tenha conseguido recuperar Coremas e Mãe D’água que estavam com níveis abaixo dos registrados anteriormente.</span><br style="font-family: Arial; font-size: 14px; margin: 0px; outline: none; padding: 0px;" /><br style="font-family: Arial; font-size: 14px; margin: 0px; outline: none; padding: 0px;" /><span style="font-family: Arial; font-size: 14px;">Em fevereiro, Coremas estava com 14.333.271 metros cúbicos, o que representa 2,4%, e Mãe D’água com 25.838.391 metros cúbicos, o que representa 4,6% da capacidade. Atualmente a vazão liberada é de 1,5 metros cúbicos por segundo. O complexo abastece as cidades de Cajazeirinhas, Pombal, Vista Serrana, Paulista, Catolé do Rocha, Brejo do Cruz, Belém do Brejo do Cruz e São Bento, totalizando cerca de 300 mil pessoas na Paraíba e mais 100 mil no Sertão do Rio Grande do Norte.</span></span>JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-33645625827134450282017-10-17T09:09:00.000-03:002017-10-17T09:09:17.567-03:00Cidades do Alto Sertão da Paraíba ficam sem água por desvios irregulares & constantes furtos feitos irregularmente no Açude de Coremas<img alt="Imagem relacionada" height="359" src="http://www.conexaopb.com.br/upload/single/A__ude_Cr.jpg" width="640" /><br />
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<span style="background-color: black; color: white;">Os constantes furtos e desvios de água feitos irregularmente no Rio Piranhas e no Açude de Coremas, no Sertão do Estado, tem provocado o desabastecimento de várias cidades, segundo informações da Companhia de Água e Esgotos da Paraíba (Cagepa). Na cidade de São Bento e em outras próximas, falta água há cerca de 15 dias.</span></div>
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<span style="background-color: black; color: white;">A fiscalização sobre o uso da água do Rio Piranhas e do açude de Coremas, que abastecem a região, é de responsabilidade da Agência Nacional das águas (ANA).</span></div>
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<span style="background-color: black; color: white;">Segundo o diretor de Operação e Manutenção da Cagepa, José Mota, o reservatório de Coremas tem uma abertura “que fornece 1,5 m³/s e é capaz de abastecer até São Bento sem nenhum problema”. No entanto, ele alerta que “como está havendo esse desvio, esses furtos de água, então a água não está conseguindo chegar até São Bento”.</span></div>
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<span style="background-color: black; color: white;">Como forma de driblar este problema e garantir o abastecimento, a partir do próximo sábado (30), será aplicado um racionamento em algumas cidades da região. Segundo José Mota, das 6h do sábado até as 6h da segunda-feira, as cidades de Pombal, Paulista, Vista Serrana e Catolé do Rocha ficarão sem abastecimento de água.</span></div>
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<span style="background-color: black; color: white;">“Nós temos uma vazão de aproximadamente 170 litros por segundo. Então, de certa forma vai melhorar muito o abastecimento aqui. Precisamos aqui de apenas 100 litros por segundo”, ressalta o diretor de Operação e Manutenção da Cagepa.</span></div>
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<span style="background-color: black; color: white;">Portal Coremas com DiamanteOnline</span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-23418100958599069072017-09-19T12:06:00.002-03:002017-09-19T12:06:45.520-03:00ITR 2017<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6ZTNOpIHcBm-TnZ7hwYnxe8RYXron4rQWRVIsTWzZD0xH_y2N5pXbyBT6sgI5CNGZe2js2ULI0wzMCHrvSEbOSYEAEJB0OUajxuY2daDVHpWRWP2hbi6CH93agS1l611vtbOUddMO-0I/s1600/ITR2017.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="background-color: black; color: white;"><img border="0" data-original-height="444" data-original-width="800" height="353" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6ZTNOpIHcBm-TnZ7hwYnxe8RYXron4rQWRVIsTWzZD0xH_y2N5pXbyBT6sgI5CNGZe2js2ULI0wzMCHrvSEbOSYEAEJB0OUajxuY2daDVHpWRWP2hbi6CH93agS1l611vtbOUddMO-0I/s640/ITR2017.jpg" width="640" /></span></a></div>
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<span style="background-color: black; color: white;"><span style="font-family: Helvetica, Arial, sans-serif; font-size: 14px;">ATENÇÃO FAZENDEIROS E PROPRIETÁRIOS DE SÍTIOS, VENHAM DECLARAR SEU ITR (IMPOSTO TERRITORIAL RURAL) NO ESCRITÓRIO J. R. CONTABILIDADE & CONSULTORIA, LOCALIZADO NA RUA ANGELINA MARIZ MAIA, Nº 64, BAIRRO TABAJARA, CATOLÉ DO ROCHA - PB, TELEFONES: (83) 99682-9290 / 98854-7288, CONTADOR: ROSEILTON - CRC/PB: 7698.</span><br style="font-family: Helvetica, Arial, sans-serif; font-size: 14px;" /><span style="font-family: Helvetica, Arial, sans-serif; font-size: 14px;">J. R. CONTABILIDADE & CONSULTORIA - SINÔNIMO DE COMPETÊNCIA E HONESTIDADE.</span></span><br />
<span style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px;"><br /></span>JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-40356540856270059202017-07-07T10:43:00.000-03:002017-07-07T10:43:04.884-03:00VESTIBULAR DA FIP - Faculdades Integradas de Patos abrem inscrições para Vestibular Agendado 2017.2<img height="384" 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<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; line-height: 19.9333px; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">Ainda dá tempo de ser FIP. É sob este olhar que as Faculdades Integradas de Patos lançaram um novo processo seletivo, para ingresso em 2017.2. O Vestibular Agendado é uma nova e flexível oportunidade de tentar uma vaga no Ensino Superior, em uma das Instituições mais conceituadas da Paraíba.</span></span></span></span></span></span></div>
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<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; line-height: 19.9333px; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">As inscrições seguem até o dia 2 de agosto de 2017. Nesta modalidade de certame, o candidato escolhe o melhor dia para fazer o Vestibular. No calendário de provas estão os dias 16, 23 e 30 de julho e 6 de agosto de 2017. A seleção da data deve ser feita no momento da inscrição.</span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; line-height: 19.9333px; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">O investimento é de 100 reais para todos os cursos de graduação. As inscrições podem ser feitas online, no site das FIP, ou presencial, na sede do Centro Educacional de Ensino Superior de Patos (CEEPS), na Rua Floriano Peixoto, 223, Centro de Patos.</span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; line-height: 19.9333px; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">As vagas abertas são para os cursos de Arquitetura, Biomedicina, Educação Física, Enfermagem, Fisioterapia, Nutrição, Odontologia, Psicologia, Radiologia, Serviço social. Os candidatos a aprovados integrarão as turmas ingressantes no segundo período letivo de 2017, cujas aulas iniciarão em agosto.</span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; line-height: 19.9333px; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">Detalhes como quadro de vagas e especificações sobre o processo de inscrição estão disponíveis no Edital.</span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; line-height: 19.9333px; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;"><span style="border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">Veja o Edital: </span><a data-saferedirecturl="https://www.google.com/url?hl=pt-BR&q=https://goo.gl/sjVnc3&source=gmail&ust=1499460226667000&usg=AFQjCNFpGUEkMZbt6s9j1EsUM6vwF5mbFA" href="https://goo.gl/sjVnc3" style="border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; text-decoration-line: none; vertical-align: baseline;" target="_blank"><span style="border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">https://goo.gl/sjVnc3</span></a></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; line-height: 19.9333px; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;"><span style="border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">Inscreva-se agora: </span><a data-saferedirecturl="https://www.google.com/url?hl=pt-BR&q=https://goo.gl/Cm48f6&source=gmail&ust=1499460226667000&usg=AFQjCNGE6-hOiZm7jQzmdN_cGSZlXNCJCA" href="https://goo.gl/Cm48f6" style="border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; text-decoration-line: none; vertical-align: baseline;" target="_blank"><span style="border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">https://goo.gl/Cm48f6</span></a></span></span></span></span></span></span></span></span></span></span></span></span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-78684040588574582082017-07-07T10:23:00.003-03:002017-07-07T10:23:54.086-03:00LULA NA PARAÍBA - Jackson Macedo confirma vinda de Lula em agosto à Paraíba<div style="border: 0pt none; color: #616161; font-family: "Trebuchet MS", Arial, Helvetica, sans-serif; font-size: 1.2em; margin: 0pt 0pt 0.0001pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
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<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: 13.5pt; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: Arial, sans-serif; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">O presidente estadual do PT, Jackson Macedo, participou nesta manhã (06), de reunião com o ex-presidente Luiz Inácio Lula da Silva e os dirigentes do Partido no Nordeste, em Brasília. Na oportunidade, Lula falou da disponibilidade e planejamento de uma agenda para visitar instituições e lideranças da região Nordeste, assim como participar de algumas atividades, já em construção com os dirigentes.</span></span></span></span></span></span></div>
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<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: 13.5pt; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; box-sizing: border-box; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none !important; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline; widows: 1;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: Arial, sans-serif; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">De acordo com Jackson Macedo, o ex-presidente Lula virá à Paraíba para visitar e acompanhar a luta das organizações e movimentos sociais da região, provavelmente na segunda quinzena de agosto. “Essas atividades e agenda serão construídas em parceria com algumas instituições, partidos e lideranças locais, sob nossa coordenação”, esclareceu o petista.</span></span></span></span></span></span></span></span></span></span></span></div>
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JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-63889972024906750502017-07-07T09:21:00.000-03:002017-07-07T09:21:14.743-03:00FALECEU EM SÃO BENTO - Frei Beto morreu aos 45 anos nesta quinta (06), em São Bento-PB<span style="background-color: black; color: white;"><img height="359" src="http://www.sertaoinformado.com.br/uploads/padre_jose_roberto.jpg" width="640" /></span><br />
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<span style="border: 1pt none windowtext; font-family: Arial, Helvetica, sans-serif; font-size: 13pt; margin: 0pt; outline: none 0pt; padding: 0cm; text-align: justify; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">Na manhã desta quinta-feira, 06 de julho, faleceu no Hospital Maternidade Maria Paulino Lúcio em São Bento no sertão paraibano, o Padre José Roberto Jerônimo de Almeida (Pe. Beto), do Clero Diocesano de Cajazeiras-PB. Padre Beto tinha 45 anos e estava há algum tempo em tratamento de saúde. Há mais de uma semana ele estava internado chegando a óbito hoje por volta das 8h15. O corpo estará sendo velado a partir de hoje, às 15h, na Matriz São Sebastião na Cidade São Bento.</span></span></span></span><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 13pt; margin: 0pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; color: white;"><br style="outline: none;" /><br style="outline: none;" /><span style="border: 1pt none windowtext; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0cm; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">O sepultamento acontecerá na sexta-feira, 07, após a missa de corpo presente que ocorrerá às 16h.</span></span></span></span></span></span>JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-35067674855033489672017-07-07T09:16:00.001-03:002017-07-07T09:16:17.895-03:00VICE TOMA POSSE - Câmara de Bayeux dá posse ao tucano Luiz Antônio no lugar do Prefeito Berg Lima que foi preso <img height="480" 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<div style="border: 0pt none; font-family: "Trebuchet MS", Arial, Helvetica, sans-serif; font-size: 1.2em; margin: 0pt 0pt 18pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: normal; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">O município de Bayeux tem novo prefeito. A Câmara de Vereadores deu posse na tarde desta quinta-feira (6) ao vice-prefeito Luiz Antônio (PSDB). Ele vai substituir o prefeito Berg Lima que foi preso em flagrante ontem à tarde pelo delegado de Defraudações e Falsificações de João Pessoa, Lucas Sá, quando recebia propina de um empresário da cidade.</span></span></span></span></span></div>
<div style="border: 0pt none; font-family: "Trebuchet MS", Arial, Helvetica, sans-serif; font-size: 1.2em; margin: 0pt 0pt 18pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: normal; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">Luiz Antônio chegou à Câmara por centenas de moradores da cidade que foram assistir a sua posse.</span></span></span></span></span></div>
<div style="border: 0pt none; font-family: "Trebuchet MS", Arial, Helvetica, sans-serif; font-size: 1.2em; margin: 0pt 0pt 18pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: normal; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">A Avenida Liberdade, endereço da Câmara e via principal via de acesso entre João Pessoa e o interior do estado, está tomada. A polícia tenta organizar o trânsito que está lento e perigoso.</span></span></span></span></span></div>
<div style="border: 0pt none; font-family: "Trebuchet MS", Arial, Helvetica, sans-serif; font-size: 1.2em; margin: 0pt 0pt 18pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: normal; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">Na mesma sessão, a Mesa Diretora da Casa deve decidir logo após a solenidade se encerra o recesso parlamentar que vai ate 1º de agosto para apurar a conduta do prefeito afastado.</span></span></span></span></span></div>
<div style="border: 0pt none; font-family: "Trebuchet MS", Arial, Helvetica, sans-serif; font-size: 1.2em; margin: 0pt 0pt 18pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: normal; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">A Casa também estuda a possibilidade de iniciar imediatamente o processo de cassação do prefeito Berg Lima. Os vereadores já solicitaram e aguardam que o Ministério Público encaminhe toda a documentação das acusações que pesam contra o prefeito afastado.</span></span></span></span></span></div>
<div style="border: 0pt none; font-family: "Trebuchet MS", Arial, Helvetica, sans-serif; font-size: 1.2em; margin: 0pt 0pt 18pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: normal; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">O prefeito de Bayeux foi preso em flagrante por suposta prática de extorsão, durante operação do Grupo de Atuação Especial Contra o Crime Organizado (Gaeco), do Ministério Público da Paraíba, e da Polícia Civil, e afastado do cargo por decisão do Tribunal de Justiça.</span></span></span></span></span></div>
<div style="border: 0pt none; font-family: "Trebuchet MS", Arial, Helvetica, sans-serif; font-size: 1.2em; margin: 0pt 0pt 18pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: normal; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">Ontem mesmo, durante audiência de custodia, o Tribunal de Justiça também decretou a prisão preventiva do prefeito Berg Lima e o seu afastamento do cargo.</span></span></span></span></span></div>
<div style="border: 0pt none; font-family: "Trebuchet MS", Arial, Helvetica, sans-serif; font-size: 1.2em; margin: 0pt 0pt 18pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: normal; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">Segundo os autos, o prefeito exigiu e recebeu quantia da Empresa Sal & Pedra Restaurante Receptivo, através do proprietário da empresa, João Paulino de Assis. A quantia teria sido paga em três ocasiões distintas, nos meses de abril, junho e julho, nos valores de R$ 5 mil, R$ 3 mil e R$ 3,5 mil, respectivamente, totalizando R$ 11,5 mil, tendo o gestor recebido pessoalmente esses valores.</span></span></span></span></span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-25635473282861939812017-07-07T09:09:00.001-03:002017-07-07T09:09:16.959-03:00MENOR É BALEADO EM CATOLÉ - Tentativa de homicídio deixa menor ferido a bala no bairro Santa Clara, em Catolé do Rocha<span style="background-color: black; color: white;"><img height="480" 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" 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<div style="border: 0pt none; font-family: "Trebuchet MS", Arial, Helvetica, sans-serif; font-size: 1.2em; margin: 0pt 0pt 0.0001pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: normal; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">Um menor de 16 anos de idade foi ferido a bala na tarde desta quarta-feira (06 de julho), nas imediações do bairro João Pinheiro Dantas, na zona oeste de Catolé do Rocha, Sertão da Paraíba.</span></span></span></span></span></span></div>
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<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"></span></span></span></span></div>
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<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: normal; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">Pelo relato do fato, o menor estava em frente a sua residência, quando foi surpreendido por uma dupla desconhecida que trafegava numa motocicleta. Percebendo algo estranho, o menor correu para dentro de casa, quando os acusado efetuaram vários disparos, sendo que um dos tiros atingiu a vítima.</span></span></span></span></span></span></div>
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<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"></span></span></span></span></div>
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<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: normal; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">De acordo com informações, a ocorrência foi registrada por volta das 14h30, e misteriosamente não foi comunicado a polícia. Pois segundo consta, um popular socorreu a vítima em um veículo, e conduzida até o Hospital Ermina Evangelista, de onde foi transferido para o Hospital Regional Dr. Américo Maia de Vasconcelos.</span></span></span></span></span></span></div>
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<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"></span></span></span></span></div>
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<span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, Helvetica, sans-serif; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; line-height: normal; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: inherit; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="color: white;">O menor foi diagnosticado com um tiro no membro inferior direito, e o projétil transfixou a coxa, não ocasionando fraturas. O mesmo foi atendido e depois liberado, e seu estado de saúde é bom.</span></span></span></span></span></span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-82492829432121211742017-06-27T12:40:00.000-03:002017-06-27T12:40:57.016-03:00Apenas 4% das fronteiras do Brasil são monitoradas<span style="background-color: black; color: white;"><span style="font-family: Verdana; font-size: x-small; text-align: justify;">A extensão continental das fronteiras brasileiras coloca a tecnologia como elemento fundamental para aumentar o controle do fluxo de drogas e armas. São 16.866 quilômetros no total de fronteira terrestre, cinco vezes e meia a linha que divide Estados Unidos e México, de pouco mais de três mil quilômetros. No entanto, o Sistema Integrado de Monitoramento de Fronteiras(</span><span style="font-family: Arial; font-size: x-small; text-align: justify;">Sisfron</span><span style="font-family: Verdana; font-size: x-small; text-align: justify;">), projeto iniciado ainda em 2012 como grande aposta para enfrentar o desafio, só cobre 660 quilômetros - cerca de 4% das fronteiras nacionais.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">A cobertura pífia se dá na forma de projeto piloto, que vem sendo implantado a partir de Dourados, no Mato Grosso do Sul. Projetado pelo Exército para integrar radares, sensores, satélites e outros instrumentos de monitoramento e transmissão de dados, o Sisfron consumiu R$ 1 bilhão desde o início do projeto. Em 2014, o investimento chegou no auge de R$ 256 milhões anuais, caindo desde então. Ano passado, foi de R$ 182 milhões.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">O governo atual responsabiliza o contingenciamento de recursos nos últimos anos e a crise financeira pelo atraso, e promete aplicar R$ 470 milhões no projeto este ano. Enquanto a expansão do sistema anda a passos lentos, cresce o clamor por mais homens nas fronteiras, sobretudo após a crise no sistema penitenciário com massacres recentes promovidos por facções ligadas ao tráfico de drogas.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Para o general Fernando Azevedo e Silva, chefe do Estado-maior do Exército, as condições das fronteiras brasileiras implicam necessariamente em ampliação da tecnologia: "</span><em style="font-family: Verdana; font-size: small; text-align: justify;">Não adianta botar homem na faixa de fronteira inteira. A tecnologia avança a cada dia. Tem que ter sensores, analisar o que os satélites pegam e selecionar isso para definir uma ação. Isso está sendo feito, mas depende um pouco do esforço do país na parte orçamentária</em><span style="font-family: Verdana; font-size: x-small; text-align: justify;">".</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">A faixa de 150 quilômetros para dentro, a partir da linha divisória terrestre do território nacional, é considerada área de fronteira. Nesse espaço, militares têm poder de polícia, podendo revistar pessoas e veículos, fazer prisões em flagrante e patrulhar. Por esse conceito, toda a faixa de fronteira do Comando Militar Amazônico soma 800 mil quilômetros quadrados.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Uma das dificuldades para a expansão do Sisfron é a natureza diversa da geografia brasileira. Para levar o projeto para os quase nove mil quilômetros de fronteiras amazônicas, por exemplo, equipamentos terão de sofrer adaptações. Determinados instrumentos e a forma como são empregados hoje no Mato Grosso do Sul terão que ser modificados para uso no ambiente de selva.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Há peculiaridades na região amazônica, hoje foco de uma intensa preocupação após massacres em presídios da região Norte relacionados a uma disputa de grupos pela rota local das drogas, segundo autoridades. O comandante militar da Amazônia, general Geraldo Antonio Miotto, ressalta que, apesar dos nove mil homens do Exército na faixa de fronteira sob sua supervisão, os rios da região que separam o Brasil e países vizinhos são extensos e vascularizados.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /></span><img align="absMiddle" alt="" class="fotonoticia2" height="311" src="http://www.obeabadosertao.com.br/UserFiles/Image/brasil/ponte_da_amizade_brasil_paraguai_465.jpg" style="border: 1px solid rgb(102, 102, 102); display: block; font-family: Verdana; font-size: small; margin-left: auto; margin-right: auto; padding: 8px; text-align: justify;" width="465" /><span style="background-color: black; color: white;"><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">"</span><em style="font-family: Verdana; font-size: small; text-align: justify;">Muitos rios entram nas nossas cidades. Vão até Manaus. Isso dificulta muito a fiscalização. Mas estamos fazendo a nossa parte</em><span style="font-family: Verdana; font-size: x-small; text-align: justify;">", pontua o coronel Miotto.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">O Ministério da Defesa diz que não é possível estimar a conclusão da implantação do Sisfron “</span><em style="font-family: Verdana; font-size: small; text-align: justify;">em decorrência da incerteza orçamentária</em><span style="font-family: Verdana; font-size: x-small; text-align: justify;">”. A pasta explicou que após a implementação completa do projeto piloto, o programa será reavaliado para que possa ser traçado um cronograma.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Pressionado pela crise no sistema penitenciário e com o Sisfron de alcance ainda limitado, o governo federal discute formar uma espécie de polícia especial para a área - própria ou com agentes destacados de órgãos existentes. Mas a proposta enfrenta sérias resistências na cúpula federal ligada à área da Segurança. Não só pela falta de efetivo disponível ou de dinheiro para a empreitada. Do ponto de vista técnico, a estratégia é apontada como uma mera resposta à opinião pública.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Na Polícia Federal, o entendimento é que o quadro de pessoal é pequeno para destacar mais homens para a fronteira além do efetivo atual. E que a estratégia mais acertada, nas atuais condições, seria investir na área de inteligência para sufocar financeiramente as organizações ligadas ao tráfico de drogas e de armas, sem descartar a repressão ostensiva e a vigilância das fronteiras.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /></span><img align="absMiddle" alt="" class="fotonoticia2" src="http://www.obeabadosertao.com.br/v3/UserFiles/Image/diversos/aeronaves/kc390_embraer_465.jpg" style="border: 1px solid rgb(102, 102, 102); display: block; font-family: Verdana; font-size: small; margin-left: auto; margin-right: auto; padding: 8px; text-align: justify;" /><span style="background-color: black; color: white;"><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Até mesmo nas Forças Armadas, que desempenham um papel importante de vigilância física dos limites do território brasileiro e atendimento social de populações isoladas, há reticências quanto à ideia de reforço do efetivo. O ministro Raul Jungmann não descarta a possibilidade, mas é cuidadoso ao lembrar que uma empreitada nesse sentido depende prioritariamente de viabilidade financeira.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">"</span><em style="font-family: Verdana; font-size: small; text-align: justify;">Quando recebermos essa determinação do presidente Michel Temer e, obviamente, os recursos necessários, as Forças Armadas estão prontas para aumentar o seu efetivo na Amazônia</em><span style="font-family: Verdana; font-size: x-small; text-align: justify;">", afirmou Jungmann.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /></span><img align="absMiddle" alt="" class="fotonoticia2" src="http://www.obeabadosertao.com.br/v3/UserFiles/Image/diversos/aeronaves/kc390_embraer_465c.jpg" style="border: 1px solid rgb(102, 102, 102); display: block; font-family: Verdana; font-size: small; margin-left: auto; margin-right: auto; padding: 8px; text-align: justify;" /><span style="background-color: black; color: white;"><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">A ideia de mais homens na fronteira vem sendo defendida principalmente pelo ministro da Justiça, Alexandre de Moraes. Para driblar a falta de efetivo e recursos, devido à crise econômica, a pasta começou a recrutar policiais e militares aposentados há menos de cinco anos para integrar a Força Nacional, que é formada por servidores estaduais da ativa. A permissão para selecionar inativos foi garantida por meio de medida provisória.</span></span>JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-88530830279855901722017-06-27T12:35:00.002-03:002017-06-27T12:35:39.151-03:00O estranho caso do brasileiro preso com US$ 20 milhões nos EUA<span style="background-color: black; color: white;"><img src="http://www.obeabadosertao.com.br/UserFiles/Image/policiais/eventos/dolar_americano_eua_colchao_465.JPG" /></span><br />
<span style="background-color: black; color: white;"><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Esconder o dinheiro no colchão é uma das mais antigas formas de guardar as economias.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Mas as autoridades do Estado americano de Massachusetts descobriram uma fortuna de milhões de dólares ocultada embaixo de um colchão por um brasileiro por motivos que são, digamos, muito mais ligados ao século 21.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">A polícia acredita que o dinheiro tivesse ligado a um esquema de pirâmide financeira no valor de US$ 1 bilhão da empresa Telexfree, que afirmava oferecer serviços de telefonia pela internet no mundo todo.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Na pirâmide financeira, modelo comercial bastante utilizado para golpes, as pessoas geralmente são convencidas a investir e a trazer outras pessoas para o negócio, recebendo um percentual para cada participante atraído.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">No total, foram apreendidos no colchão US$ 20 milhões(</span><span style="font-family: Arial; font-size: x-small; text-align: justify;">R$ 63,5 milhões</span><span style="font-family: Verdana; font-size: x-small; text-align: justify;">). O dinheiro foi achado em um apartamento da cidade de Westborough, no último dia 4.</span></span><br />
<span style="background-color: black; color: white;"><span style="font-family: Verdana; text-align: justify;"><strong><span style="font-family: Arial;">As autoridades acreditam que os US$ 20 milhões encontrados na cama do brasileiro estão relacionados com a Telexfree.</span></strong></span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Os investigadores descobriram a quantia enquanto seguiam Cléber Rene Rizério Rocha, de 28 anos. Ele foi preso.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;"><span style="font-size: small;"><span style="font-family: Arial;"><strong>O esquema</strong></span></span></span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Os promotores americanos afirmam que a Telexfree, já desativada, enganou quase um milhão de pessoas em todo o globo.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">De acordo com as autoridades, a companhia obteve a maior parte de seu dinheiro a partir de pessoas que entravam no esquema com a promessa de receber pagamentos da empresa caso publicassem propaganda online do serviço de VoIP(</span><span style="font-family: Arial; font-size: x-small; text-align: justify;">telefonia via internet</span><span style="font-family: Verdana; font-size: x-small; text-align: justify;">).</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Esses investidores seriam compensados ainda ao atrair novos participantes, frequentemente familiares e amigos.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">As investigações apontam que o pedido para que os promotores publicassem propaganda do serviço na web não fazia muita diferença para a Telexfree.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">A companhia obtinha menos de 1% de sua renda a partir das vendas de seu serviço de telecomunicação - os outros 99% vinham do que os novos participantes pagavam para se inscrever no esquema.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;"><span style="font-size: small;"><span style="font-family: Arial;"><strong>Lavagem de dinheiro</strong></span></span></span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">O gabinete da Procuradoria Federal americana divulgou pelo Twitter uma foto do dinheiro encontrado no apartamento de Rocha.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Ele foi acusado de conspiração para lavagem de dinheiro. Na segunda-feira, a Justiça negou liberdade condicional ao brasileiro, argumentando risco de fuga.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Os promotores afirmam que Rocha fazia parte de uma organização que transferia milhões de dólares, supostamente associados à Telexfree, para o Brasil, lavando o dinheiro via Hong Kong.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Em maio de 2014, as autoridades americanas acusaram James M. Merrill e Carlos N. Wanzeler, administradores da Telexfree, de conspiração para cometer fraudes.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Merrill foi preso e se declarou culpado. Wanzeler, que nasceu no Brasil, está foragido - as autoridades acreditam que ele esteja escondido em solo brasileiro.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">"</span><em style="font-family: Verdana; font-size: small; text-align: justify;">A Telexfree supostamente fazia um marketing agressivo de seus serviços de VoIP(<span style="font-family: Arial;">telefonia pela internet</span>) recrutando milhares de 'promotores' que publicavam propagandas do produto na internet</em><span style="font-family: Verdana; font-size: x-small; text-align: justify;">", informou o Departamento de Justiça dos Estados Unidos em um comunicado em sua página na web.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">"</span><em style="font-family: Verdana; font-size: small; text-align: justify;">Esses acusados criaram um sistema que tomou centenas de milhões de dólares de trabalhadores ao redor do mundo</em><span style="font-family: Verdana; font-size: x-small; text-align: justify;">".</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Entre janeiro de 2012 e março de 2014, a Telexfree afirmou recrutar "</span><em style="font-family: Verdana; font-size: small; text-align: justify;">promotores</em><span style="font-family: Verdana; font-size: x-small; text-align: justify;">" ou "</span><em style="font-family: Verdana; font-size: small; text-align: justify;">divulgadores</em><span style="font-family: Verdana; font-size: x-small; text-align: justify;">" para vender seu serviço de VoIP.</span></span><br />
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<span style="background-color: black; color: white;"><strong style="font-family: Verdana; font-size: small; text-align: justify;"><span style="font-size: small;"><span style="font-family: Arial;">Dinheiro era lavado via Hong Kong, afirmam autoridades.</span></span></strong><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">"</span><em style="font-family: Verdana; font-size: small; text-align: justify;">Cada promotor tinha que 'investir' na Telexfree. Depois eles eram compensados toda semana pela empresa, obedecendo a uma estrutura complexa, sempre e quando publicassem propagandas na web para o serviço</em><span style="font-family: Verdana; font-size: x-small; text-align: justify;">", dizem as autoridades americanas.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">A pirâmide financeira continuou funcionando até abril de 2014, quando a Telexfree entrou com um pedido de proteção contra falência, o que nos Estados Unidos significa pedir uma chance para reorganizar suas dívidas e tentar pagar os credores.</span><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><br style="font-family: Verdana; font-size: small; text-align: justify;" /><span style="font-family: Verdana; font-size: x-small; text-align: justify;">Em 2014, a promotora americana Carmen Ortiz disse que "</span><em style="font-family: Verdana; font-size: small; text-align: justify;">a magnitude dessa suposta fraude é de tirar o fôlego</em><span style="font-family: Verdana; font-size: x-small; text-align: justify;">".</span></span>JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-77566579045540523642017-05-29T15:35:00.000-03:002017-05-29T15:37:39.603-03:00Água do São Francisco pode alcançar toda a Paraíba, inclusive João Pessoa; entenda<div style="text-align: center;">
<img alt="Resultado de imagem para agua da transposição na paraiba" src="http://www.paraiba.com.br/static/images/noticias/normal/1489522601571-transposicao.jpg" height="300" width="400" /></div>
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<span style="background-color: black; color: white; font-family: "arial" , "helvetica" , sans-serif , "clean"; font-size: 14px;">A água do Rio São Francisco já corre em território paraibano, através do eixo leste da transposição, começando pelo município de Monteiro, no Cariri da Paraíba, a 305 km da Capital. Segundo dados do Ministério da Integração Nacional, somando-se os municípios beneficiados pelo trecho já inaugurado (72, incluindo João Pessoa) aos 55 que serão contemplados com o eixo norte, ficam ‘de fora’ 96 cidades da Paraíba após o fim das obras. Isso, no entanto, não significa dizer que essas localidades não possam também ficar livres dos efeitos da seca.</span></div>
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<span style="background-color: black; color: white; font-family: "arial" , "helvetica" , sans-serif , "clean"; font-size: 14px;">De acordo com o coordenador estadual do Departamento Nacional de Obras Contra as Secas (Dnocs), Alberto Gomes, as cidades não incluídas pela Integração Nacional entre as contempladas pelos dois eixos podem ser beneficiadas com o preenchimento de reservatórios próximos e obras de canais e adutoras realizadas pelo governo do Estado, havendo, em um futuro ainda não preciso, a possibilidade de que toda a Paraíba possa usufruir da obra da transposição.</span><br />
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<span style="background-color: black; color: white;"><span style="font-family: "arial" , "helvetica" , sans-serif , "clean"; font-size: 14px;">“A água entrou por Monteiro, abastecendo Poções. De lá, segue para Camalaú, em seguida para o açude Epitácio Pessoa (Boqueirão), de onde desce para Acauã e segue para as vertentes litorâneas, como o canal Acauã-Araçagi”, explicou Alberto Gomes, referindo-se ao trajeto do eixo leste. Conforme indicou, é preciso esperar que Boqueirão sangre para se ter noção de quando a água poderá perenizar o Rio Paraíba e atingir as cidades do Litoral, como João Pessoa, por exemplo. Ou seja, é preciso acompanhar como a água vai se comportar no percurso do Rio Paraíba para saber se ela vai alcançar o Litoral. </span><strong style="border: 0px; font-family: arial, helvetica, sans-serif, clean; font-size: 14px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><a href="http://portalcorreio.com.br/noticias" style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;" target="_blank"><br /></a></strong></span><br />
<span style="background-color: black; color: white; font-family: "arial" , "helvetica" , sans-serif , "clean"; font-size: 14px;">“Pelo eixo norte, serão atendidos os reservatórios do complexo Coremas – Mãe D’água, São Gonçalo e Engenheiro Ávidos. As obras deste trecho devem acabar em dezembro de 2017, se tudo correr bem”, acrescentou Gomes.</span><br />
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<span style="background-color: black; color: white;"><span style="font-family: "arial" , "helvetica" , sans-serif , "clean"; font-size: 14px;">Ao </span><strong style="border: 0px; font-family: arial, helvetica, sans-serif, clean; font-size: 14px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Portal Correio</strong><span style="font-family: "arial" , "helvetica" , sans-serif , "clean"; font-size: 14px;">, o presidente da Agência Estadual de Gestão das Águas da Paraíba (Aesa), João Fernandes, contou que as águas da transposição são prioritárias para consumo humano e animal, mas também vão beneficiar a produção de peixes e camarões e a agricultura através do projeto vertentes litorâneas.</span></span><br />
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<span style="background-color: black; color: white; font-family: "arial" , "helvetica" , sans-serif , "clean"; font-size: 14px;">“De Poções (açude em Monteiro) as águas da transposição seguem para Camalaú e Boqueirão. Quando Boqueirão atingir 33 milhões de metros cúbicos (m³) e Campina Grande começar a captar água por gravidade, vamos tratar de descer água rio abaixo para que ela chegue em Acauã-Araçagi, onde temos o projeto das vertentes litorâneas, que é uma verdadeira transposição dentro do estado, com mais de 100 km de canais. Com isso, vamos poder consolidar o projeto de criação de camarões e de peixes, além da agropecuária, desenvolvendo e criando emprego por onde a transposição passar”, afirmou João Fernandes. </span><br />
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<span style="background-color: black; color: white; font-family: "arial" , "helvetica" , sans-serif , "clean"; font-size: 14px;">O governo do Estado já tem obras anunciadas ou em andamento que prometem expandir a água da transposição para outras regiões da Paraíba, que não foram atendidas pelo eixo leste.</span><br />
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<span style="background-color: black; color: white; font-family: "arial" , "helvetica" , sans-serif , "clean"; font-size: 14px;">O governador da Paraíba, Ricardo Coutinho, assinou no dia 10 de maio deste ano a ordem de serviço para o Sistema Adutor TransParaíba, que faz parte do Programa Mais Trabalho, que também prevê a construção de barragens na região formada por cidades como Soledade, São Vicente do Seridó, Cubati, Pedra Lavrada, Nova Palmeira e Picuí.</span><br />
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<span style="background-color: black; color: white; font-family: "arial" , "helvetica" , sans-serif , "clean"; font-size: 14px;">O governo afirmou que serão investidos R$ 220 milhões no sistema adutor e que a obra representa um marco histórico para a região mais seca do estado. “É a transposição da transposição. Estamos pensando grande e vivendo um novo momento na Paraíba, que conta hoje com uma estrutura bem melhor do que a que encontrei, quando assumi o governo em janeiro de 2011”, declarou Ricardo, na assinatura da ordem de serviço.</span><br />
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<span style="background-color: black; color: white; font-family: "arial" , "helvetica" , sans-serif , "clean"; font-size: 14px;">A Cagepa também informou recentemente que a há uma obra que deve ser concluída no fim deste mês de maio para levar água a cidades do Cariri, como Congo, Sumé, Livramento, Gurjão, Ouro Velho, Parari, Prata, São José dos Cordeiros, Serra Branca, São João do Cariri e Monteiro.</span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-44513758265371382832017-04-11T09:10:00.000-03:002017-04-11T09:10:51.297-03:00Homem é preso por golpe do depósito falso em João Pessoa<div style="text-align: center;">
<span style="background-color: black; color: white;"><img height="400" src="https://www.wscom.com.br//arqs/ckfinder/images/WhatsApp%20Image%202017-04-10%20at%2019_19_29.jpeg" width="400" /></span></div>
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<span style="background-color: black; border: 0pt none; font-family: "arial" , sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; color: white; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">Uma operação conjunta da Polícia Civil da Paraíba, através da Delegacia de Defraudações e Falsificações de João Pessoa – DDF - e Policiais Militares da 1ª Cia – resultou na prisão de uma pessoa e na identificação de mais duas outras pessoas (foragidos), todos envolvidos na prática do “golpe do depósito falso”.<o:p></o:p></span></span></div>
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<span style="background-color: black; border: 0pt none; font-family: "arial" , sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; color: white; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">O crime foi praticado da seguinte forma: um dos suspeitos da associação (identidade mantida sob sigilo) entrou em contato com uma empresa de São Paulo/SP, convencendo um funcionário de que havia feito um depósito bancário “por engano”, no valor de R$ 64 mil reais, apresentando um falso comprovante dos valores informados, solicitando que a empresa fizesse a devolução na conta bancária informada – conta da PB.<o:p></o:p></span></span></div>
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<span style="background-color: black; border: 0pt none; font-family: "arial" , sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; color: white; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">A fraude foi descoberta logo em seguida pelo setor de fraudes do Banco do Brasil, identificado que os valores haviam sido imediatamente transferidos da conta do primeiro suspeito para o segundo envolvido, W.S.N., e que o mesmo já teria conseguido sacar a quantia de R$ 10.000,00 e estaria transferindo a quantia de R$ 19.000,00 para diversas contas bancárias.<o:p></o:p></span></span></div>
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<span style="background-color: black; border: 0pt none; font-family: "arial" , sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; color: white; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">A agência do BB – Parque Solon de Lucena – acionou a PM e entrou em contato com a DDF – comunicando a situação. A Polícia Militar conduziu o suspeito W.S.N. à DDF, para a adoção dos procedimentos cabíveis e seguimento nas diligências necessárias à identificação dos demais envolvidos nas fraudes praticadas. W.S.N. tem 27 anos e foi preso em flagrante pelos crimes de estelionato e associação criminosa.<o:p></o:p></span></span></div>
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<span style="background-color: black; border: 0pt none; font-family: "arial" , sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; color: white; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">A DDF identificou mais dois suspeitos integrantes da associação criminosa, que serão indiciados e responderão pelas mesmas condutas criminosas. Quaisquer denúncias sobre condutas criminosas desta natureza poderão ser encaminhadas à DDF através do disque denúncia da Polícia Civil – tel. 197 (sigilo garantido).</span></span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-71102207386105332452017-04-11T08:35:00.000-03:002017-04-11T08:35:18.507-03:00Obra que amplia abastecimento de água no Sertão é inaugurada nesta terça<br />
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<span style="background-color: black; color: white; font-family: "arial" , "helvetica" , sans-serif , "clean"; font-size: 14px;">O governador Ricardo Coutinho entrega, nesta terça-feira (11), a ampliação do sistema de abastecimento de água em Princesa Isabel, Sertão paraibano, a 420 km de João Pessoa. Mais de R$ 8 milhões foram investidos na construção do sistema. Cerca de 30 mil habitantes serão beneficiados.</span><br />
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<span style="background-color: black; color: white;">A cidade de Princesa Isabel possuía uma rede de abastecimento deficiente e que não atendia à demanda do município, por isso foi necessária a expansão da rede e substituição de grande parte da tubulação composta por tubos de cimento amianto, não utilizados mais hoje em dia.</span></div>
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<span style="background-color: black; color: white;">O projeto de ampliação da rede do município compõe-se de aproximadamente 10 km de adutora de água bruta e adutora de água tratada, nova estação de tratamento, nova estação elevatória, reservatório apoiado capacidade para 500 mil litros de água, além de instalação de hidrômetros residenciais. A vazão do sistema é de 35 litros por segundo de água tratada.</span></div>
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<span style="background-color: black; color: white;">Paralelamente a essas obras, o governo conseguiu, junto ao Ministério da Integração Nacional, a realização de um ramal da adutora do Pajeú, partindo do município de Flores, em Pernambuco, para atendimento imediato a população de Princesa Isabel. Essas obras foram concluídas recentemente e o município foi o primeiro da Paraíba, de fato, a receber águas do Rio São Francisco. </span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-82877534221305232092016-06-02T09:14:00.000-03:002016-06-02T09:14:28.585-03:00Professores da rede estadual da PB paralisam atividades por dois dias<div style="border: 0pt none; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 1.2em; line-height: 17.4pt; margin: 0cm 0cm 0.0001pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
<span style="background-color: black; border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">Uma paralisação dos professores da rede estadual da Paraíba acontece nesta quinta-feira (2) e segue até a sexta-feira (3), de acordo com o comunicado do Sindicato dos Trabalhadores e Trabalhadoras em Educação do Estado da Paraíba (Sintep-PB).</span><span style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0pt none; font-family: Arial, sans-serif; font-size: 7.5pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><o:p></o:p></span></span></div>
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<span style="background-color: black; border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">Segundo a página do sindicato na internet, o objetivo da paralisação é chamar a atenção do governo e da sociedade para discutir a criação do Plano de Cargos, Carreiras e Remuneração (PCCR) para a Educação.</span></span><span style="border: 0pt none; font-family: Arial, sans-serif; font-size: 7.5pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><o:p></o:p></span></span></div>
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<span style="background-color: black; border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><u1:p></u1:p><u1:p></u1:p></span></div>
<div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 1.2em; line-height: 17.4pt; margin: 0cm 0cm 0.0001pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
<span style="border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">A categoria também se posiciona contra a Lei Estadual nº 242, que congela salários dos servidores públicos da Paraíba, e também contra o Projeto de Lei e Outras Proposições (PLP) nº 257/2016, que retira direito de todos os servidores públicos (municipais, estaduais e federais).</span></span></span></div>
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<span style="background-color: black; color: white;"><img height="426" mce_src="http://www.catolenews.com.br/images/PARALIZACAO.jpg" src="http://www.catolenews.com.br/images/PARALIZACAO.jpg" style="border: 1px rgb(204, 0, 0); font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;" width="640" /></span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-31566480826754369812016-06-02T08:49:00.003-03:002016-06-02T08:49:35.674-03:00Casal armado assalta joalheria no centro de Catolé do Rocha, na tarde desta quarta<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 1.2em; margin: 0pt 0pt 0.0001pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
<span style="background-color: black; border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">Um homem moreno e uma loira, ambos armados, chegaram a um estabelecimento comercial do ramo de joalheria, localizado á Avenida Venâncio Neiva, no centro de Catolé do Rocha (PB), transitando em uma motocicleta Honda 150, cor preta, se passando por clientes, e em seguida renderam a atendente e anunciaram o assalto.</span><span style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0pt none; font-family: Arial, sans-serif; font-size: 7.5pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><o:p></o:p></span></span></div>
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<span style="background-color: black; border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">As primeiras informações são de que os elementos levaram algumas jóias do estabelecimento, inclusive foram subtraído alguns pertences de clientes.</span><span style="border: 0pt none; font-family: Arial, sans-serif; font-size: 7.5pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><o:p></o:p></span></span></div>
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<span style="background-color: black; border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">Várias guarnições estão em diligências na tentativa de prender o casal.</span><span style="border: 0pt none; font-family: Arial, sans-serif; font-size: 7.5pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><o:p></o:p></span></span></div>
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<span style="border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">Daqui a pouco mais informações...</span></span></div>
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<span style="background-color: black; color: white;"><img height="359" mce_src="http://www.catolenews.com.br/images/ASSALTO 1.jpg" src="http://www.catolenews.com.br/images/ASSALTO%201.jpg" style="border: 1px rgb(204, 0, 0); font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;" width="640" /></span></div>
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<span style="background-color: black; color: white;"><img height="567" mce_src="http://www.catolenews.com.br/images/ASSALTO 3.jpg" src="http://www.catolenews.com.br/images/ASSALTO%203.jpg" style="border: 1px rgb(204, 0, 0); font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;" width="640" /></span></div>
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<span style="background-color: black; color: white;"><img height="404" mce_src="http://www.catolenews.com.br/images/ASSALTO 2.jpg" src="http://www.catolenews.com.br/images/ASSALTO%202.jpg" style="border: 1px rgb(204, 0, 0); font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;" width="640" /></span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-30418663575318030912016-06-02T08:46:00.002-03:002016-06-02T08:46:44.044-03:00Abastecimento de água de Caicó, RN, passa a ser feito pelo açude Itans<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; color: #616161; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 1.2em; line-height: 17.4pt; margin: 0pt 0pt 0.0001pt; outline: none 0pt; padding: 0pt; text-align: center; vertical-align: baseline;">
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<span style="background-color: black; border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; letter-spacing: -0.25pt; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0pt none; color: white; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">A Companhia de Águas e Esgotos do Rio Grande do Norte (Caern) coloca em operação nesta terça-feira (31) um sistema alternativo de abastecimento para a cidade de Caicó, na região Seridó do Estado. O fornecimento de água para a cidade a partir da Adutora Manoel Torres - que atende também os municípios de Jardim de Piranhas, São Fernando e Timbaúba dos Batistas - está suspenso desde domingo (29) por causa do baixo volume do rio Piranhas/Açu, inviabilizando a captação.<o:p></o:p></span></span></div>
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<span style="background-color: black; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; letter-spacing: -0.25pt; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; color: white; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">Segundo a gerente da regional de Caicó, Rosy Gurgel, o Açude Itans está atualmente com 5,7% de sua capacidade, volume suficiente para 60 dias de abastecimento. O manancial é mantido apenas como reserva técnica, quando a Adutora Manoel Torres está funcionando. Agora, Caicó vai contar com uma vazão de 300 metros cúbicos por hora de água tirada do Itans, sendo mantido o mesmo sistema de rodízio que vinha sendo praticado nos últimos meses.<o:p></o:p></span></span></div>
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<span style="background-color: black; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; letter-spacing: -0.25pt; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; color: white; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">Para uma solução no abastecimento pela adutora – atendendo também as outras cidades, a Caern já solicitou à Agência Nacional de Águas (ANA), através do Instituto de Gestão de Águas do Rio Grande do Norte (IGARN), o aumento da vazão no açude Curema, no município de Coremas, Estado da Paraíba, para liberar água a fim de aumentar o volume do rio Piranhas. O pedido foi atendido e a água deve chegar ao destino até quinta-feira (2).<o:p></o:p></span></span></div>
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<span style="background-color: black; border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; letter-spacing: -0.25pt; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0pt none; color: white; font-family: inherit; font-size: 17.3333px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">Somente com a chegada da água que será possível assegurar a retomada do abastecimento. Quando a Adutora Manoel Torres voltar a funcionar – o que está previsto para esta sexta-feira (3) – o sistema do Açude Itans será desligado e o manancial volta a se tornar uma reserva técnica para necessidades eventuais.</span></span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-92133240588293337632016-02-11T12:40:00.000-03:002016-02-11T12:40:02.745-03:00Com público recorde Carnaval de Catolé do Rocha termina na manhã de quarta-feira de cinzas<div class="MsoNormal" style="border: 0pt none; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 1.2em; margin: 0pt; outline: none 0pt; padding: 0pt; text-align: justify; vertical-align: baseline;">
<span style="background-color: black; border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">A última noite do Carnaval de Catolé do Rocha registrou uma multidão gigante na Praça do Povo, com quatro atrações que levou os foliões a virar a madrugada sem perder o ritmo.</span><span style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0pt none; font-family: Arial, sans-serif; font-size: 7.5pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><o:p></o:p></span></span></div>
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<span style="border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">O cantor Uizamar e Orquestra de Frevo abriu a noite de terça-feira. O artista que tem naturalidade potiguar, mas que reside em Catolé do Rocha há anos trouxe para a praça, um repertório que variou do frevo, marchinhas carnavalescas, até o tradicional axé baiano.</span></span></span></div>
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<span style="border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">A segunda atração da noite também foi da prata da casa, Felipe Mayku e Banda sacudiram a galera jovem, com um estilo contagiante, e repertório variado.</span></span></span></div>
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<span style="border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">A grande estrela do carnaval deste ano, Gabriel Diniz subiu no palco já na madrugada desta quarta-feira (10), e a grande multidão que ocupou cada metro da Praça do Povo, foi à estase com o estilo que vem conquistado a nova geração.</span></span></span></div>
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<span style="border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">Sem arredar pé da praça, a multidão saudou a quarta-feira de cinzas com a animação frenética de André Luvi, que já em plena luz do dia desceu do placo e caiu nos braços do folião.</span></span></span></div>
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<span style="background-color: black; border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">Carnaval das multidões tem que ter aparato policial e segurança a altura do evento, e neste quesito, o Carnaval de Catolé do Rocha sempre teve o apoio impecável da Polícia Militar, através do 12º BPM que tem o comando do Major Douglas Ferreira. As equipes do SAMU e do Corpo de Bombeiros, complementam o suporte da segurança-saúde-socorristas.</span><span style="border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><o:p></o:p></span></span></div>
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<span style="border: 0pt none; color: white; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="border: 0pt none; font-family: inherit; font-size: 14.4px; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;"><span style="background-color: black; border: 0pt none; font-family: Arial, sans-serif; font-size: 13pt; font-style: inherit; font-weight: inherit; margin: 0pt; outline: none 0pt; padding: 0pt; vertical-align: baseline;">No final da festa, a comissão organizadora fez um balanço pra lá de positivo sobre o evento, agradecendo ao apoio total do prefeito Leomar Benício Maia, do vice Laurinho, assim como todas as secretarias municipais que compartilharam a logística deste carnaval.</span></span></span></div>
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JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-8022564162363282662015-10-13T11:57:00.000-03:002015-10-13T11:57:35.847-03:00Paraquedistas saltam vestidos de super heróis em João Pessoa<div style="text-align: center;">
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<span style="background-color: black; color: white;"><span style="font-family: arial, helvetica, freesans, sans-serif; font-size: 15.12px; letter-spacing: -0.3024px; line-height: 21.924px;">Paraquedistas fizeram saltos nesta segunda-feira (12), em João Pessoa, vestidos de super-heróis e outros personagens dos desenhos animados para comemorar o Dia das Crianças. A ação faz parte da programação do Sky-Heróis, promovido pela Federação Paraibana de Paraquedismo (FPBPQ).</span><br style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, freesans, sans-serif; font-size: 15.12px; letter-spacing: -0.3024px; line-height: 21.924px; margin: 0px; outline: 0px; padding: 0px;" /><br style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, freesans, sans-serif; font-size: 15.12px; letter-spacing: -0.3024px; line-height: 21.924px; margin: 0px; outline: 0px; padding: 0px;" /><span style="font-family: arial, helvetica, freesans, sans-serif; font-size: 15.12px; letter-spacing: -0.3024px; line-height: 21.924px;">Além dos saltos dos paraquedistas fantasiados de personagens como Super Homem, Senhor Incrível e Chapolin Colorado, também houve a apresentação de aeromodelos, com a participação do cantor Waldonys.</span><br style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, freesans, sans-serif; font-size: 15.12px; letter-spacing: -0.3024px; line-height: 21.924px; margin: 0px; outline: 0px; padding: 0px;" /><br style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, freesans, sans-serif; font-size: 15.12px; letter-spacing: -0.3024px; line-height: 21.924px; margin: 0px; outline: 0px; padding: 0px;" /><span style="font-family: arial, helvetica, freesans, sans-serif; font-size: 15.12px; letter-spacing: -0.3024px; line-height: 21.924px;">Saindo um pouco do céu, o Aeroclube da Paraíba também teve atrações para as crianças, a exemplo de pula-pula, algodão doce, pipoca e cartunistas. Durante o evento, também foram arrecadadas doações para a Casa Pequeno Davi, Casa da Criança com Câncer e Casa Shalon de João Pessoa</span></span><span style="background-color: white; color: #333333; font-family: arial, helvetica, freesans, sans-serif; font-size: 15.12px; letter-spacing: -0.3024px; line-height: 21.924px;">.</span>JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-40486428095867620512015-10-13T09:24:00.000-03:002015-10-13T09:24:08.741-03:00Setor sucroalcooleiro gera empregos e ajuda economia de Santa Rita, PB<div style="text-align: center;">
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<span style="background-color: black; color: white;">Adriel Matias da Silva tem 34 anos e estava desempregado há um mês quando recebeu em agosto de 2015 a proposta de trabalho da Destilaria Japungu, na cidade de <a class="premium-tip" href="http://g1.globo.com/pb/paraiba/cidade/santa-rita-pb.html" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;">Santa Rita</a>, na Grande João Pessoa. Um mês depois do contato, Adriel está empregado no setor do almoxarifado em uma das usinas da destilaria responsável por uma das maiores produções de cana-de-açúcar do estado.</span></div>
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<span style="background-color: black; color: white;">Adriel foi um dos 1.470 novos empregados na cidade de Santa Rita no mês de agosto deste ano. A cidade foi a terceira do país que mais empregou no período, conforme dados do Cadastro Geral de Empregados e Desempregados (Caged). O ranking lista as cidades com mais de 30 mil habitantes.<a class="premium-tip" href="http://g1.globo.com/pb/paraiba/cidade/mamanguape.html" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;">Mamanguape</a>, no Litoral Norte, também aparece entra as primeiras da lista, com 1.180 postos de trabalho criados no período. A Paraíba foi o estado com o melhor desempenho em agosto, com 4.293 vagas de trabalho.</span></div>
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<span style="background-color: black; color: white;">O resultado do mês na Paraíba representa um crescimento de 1,06% em relação ao total de assalariados com carteira assinada em julho. Segundo o Caged, esse desempenho é decorrente das atividades de fabricação de açúcar e do cultivo da cana, ligadas aos setores de indústria da transformação e agropecuária, respectivamente. O setor sucroalcoleiro inicia as contrações no período de julho e agosto, tendo em vista a colheita e o processamento da cana-de-açúcar.</span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-75425614956654811392015-07-23T12:47:00.000-03:002015-07-23T12:47:24.172-03:00Chuvas elevam nível de reservatório e tiram cidades da PB do racionamento<div style="text-align: center;">
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<span style="background-color: black; color: white;">Seis localidades que estavam no sistema de racionamento voltaram a ser abastecidos normalmente nesta quarta-feira (22) depois que o volume de água na barragem de Lagoa de Matias subiu para 75% com as chuvas das últimas semanas. As cidades beneficiadas são Belém, Caiçara, Logradouro e os distritos de Rua Nova, Cachoeirinha e Braga. Segundo a Cagepa, mais de 30 mil paraibanos voltam a receber água nas torneiras.</span></div>
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<span style="background-color: black; color: white;">O município de Serraria já tinha saído do sistema, que era executado nos finais de semana, na sexta-feira (17) depois que a barragem de nível existente na cidade registrou boa recarga com as chuvas deste mês.</span></div>
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<span style="background-color: black; color: white;">Segundo o presidente da Cagepa, Marcus Vinícius Neves, a empresa está estudando um novo plano de racionamento para os municípios abastecidos pelos açudes Canafístula I e II, onde também houve aumento no volume. Atualmente, Canafístula I só abastece as cidades de Pirpirituba, Duas Estradas, Sertãozinho, Lagoa de Dentro e Serra da Raiz durante três dias na semana. Mas com a subida de nível de 16% para 25%, está sendo analisada a possibilidade de abrirmos as torneiras por mais dias para a população.</span></div>
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<span style="background-color: black; color: white;">Já Canafístula II estava em colapso desde abril, com menos de 2% de sua capacidade. “E agora, com 21%, estudamos uma forma de, pelo menos, abastecer algumas das cidades atendidas pelo sistema por alguns dias, em regime de racionamento”, explicou o presidente. O reservatório abastece Solânea, Bananeiras, Cacimba de Dentro, Araruna, Riachão, Tacima, Dona Inês, Damião e os distritos de Barreiros, Logradouro, Cozinha, Cachoeirinha e de Bola.</span></div>
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<span style="background-color: black; color: white;"><strong style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; margin: 0px; outline: 0px; padding: 0px;">Chuvas</strong><br style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; margin: 0px; outline: 0px; padding: 0px;" />De acordo com Agência Executiva de Gestão das Águas da Paraíba (Aesa) divulgou nesta quarta-feira (22), que choveu 260,5mm em 31 cidades paraibanas onde a Aesa pôde verificar o volume de chuvas. Em Campina Grande o volume de chuvas registrado foi de 21,3 mm, enquanto em João Pessoa choveu 7,8 mm. Outros volumes de chuva de destaque foram registrados em Alhandra, com 18,3 mm; e Lagoa Seca, com 17,7 mm.</span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0tag:blogger.com,1999:blog-3718934996688647004.post-68863986519128644482015-07-23T10:58:00.000-03:002015-07-23T10:58:15.848-03:00Árvore cai ao lado da Praça das Muriçocas, em João Pessoa<div style="text-align: center;">
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<span style="background-color: black; color: white;">Uma árvore caiu na tarde desta quarta-feira (22) na Avenida Tito Silva, em João Pessoa, ao lado da Praça das Muriçocas. Parte da calçada foi danificada com a queda.</span></div>
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<span style="background-color: black; color: white;">De acordo com informações da Defesa Civil, ninguém ficou ferido por causa do incidente. Equipes da Secretaria de Desenvolvimento e Controle Urbano (Sedurb) foram acionadas para retirar os galhos da rua.<br style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; margin: 0px; outline: 0px; padding: 0px;" /><br style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; margin: 0px; outline: 0px; padding: 0px;" />Na semana passada, a Secretaria de Meio Ambiente (Semam) registrou a queda de <a href="http://g1.globo.com/pb/paraiba/noticia/2015/07/pelo-menos-oito-quedas-de-arvores-foram-registradas-em-joao-pessoa.html" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;">pelo menos oito árvores</a> em apenas dois dias por causa das fortes chuvas e ventos que atingiram a capital paraibana no período.</span></div>
JOSÉ ROSEILTON FIRMO DA SILVA - CONTADORhttp://www.blogger.com/profile/15034628552275284276noreply@blogger.com0