tag:blogger.com,1999:blog-4655713478861980792024-03-14T01:43:45.011-07:00Polo UAB Dois VizinhosPolo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.comBlogger35125tag:blogger.com,1999:blog-465571347886198079.post-12178249677631183502013-12-19T02:18:00.001-08:002013-12-19T02:18:10.959-08:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheOAq5LisE7FhTU27fZXToWfAQktvB0ZHL3oZkYAKQfMK6GlZIQciUbL5FlAB9ZEKJ8XMXQIVWjKt8PZTaiC12wC1JCiDMPeNN8cnFf8o0QrRBeVQ-XlRWJpUdFeoEjPTfLQ6deRMpGZ8/s1600/polo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheOAq5LisE7FhTU27fZXToWfAQktvB0ZHL3oZkYAKQfMK6GlZIQciUbL5FlAB9ZEKJ8XMXQIVWjKt8PZTaiC12wC1JCiDMPeNN8cnFf8o0QrRBeVQ-XlRWJpUdFeoEjPTfLQ6deRMpGZ8/s320/polo.jpg" width="246" /></a></div>
<br />Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-9606854180543087382013-11-12T09:30:00.001-08:002013-11-12T09:30:47.563-08:00<div class="ecxMsoNormal">
Em virtude do planejamento das IES para 2014, o Polo UAB de Dois Vizinhos - PR, esta <strong>colhendo algumas informações </strong>para articular cursos.</div>
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Assim,
ajude o Polo encaminhando aos seus contatos e caso tenha interesse, por
favor, preencha o questionário que se encontra no seguinte link:</div>
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<a href="https://docs.google.com/forms/d/10AvRUsl5R1en68GH4fk6-CtB5QPhdU6jpEjudU3Dvto/viewform" target="_blank">https://docs.google.com/forms/d/10AvRUsl5R1en68GH4fk6-CtB5QPhdU6jpEjudU3Dvto/viewform</a></div>
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<br /></div>
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O questionário é muito rápido e você precisará escolher o curso prioritário e elencar as prioridades dos demais.</div>
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Em caso de dúvida, vocês podem entrar em contato direto com o Polo UAB pelo telefone (46) 3536-3399 ou por e-mail: <a href="mailto:polouabdoisvizinhos@hotmail.com">polouabdoisvizinhos@hotmail.com</a> ou <a href="mailto:polouabdoisvizinhos@gmail.com">polouabdoisvizinhos@gmail.com</a></div>
Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-82486505398646791652013-10-31T04:16:00.003-07:002013-10-31T04:16:57.424-07:00<br />
<h3>
<span style="font-size: large;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><span class="itemTitle">Curso de Pedagogia - Programa de Capacitação - Vizivali</span></span></b></span></h3>
<span style="font-family: Arial,Helvetica,sans-serif;"><span class="itemTitle"> </span>
</span><br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">A
Secretaria de Estado da Educação – SEED, em conjunto com a Secretaria
de Estado da Ciência, Tecnologia e Ensino Superior – SETI, estabeleceu
diretrizes e coordenou as ações que permitiram encaminhar soluções
visando sanar os problemas decorrentes do não reconhecimento do Programa
Especial de Capacitação para Docência dos Anos Iniciais do Ensino
Fundamental e Educação Infantil, ministrado pela Faculdade Vizinhança
Vale do Iguaçu – VIZIVALI, totalizando até o presente momento o
atendimento de aproximadamente 21.000 profissionais da educação. </span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">
Nesse sentido, com vistas a dar continuidade ao trabalho já iniciado,
bem como atender a mais um grupo de alunos egressos da VIZIVALI, a SEED
disponibilizou no Portal dia a dia educação do Paraná informações quanto
a “ CONFIRMAÇÃO DE NOVO CADASTRO E ORIENTAÇÃO PARA MATRÍCULA PARA A
ÚLTIMA OFERTA DO CURSO DE PEDAGOGIA CONCLUINTES DO PROGRAMA DE
CAPACITAÇÃO - VIZIVALI” direcionado aos profissionais da educação “em
exercício de atividades docentes” à época de realização do Programa, e
atualmente, conforme Deliberação nº 04/2002 do Conselho Estadual de
Educação – CEE/PR.</span></div>
<br />
<div data-canvas-width="119.12128088848216" data-font-name="Helvetica" dir="ltr" style="font-size: 18.72px; left: 339.839px; text-align: justify; top: 240.8px; transform-origin: 0% 0% 0px; transform: scale(0.976404, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">POLOS DA UNIVERSIDADE ABERTA DO BRASIL QUE ATENDERÃO A OFERTA ESPECIAL DO CURSO DE PEDAGOGIA </span></div>
<div data-canvas-width="119.12128088848216" data-font-name="Helvetica" dir="ltr" style="font-size: 18.72px; left: 339.839px; top: 240.8px; transform-origin: 0% 0% 0px; transform: scale(0.976404, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;"> </span></div>
<div data-canvas-width="119.12128088848216" data-font-name="Helvetica" dir="ltr" style="font-size: 18.72px; left: 339.839px; top: 240.8px; transform-origin: 0% 0% 0px; transform: scale(0.976404, 1);">
<div data-canvas-width="321.88528699391685" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 113.44px; top: 326.88px; transform-origin: 0% 0% 0px; transform: scale(1.08745, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Universidade Estadual de Londrina – UEL</b></span> </div>
<div data-canvas-width="53.56535364024101" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 113.44px; top: 354.56px; transform-origin: 0% 0% 0px; transform: scale(1.11594, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">Polos: </span></div>
<div data-canvas-width="107.64536001089527" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 381.92px; transform-origin: 0% 0% 0px; transform: scale(1.02519, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">CERRO AZUL </span></div>
<div data-canvas-width="86.36534130614189" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 400.32px; transform-origin: 0% 0% 0px; transform: scale(1.01606, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">COLOMBO </span></div>
<div data-canvas-width="105.08535118437389" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 418.72px; transform-origin: 0% 0% 0px; transform: scale(1.02025, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">PARANAGUÁ </span></div>
<div data-canvas-width="105.08535118437389" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 418.72px; transform-origin: 0% 0% 0px; transform: scale(1.02025, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;"> </span></div>
<div data-canvas-width="318.3652832644834" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 113.44px; top: 474.08px; transform-origin: 0% 0% 0px; transform: scale(1.07556, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Universidade Estadual de Maringá – UEM</b></span> </div>
<div data-canvas-width="53.56535364024101" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 113.44px; top: 501.76px; transform-origin: 0% 0% 0px; transform: scale(1.11594, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">Polos: </span></div>
<div data-canvas-width="51.805355973044556" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 529.12px; transform-origin: 0% 0% 0px; transform: scale(1.01579, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">ASSAÍ </span></div>
<div data-canvas-width="200.28533075661517" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 547.52px; transform-origin: 0% 0% 0px; transform: scale(1.0271, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">BELA VISTA DO PARAÍSO </span></div>
<div data-canvas-width="83.64536982757326" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 565.92px; transform-origin: 0% 0% 0px; transform: scale(1.02007, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">CÉU AZUL </span></div>
<div data-canvas-width="137.8853715989281" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 584.32px; transform-origin: 0% 0% 0px; transform: scale(1.00646, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">CIDADE GAUCHA </span></div>
<div data-canvas-width="191.165341225372" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 602.72px; transform-origin: 0% 0% 0px; transform: scale(1.03333, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">ENGENHEIRO BELTRÃO </span></div>
<div data-canvas-width="197.40533589387758" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 621.12px; transform-origin: 0% 0% 0px; transform: scale(1.01234, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">FLOR DA SERRA DO SUL </span></div>
<div data-canvas-width="131.6453313893265" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 639.52px; transform-origin: 0% 0% 0px; transform: scale(1.03658, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">FOZ DO IGUAÇU </span></div>
<div data-canvas-width="117.40537136118249" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 657.92px; transform-origin: 0% 0% 0px; transform: scale(1.02987, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">JACAREZINHO </span></div>
<div data-canvas-width="96.12535529487042" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 676.32px; transform-origin: 0% 0% 0px; transform: scale(1.04484, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">PARANAVAÍ </span></div>
<div data-canvas-width="75.64537106366878" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 694.72px; transform-origin: 0% 0% 0px; transform: scale(1.02223, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">SARANDI </span></div>
<div data-canvas-width="73.88536543317673" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 713.12px; transform-origin: 0% 0% 0px; transform: scale(1.05551, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">UBIRATÃ </span></div>
<div data-canvas-width="97.72536111126918" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 731.52px; transform-origin: 0% 0% 0px; transform: scale(1.01797, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">UMUARAMA </span></div>
<div data-canvas-width="97.72536111126918" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 731.52px; transform-origin: 0% 0% 0px; transform: scale(1.01797, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;"> </span></div>
<div data-canvas-width="371.80531610756475" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 113.44px; top: 768.48px; transform-origin: 0% 0% 0px; transform: scale(1.0777, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Universidade Estadual de Ponta Grosso – UEPG </b></span></div>
<div data-canvas-width="53.56535364024101" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 113.44px; top: 796.16px; transform-origin: 0% 0% 0px; transform: scale(1.11594, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">Polos: </span></div>
<div data-canvas-width="49.085363163077716" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 823.52px; transform-origin: 0% 0% 0px; transform: scale(1.11558, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">IBAITI </span></div>
<div data-canvas-width="82.0453545127858" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 841.92px; transform-origin: 0% 0% 0px; transform: scale(1.05186, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">PALMITAL </span></div>
<div data-canvas-width="96.12535433543721" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 860.32px; transform-origin: 0% 0% 0px; transform: scale(1.05632, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">RIO NEGRO </span></div>
<div data-canvas-width="153.08532595432422" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 878.72px; transform-origin: 0% 0% 0px; transform: scale(1.00714, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">TELÊMACO BORBA </span></div>
<div data-canvas-width="153.08532595432422" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 878.72px; transform-origin: 0% 0% 0px; transform: scale(1.00714, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;"> </span></div>
<div data-canvas-width="422.2051997730882" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 113.44px; top: 915.68px; transform-origin: 0% 0% 0px; transform: scale(1.07705, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Universidade Estadual do Centro Oeste – UNICENTRO</b></span> </div>
<div data-canvas-width="53.56535364024101" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 113.44px; top: 943.2px; transform-origin: 0% 0% 0px; transform: scale(1.11594, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">Polos: </span></div>
<div data-canvas-width="104.12536838631071" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 970.72px; transform-origin: 0% 0% 0px; transform: scale(1.00121, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">APUCARANA </span></div>
<div data-canvas-width="65.88537098672167" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 989.12px; transform-origin: 0% 0% 0px; transform: scale(1.0458, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">PINHÃO </span></div>
<div data-canvas-width="141.56534720695814" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 160.64px; top: 1007.52px; transform-origin: 0% 0% 0px; transform: scale(1.02584, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">PRUDENTÓPOLIS </span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"> </span></div>
Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-2149478906792467692013-09-26T12:26:00.001-07:002013-09-26T12:26:04.783-07:00<div class="separator" style="clear: both; text-align: center;">
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<br />Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-90342677383533292692013-09-18T13:25:00.002-07:002013-09-18T13:25:26.411-07:00<div style="text-align: center;">
<b>LISTA PRELIMINAR DE ALUNOS QUE VÃO COLAR GRAU COLETIVO DIA <span style="color: red;">03/10/2013 <span style="color: black;">CURSO DE PEDAGOGIA OFERTA ESPECIAL</span></span></b></div>
<div style="text-align: center;">
<b>A LISTA OFICIAL VAI SER POSTADA DIA 27/09/2013 </b></div>
<div style="text-align: center;">
<b><br /></b></div>
<br />
ALIANE DE FÁTIMA PASA<br />
ANTONIO OLIVEIRA<br />
CLECILDE FABIANE<br />
CLEUSA APARECIDA FAUST SILVEIRA<br />
EDNA MARGARETE PADILHA KALFELS<br />
ELIANE APARECIDA BUENO OLIVEIRA<br />
ELIZETE SCHMIDT ZILIO<br />
IDAIR MACAGNAN<br />
ILIANE PETRY WEINFORTNER<br />
IVANETE CATTO<br />
IVETE ANDRELINA MENEZES<br />
IVONETE DE LIMA ESMÉRIO SELZLER<br />
IZABEL PALAVECINI<br />
JOIRA SMANIOTTO<br />
JUCELIR FERREIRA PROSCIAK<br />
LOIRI SALUTI ZABOT BERTOCHI<br />
LUZIA SELUM<br />
MARILDE JUSTINA VIEIRA DOS SANTOS<br />
MARINÊS PROVIN MARTENDAL<br />
MARLA ELISA SCHMIDT RAUBER<br />
MARLENE BERSCH SCHMALZ<br />
MARLENE JOHANN<br />
MARTA RODRIGUES PINTO<br />
MIRIAM TERESINHA THIESEN BALANSIN<br />
NEUSA BASTIAN TRENTO<br />
NILCE VERARDO DELFES<br />
NORMA HASSE<br />
ODETE DE FATIMA RAITZ<br />
SANDRA MARLI DOS SANTOS PAGNONCELLI<br />
VANELY CRISTINA DALLA VECHIA<br />
ZELMIRA CHIOQUETTAPolo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-76584131884141399692013-09-10T06:15:00.001-07:002013-09-10T06:15:11.476-07:00<!--[if gte mso 9]><xml>
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<br />
<div align="center" class="MsoNormal" style="mso-line-height-alt: 13.05pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Relação de Formandos</span></b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="color: #333333; font-family: "Verdana","sans-serif"; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
<div align="center" class="MsoNormal" style="line-height: 13.05pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<br /></div>
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<b><u><span style="color: red; font-family: "Arial","sans-serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Colação de grau coletiva</span></u></b><b><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span></u></b><span style="color: #333333; font-family: "Verdana","sans-serif"; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
<div align="center" class="MsoNormal" style="line-height: 13.05pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="mso-line-height-alt: 13.05pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Local:</span></b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Ainda não definido</span><span style="color: #333333; font-family: "Verdana","sans-serif"; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Horário:</span></b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Ainda não definido</span><span style="color: #333333; font-family: "Verdana","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Data: </span></b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Ainda não definido</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<br /></div>
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Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-21866683575685303542013-09-10T06:06:00.000-07:002013-09-10T06:06:03.023-07:00<!--[if gte mso 9]><xml>
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<b><u><span style="color: red; font-family: "Arial","sans-serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Colação de grau em
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<span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">ANDREIA SAVOLDI TEIXEIRA</span><span style="color: #333333; font-family: "Verdana","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">KARINA WYLLYA FRIEDERICH LEAL</span><span style="color: #333333; font-family: "Verdana","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-32204064740392847412013-09-02T05:32:00.001-07:002013-09-02T05:32:24.726-07:00Retirada da documentação<h3 style="text-align: justify;">
</h3>
<h3 style="text-align: justify;">
Bom dia, gostaria de informar aos candidatos das Pós Graduação de Gestão Pública, Gestão Pública Municipal e Gestão em Saúde, que as documentações enviadas juntamente com a inscrição, já se encontram no polo de Dois Vizinhos para a sua retirada. </h3>
<h3 style="text-align: justify;">
</h3>
Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-24215473066851359852013-08-13T09:50:00.000-07:002013-08-13T09:51:09.870-07:00<div class="ecxheadermain" style="padding: 0px; text-align: center;">
<span style="font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #0033cc;">Quadro de avisos- Oferta Especial</span></span></span></div>
<span style="font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></span>
<br />
<div align="CENTER" class="ecxwestern">
<span style="font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: red;"><b>AVISOS IMPORTANTES</b></span></span></span></div>
<div align="CENTER" class="ecxwestern">
<span style="color: red; font-family: sans-serif; font-size: x-large;"><b><br /></b></span></div>
<div align="LEFT" class="ecxwestern">
<span style="font-family: sans-serif; font-size: small;"><b>1. REFERENTE À REQUERIMENTOS DE PROVAS E EXAMES:</b></span><span style="font-family: sans-serif; font-size: small;"><br /><br />A partir do dia 05 de agosto de 2013, não serão mais aceitos requerimentos de nenhuma disciplina referentes a:<br /><br />-> Atividades em época especial;<br />-> Provas em época especial;<br />-> Exames em época especial;<br /><br />Só
serão aceitos requerimentos de exames em época especial das disciplinas
de Sociologia da Educação e Educação e Diversidade Cultural até o dia
13 de agosto. Lembramos que o exame em época especial para todas as
disciplinas será realizado no dia 24/08/2013. </span><br />
<br />
</div>
<div align="LEFT" class="ecxwestern">
<span style="font-family: sans-serif; font-size: small;"><b>2. REFERENTE À COLAÇÃO DE GRAU:</b></span></div>
<span style="font-family: sans-serif; font-size: small;"><span style="font-weight: normal;"><br /></span></span> <br />
<div align="left">
<span style="font-family: sans-serif; font-size: small;"><span style="font-weight: normal;">Caros
formandos, a partir do dia 02/08/2013, não serão aceitos requerimentos
de colação de grau em separado. os alunos que não entraram com o pedido,
deverão aguardar a colação de grau coletiva, no mês de outubro.</span></span><span style="font-family: sans-serif; font-size: small;"><br />Orientamos
os alunos que ainda não requereram o diploma, o solicitem até o dia 16
de agosto de 2013, conforme os seguintes passos:</span> <br />
<div align="left" class="ecxwestern">
<span style="font-family: sans-serif; font-size: small;">REQUERIMENTO DO DIPLOMA</span></div>
<div align="left" class="ecxwestern">
<span style="font-family: sans-serif; font-size: small;"><br /></span></div>
</div>
<div align="left">
<span style="font-family: sans-serif; font-size: small;">O requerimento do diploma e a impressão do boleto bancário para pagamento da taxa devem ser feitos pela Internet, no endereço <a href="http://www.unicentro.br/arrecadacao" target="_blank">http://www.unicentro.br/arrecadacao</a>;</span></div>
<span style="font-size: small;"><br /></span>
<ul><span style="font-size: small;">
</span>
<li><div class="ecxwestern">
<span style="font-family: sans-serif; font-size: small;">Na opção Evento colocar: LYCEUM - Requerimento Diploma (somente formandos)</span></div>
</li>
<span style="font-size: small;">
</span>
<li><div class="ecxwestern">
<span style="font-family: sans-serif; font-size: small;">Na opção Categoria colocar: Pedagogia a Distância - Diploma Pergaminho Vegetal</span></div>
</li>
<span style="font-size: small;">
</span>
<li><div class="ecxwestern">
<span style="font-family: sans-serif; font-size: small;">Clicar em Avançar;</span></div>
</li>
<span style="font-size: small;">
</span>
<li><div class="ecxwestern">
<span style="font-family: sans-serif; font-size: small;">Preencher os dados pessoais;</span></div>
</li>
<span style="font-size: small;">
</span>
<li><div class="ecxwestern">
<span style="font-family: sans-serif; font-size: small;">Clicar em Confirmar Identificação;</span></div>
</li>
<span style="font-size: small;">
</span>
<li><div class="ecxwestern">
<span style="font-family: sans-serif; font-size: small;">Será gerado um boleto, imprimir o mesmo e pagar a taxa no valor de R$ 35,00.</span></div>
</li>
</ul>
Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-17687773063601280342013-07-25T16:08:00.004-07:002013-07-25T16:08:56.508-07:00<div style="text-align: center;">
<span style="font-size: large;"><span style="color: red;"><b>Orientações sobre requerimento de diploma e colação de grau em separado para os formandos do curso de Pedagogia a distância– Oferta Especial – 2013</b></span></span></div>
<div style="text-align: justify;">
<br />Caros(as) alunos e alunas,<br />Comunicamos que, o formando do curso de Pedagogia Oferta Especial, o qual concluir o curso em 2013 receberá seu diploma devidamente registrado na cerimônia de colação de grau, desde que:<br />* * Integralize o currículo com a(s) disciplina(s) de recuperação;<br />* Tenha requerido o diploma e efetuado o pagamento da taxa de R$ 35,00 (trinta e cinco reais);<br />* Esteja em dia com toda a documentação junto à DIAP e regularize eventuais débitos junto à universidade;<br />* Conste na lista de aprovados da disciplina e, também, que conste sua média final no aluno on line.<br />Seguem orientações para o requerimento de diploma, Colação de Grau em separado e Colação de Grau coletiva.<br />1. Requerimento de diploma<br />Para o requerimento do diploma e a impressão do boleto bancário para pagamento da taxa, no valor de R$35,00 (trinta e cinco reais), devem ser feitos pela internet, no endereço:<br />http://www.unicentro.br/arrecadacao<br />Selecione a opção:<br />Evento - LYCEUM - Requerimento de diploma (somente formandos)<br />Categoria - Pedagogia a Distância - Pergaminho Vegetal.<br />2. Requerimento de Colação de Grau em separado<br />Para o requerimento de Colação de Grau em separado, deve ser feito diretamente nos protocolos da UNICENTRO (Guarapuava ou Irati), mediante<br />pagamento da taxa de R$ 80,00 (oitenta reais), o qual deverá ser efetuado na secretaria do protocolo.<br />A secretaria do protocolo encaminhará o requerimento para a Reitoria, que agendará a data da Colação.<br />3. Cerimônia de Colação de Grau Coletiva<br />Após o encerramento da oferta de recuperação, será organizado um cerimonial de colação de Grau na UNICENTRO – Campus Santa Cruz – Guarapuava, a partir da segunda quinzena de setembro, a data será divulgada posteriormente. Lembrando que, para participar dessa solenidade coletiva, os alunos deverão atender à integralização do currículo e efetuar somente o pagamento do diploma.<br />Coordenação do curso Pedagogia – Oferta Especial</div>
Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-19148185834394758402013-07-10T11:51:00.001-07:002013-07-10T11:51:15.640-07:00<br />
<div style="text-align: center;">
CAROS ALUNOS QUE CONCLUIRAM O CURSO DE EXTENÇÃO UNIVERSITÁRIA EM EDUCAÇÃO INTEGRAL E INTEGRADA NO POLO DE DOIS VIZINHOS/ TURMA 2012.</div>
<div style="text-align: center;">
OS CERTIFICADOS JA SE ENCONTRAM NO POLO PARA SUA RETIRADA.</div>
<div style="text-align: center;">
SEGUE A LISTA DOS ALUNOS QUE TEM DIREITO AO CERTIFICADO. </div>
<br />
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<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="background: white; border-collapse: collapse; border: none; mso-background-themecolor: background1; mso-border-alt: solid white .5pt; mso-border-insideh-themecolor: background1; mso-border-insideh: .5pt solid white; mso-border-insidev-themecolor: background1; mso-border-insidev: .5pt solid white; mso-border-themecolor: background1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
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Adriana Aparecida Biancato </div>
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Andreana Salvador Jasinski </div>
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<div class="Default">
Atanha Pissaia Colla </div>
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<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 3.0pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Claudia
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<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Cecília do Nascimento Schreiber </div>
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</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
<span style="mso-bidi-font-weight: bold;">Elisangela Zarth
Cousseau </span></div>
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</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Elza Aparecida Buenos Lis </div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Franciele Zopeleto </div>
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</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 3.0pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-weight: bold;">Honorata F. do Nascimento</span></div>
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</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
<span style="mso-bidi-font-weight: bold;">Ivonete Barp Dias de
Castro </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Ivene Regina da Silva </div>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Ivonete Fatima Bortolossi </div>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Joceli Pacci Menger </div>
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</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Josiane Padilha da Silva Bona </div>
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</tr>
<tr style="mso-yfti-irow: 14;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Leda Maria Ferrari </div>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Liliam Carla Pinzon </div>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
<span style="mso-bidi-font-weight: bold;">Liliane Bonacina </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 17;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
<span style="mso-bidi-font-weight: bold;">Luciane Sokolowicz </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 18;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Madalena Antonelo Locatelli </div>
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</tr>
<tr style="mso-yfti-irow: 19;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Maria Batista dos Santos </div>
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<tr style="mso-yfti-irow: 20;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Maria de Cássia Bernardo Inácio </div>
</td>
</tr>
<tr style="mso-yfti-irow: 21;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Maria Helena Alff </div>
</td>
</tr>
<tr style="mso-yfti-irow: 22;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Maria Oracilda Castanha Santos </div>
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<tr style="mso-yfti-irow: 23;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Marlete Fátima Caumo da Motta </div>
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<tr style="mso-yfti-irow: 24;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
<span style="mso-bidi-font-weight: bold;">Mônica Perardt Luzzi
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</tr>
<tr style="mso-yfti-irow: 25;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
<span style="mso-bidi-font-weight: bold;">Nelci Block</span></div>
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</tr>
<tr style="mso-yfti-irow: 26;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Nilce Fatima Nicolodi </div>
</td>
</tr>
<tr style="mso-yfti-irow: 27;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Noraci Rodrigues de Lara de Almeida </div>
</td>
</tr>
<tr style="mso-yfti-irow: 28;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Olga Drabecki </div>
</td>
</tr>
<tr style="mso-yfti-irow: 29;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Rosani Aparecida Dias de Castro </div>
</td>
</tr>
<tr style="mso-yfti-irow: 30;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Rosani Cappellesso </div>
</td>
</tr>
<tr style="mso-yfti-irow: 31;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Roslei Mezzalira </div>
</td>
</tr>
<tr style="mso-yfti-irow: 32;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
<span style="mso-bidi-font-weight: bold;">Simone Aparecida
Borssato Portaluppi </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 33;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Sirlei Dallacort Garmus </div>
</td>
</tr>
<tr style="mso-yfti-irow: 34;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
<span style="color: windowtext;">Solange Vanderlinde</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 35;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
<span style="color: windowtext;">Susana Pereira</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 36;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
<span style="color: windowtext;">Valmir Luiz Galvan</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 37;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
<span style="color: windowtext;">Waly Luzia Joenck Calgarotto</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 38; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid white 1.0pt; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 288.9pt;" valign="top" width="385">
<div class="Default">
Wanessa Dayane de Almeida Cella</div>
</td>
</tr>
</tbody></table>
Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-66980742970323040182013-05-27T05:59:00.003-07:002013-05-27T05:59:39.012-07:00ORIENTAÇÕES DO CURSO DE ESPECIALIZAÇÃO EM MÍDIAS NA EDUCAÇÃO <div style="text-align: justify;">
<span style="font-size: large;">Caros formados no Cursos de Especialização em Mídias na Educação UAB/NEAD/Unicentro - Turma 2011.<br /><br />Antes
de mais nada, em nome da coordenação do curso, gostaria de pedir minhas
humildes desculpas com relação ao atraso na entrega dos certificados do
curso.<br /><br />O atraso se deveu, além da sobrecarga operacional no
setor responsável pela emissão, por uma falha identificada no sistema
informatizado de gerenciamentos de TCC. Infelizmente, nosso curso foi o
primeiro a utilizar esta plataforma, sendo assim, servimos de "beta
testers".<br /><br />Finalmente, os certificados estão sendo emitidos em
lotes de 30 em 30. Hoje, foram para assinatura do reitor 30
certificados, daqueles alunos que haviam requerido certidões de
conclusão.<br /><br />Para agilizar o recebimento do certificado vocês podem
enviar uma procuração, digitalizada e com firma reconhecida, para que
eu, pessoalmente, retire o certificado e os envie (modelo em anexo).
Isto é o mínimo que posso fazer para, de alguma forma, compensar este
atraso. Quem quiser pode enviar a procuração digitalizada para o email
uabmidias@hotmail.com com o título: Importante - Procuração retirada
certificado.<br /><br />Assim que tiver o certificado em mãos, enviarei
digitalizado e, na mesma hora, por SEDEX ou carta registrada. Se
possível (tenho que verificar com a coordenação da UAB), enviarei
diretamente para o endereço que consta na procuração, senão os
certificados serão enviados ao polo.<br /><br />Atenciosamente, <br /><br />Prof. Tony </span></div>
Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-52430823209172229492013-05-27T04:49:00.004-07:002013-05-27T04:49:47.848-07:00<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"> Caros alunos, os livros do curso de Extensão em Relações Étnico-Raciais estão disponíveis no Polo UAB de Dois Vizinhos para a retirada.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"> Também informo os alunos que ainda não trouxeram os documentos para a matrícula, terão prazo até dia 29 de maio para a entrega dos mesmos. </span></span></div>
Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-87042125634243008722013-05-14T07:06:00.001-07:002013-05-14T07:06:15.068-07:00<div style="text-align: justify;">
<span style="font-size: large;"> Neste sábado dia 18/05 irá acontecer no Polo a aula inaugural do curso de Extensão Universitária das Relações Étnico Raciais, tendo início as 8:30 da manhã.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"> A entrega da documentação necessária para a matrícula foi prorrogada para o dia 18/05 data do primeiro encontro.</span></div>
Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-43841158625114068752013-04-30T12:31:00.001-07:002013-04-30T12:46:04.338-07:00<br />
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<br />
<div style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b>EDITAL Nº 046/2013 – PROGRAD/CIPEAD</b></span></div>
</div>
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<div data-canvas-width="60.17536179336547" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 396.867px; top: 250.267px; transform-origin: 0% 0% 0px; transform: scale(1.07456, 1);">
<br />
<span style="font-size: small;"><b><span style="font-family: Arial,Helvetica,sans-serif;">CANDIDATOS APROVADOS PARA TUTORIA PRESENCIAL PARA ATUAR NO CURSO DE EXTENSAO UNIVERSITÁRIA DE EDUCAÇÃO DAS RELAÇÕES ÉTNICO-RACIAIS</span></b></span></div>
</div>
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<div data-canvas-width="295.5481688080214" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 113.472px; text-align: justify; top: 385.507px; transform-origin: 0% 0% 0px; transform: scale(1.03339, 1);">
<div style="text-align: center;">
<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">A Universidade Federal do Paraná (UFPR), por meio do Núcleo de Estudos Afro-Brasileiros (NEAB-CEPIGRAD-PROGRAD) e da Coordenação de Integração de Políticas de Educação a Distância (CIPEAD - PROGRAD) torna públicos os candidatos/as aprovados/as para a TUTORIA PRESENCIAL do CURSO DE EXTENSÃO UNIVERSITÁRIA EM EDUCAÇÃO DAS RELAÇÕES ÉTNICO-RACIAIS, na modalidade de Educação a Distância.</span></div>
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><b>POLO DOIS VIZINHOS</b></span></div>
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</div>
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<br />
<span style="font-family: Arial,Helvetica,sans-serif;">SILVIO VIANA PELENTER</span></div>
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</div>
<div data-canvas-width="248.63552740991585" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 113.472px; top: 606.333px; transform-origin: 0% 0% 0px; transform: scale(1.02742, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">MADALENA ANTONELO LOCATELLI</span></div>
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</div>
</div>
Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-80358655866930820622013-04-30T12:21:00.000-07:002013-04-30T12:45:06.683-07:00<div style="text-align: center;">
<span style="font-size: small;"><b><br /></b></span></div>
<div style="text-align: center;">
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<span style="font-size: small;"><b><u><span style="font-family: Arial,Helvetica,sans-serif;">EDITAL Nº 050/2013 – PROGRAD/CIPEAD</span></u></b></span></div>
</div>
<div style="text-align: center;">
<span style="font-size: small;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></b></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><b><br /></b></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><b><span style="font-family: Arial,Helvetica,sans-serif;">RESULTADO FINAL DOS ALUNOS SELECIONADOS AO CURSO DE EXTENSÃO UNIVERSITÁRIA DE EDUCAÇÃO DAS RELAÇÕES ÉTNICO-RACIAIS</span></b></span></div>
<div style="text-align: center;">
<br /></div>
<br />
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<span style="font-family: Arial,Helvetica,sans-serif;">A Universidade Federal do Paraná (UFPR), por meio do Núcleo de Estudos Afro-Brasileiros (NEAB-CEPIGRAD-PROGRAD) e da Coordenação de Integração de Políticas de Educação a Distância (CIPEAD-PROGRAD) torna públicos os candidatos/as aprovados/as</span></div>
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</div>
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<span style="font-family: Arial,Helvetica,sans-serif;">para o CURSO DE EXTENSÃO UNIVERSITÁRIA EM EDUCAÇÃO DAS RELAÇÕES ÉTNICO-RACIAIS, na modalidade de Educação a Distância, nos Polos Cerro Azul, Dois Vizinhos, Goioerê, Ipiranga, Paranavaí e Palmeira.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Torna público também os candidatos que ficarão no cadastro de reserva nos distintos Polos.</span></div>
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</div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Os /as candidatos/as aprovados/as deverão entregar a documentação para matrícula nos respectivos Polos de inscrição, conforme Edital 03/2012, <b>até o dia 14 de maio de 2013.</b></span></div>
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<br />
<br />
<br />
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<div style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>POLO DOIS VIZINHOS</b></span></div>
<div style="text-align: center;">
<br /></div>
</div>
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</div>
<div data-canvas-width="75.45600224876404" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 405.827px; text-align: center; top: 257.947px; transform-origin: 0% 0% 0px; transform: scale(1.06276, 1);">
</div>
<div data-canvas-width="4.44800013256073" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 481.373px; top: 257.947px; transform-origin: 0% 0% 0px; transform: scale(1.112, 1);">
</div>
<div data-canvas-width="4.44800013256073" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 481.373px; top: 257.947px; transform-origin: 0% 0% 0px; transform: scale(1.112, 1);">
</div>
<div data-canvas-width="216.14848644172665" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 278.427px; transform-origin: 0% 0% 0px; transform: scale(1.01004, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">1. ALINE LUCHESE DOS SANTOS</span></div>
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</div>
<div data-canvas-width="119.04064354768751" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 297.307px; transform-origin: 0% 0% 0px; transform: scale(1.02621, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">2.CARLA MORGAN</span></div>
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</div>
<div data-canvas-width="277.7516882776449" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 316.067px; transform-origin: 0% 0% 0px; transform: scale(1.04027, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">3.CATIA LUIZA HOCHSCHEIDT MANDELLI</span></div>
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</div>
<div data-canvas-width="224.95104670406346" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 334.947px; transform-origin: 0% 0% 0px; transform: scale(1.03189, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">4.CLEOVANIZE ALBERTINA TOTTI</span></div>
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</div>
<div data-canvas-width="226.57024675231924" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 353.667px; transform-origin: 0% 0% 0px; transform: scale(1.0252, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">5.DEBORA FRANCIANE SANGALLI</span></div>
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</div>
<div data-canvas-width="227.46816677907933" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 372.387px; transform-origin: 0% 0% 0px; transform: scale(1.01548, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">6.DENILSON NOGUEIRA DA ROSA</span></div>
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</div>
<div data-canvas-width="254.21440757617938" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 391.267px; transform-origin: 0% 0% 0px; transform: scale(1.03761, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">7.DILMA HELENA ANDRADE SAMPAIO</span></div>
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</div>
<div data-canvas-width="148.96640443954468" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 409.987px; transform-origin: 0% 0% 0px; transform: scale(1.04172, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">8.EDITH HELMA MAIER</span></div>
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</div>
<div data-canvas-width="254.21440757617938" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 428.867px; transform-origin: 0% 0% 0px; transform: scale(1.03761, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">9.DILMA HELENA ANDRADE SAMPAIO</span></div>
<div data-canvas-width="4.44800013256073" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 443.613px; top: 427.587px; transform-origin: 0% 0% 0px; transform: scale(1.112, 1);">
</div>
<div data-canvas-width="46.29440137968063" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 291.907px; top: 447.587px; transform-origin: 0% 0% 0px; transform: scale(1.05215, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">10.EDITH HELMA MAIER</span></div>
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</div>
<div data-canvas-width="217.84128649217604" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 466.307px; transform-origin: 0% 0% 0px; transform: scale(1.02755, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">11.ELZA APARECIDA BUENOS LIS</span></div>
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</div>
<div data-canvas-width="202.88576604646676" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 485.187px; transform-origin: 0% 0% 0px; transform: scale(1.06223, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">12.EMIKO YAMANAKA KAKIZAKI</span></div>
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</div>
<div data-canvas-width="148.30400441980362" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 503.907px; transform-origin: 0% 0% 0px; transform: scale(1.02279, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">13.EUSTÉRIO LUIS VEIT</span></div>
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</div>
<div data-canvas-width="215.986566436901" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 522.787px; transform-origin: 0% 0% 0px; transform: scale(1.04341, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">14.FRANKLIN OLIVEIRA MIRANDA</span></div>
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</div>
<div data-canvas-width="194.8780858078194" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 541.533px; transform-origin: 0% 0% 0px; transform: scale(1.0203, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">15.GISLENE LUCIA BARZOTTO</span></div>
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</div>
<div data-canvas-width="329.19808981086703" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 560.253px; transform-origin: 0% 0% 0px; transform: scale(1.01604, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">16.GLORIA DAS NEVES CERQUEIRA VILA VERDE</span></div>
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</div>
<div data-canvas-width="199.63264594951625" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 579.133px; transform-origin: 0% 0% 0px; transform: scale(1.02376, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">17.GRACIELI ROBERTA SPEZIA</span></div>
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</div>
<div data-canvas-width="89.79200267601014" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 597.853px; transform-origin: 0% 0% 0px; transform: scale(1.02036, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">18.IONE BARTH</span></div>
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</div>
<div data-canvas-width="220.0198465571022" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 616.573px; transform-origin: 0% 0% 0px; transform: scale(1.02813, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">19.IVONETE INES LAZARIN BELLO</span></div>
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</div>
<div data-canvas-width="57.04000169992447" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 348.067px; top: 635.453px; transform-origin: 0% 0% 0px; transform: scale(1.03709, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">20.IVONETE SCHREINER SPIASSI</span></div>
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</div>
<div data-canvas-width="221.71264660755153" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 654.173px; transform-origin: 0% 0% 0px; transform: scale(1.01703, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">21.JACQUELINE GANZER SACCOL</span></div>
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</div>
<div data-canvas-width="209.3036862377357" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 673.053px; transform-origin: 0% 0% 0px; transform: scale(1.03105, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">22.JAILSON ARAÚJO CARVALHO</span></div>
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</div>
<div data-canvas-width="159.02016473917004" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 691.773px; transform-origin: 0% 0% 0px; transform: scale(1.03935, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">23.JAIME MIGUEL BORSA</span></div>
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</div>
<div data-canvas-width="278.6937683057212" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 710.493px; transform-origin: 0% 0% 0px; transform: scale(1.02086, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">24.JANETE APARECIDA CARBOLIN DUTRA</span></div>
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</div>
<div data-canvas-width="218.26816650489803" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 729.373px; transform-origin: 0% 0% 0px; transform: scale(1.02473, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">25.JANETE KROHN PARZIANELLO</span></div>
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</div>
<div data-canvas-width="123.04448366701126" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 748.133px; transform-origin: 0% 0% 0px; transform: scale(1.02537, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">26.JANICE GALLERT</span></div>
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</div>
<div data-canvas-width="130.4486438876724" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 767.013px; transform-origin: 0% 0% 0px; transform: scale(1.06925, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">27.JESSICA BIAVATTI</span></div>
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</div>
<div data-canvas-width="207.9052861960601" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 785.733px; transform-origin: 0% 0% 0px; transform: scale(1.03435, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">28.JOVELINA GASPAR DE SANTI</span></div>
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</div>
<div data-canvas-width="305.498889104576" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 804.453px; transform-origin: 0% 0% 0px; transform: scale(1.02516, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">29.JUCELAINE RIQUINHA GOSSLER SIQUEIRA</span></div>
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</div>
<div data-canvas-width="81.50464242902756" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 296.867px; top: 823.333px; transform-origin: 0% 0% 0px; transform: scale(1.00623, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">30.LISETE CLARA GRANETTO</span></div>
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</div>
<div data-canvas-width="315.33184939762094" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 842.053px; transform-origin: 0% 0% 0px; transform: scale(1.05111, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">31.LOURENI APARECIDA BASTIANI PARMIGIANI</span></div>
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</div>
<div data-canvas-width="167.01312497737885" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 860.933px; transform-origin: 0% 0% 0px; transform: scale(1.0061, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">32.LUCIANE SOKOLOWICZ</span></div>
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</div>
<div data-canvas-width="167.8080050010681" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 879.653px; transform-origin: 0% 0% 0px; transform: scale(1.04229, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">33.MARCIA MARA MERLAK</span></div>
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</div>
<div data-canvas-width="203.66592606971736" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 898.373px; transform-origin: 0% 0% 0px; transform: scale(1.05526, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">34.MARIA CECÍLIA VENDRAMINI</span></div>
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</div>
<div data-canvas-width="321.7350495884512" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 917.253px; transform-origin: 0% 0% 0px; transform: scale(1.00542, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">35.MARIA DE LOURDES STOCKMANN CARDOSO</span></div>
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</div>
<div data-canvas-width="149.0988844434929" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 935.973px; transform-origin: 0% 0% 0px; transform: scale(1.04265, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">36.MARIA HELENA ALFF</span></div>
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</div>
<div data-canvas-width="234.85760699930188" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 954.853px; transform-origin: 0% 0% 0px; transform: scale(1.04847, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">37.MARIA ISABEL CABRAL DA SILVA</span></div>
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</div>
<div data-canvas-width="239.46496713661185" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 973.6px; transform-origin: 0% 0% 0px; transform: scale(1.04115, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">38.MARIA NÚBIA MENON BOHACZUK</span></div>
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</div>
<div data-canvas-width="220.78528657991404" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 992.32px; transform-origin: 0% 0% 0px; transform: scale(1.03655, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">39.MARILENE DE FATIMA KUPFER</span></div>
<div data-canvas-width="220.78528657991404" data-font-name="Helvetica" dir="ltr" style="font-family: sans-serif; font-size: 14.72px; left: 189.147px; top: 992.32px; transform-origin: 0% 0% 0px; transform: scale(1.03655, 1);">
<div data-canvas-width="127.87264381090161" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 191.067px; transform-origin: 0% 0% 0px; transform: scale(1.03962, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">40.MARILEY REINERI</span></div>
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</div>
<div data-canvas-width="159.71200475978853" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 209.947px; transform-origin: 0% 0% 0px; transform: scale(1.0304, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">41.MARISTELA GNOATTO</span></div>
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</div>
<div data-canvas-width="215.01504640794747" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 228.667px; transform-origin: 0% 0% 0px; transform: scale(1.03872, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">42.MARLA OLIVEIRA DE ALMEIDA</span></div>
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</div>
<div data-canvas-width="180.04032536561965" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 247.387px; transform-origin: 0% 0% 0px; transform: scale(1.01146, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">43.MARLISE FIORI POLETTO</span></div>
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</div>
<div data-canvas-width="219.32800653648374" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 266.267px; transform-origin: 0% 0% 0px; transform: scale(1.05446, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">44.MARYSEZI SIQUEIRA DA SILVA</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">45.MYRNA AZEVEDO VALENTE</span></div>
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<div data-canvas-width="302.3635290111349" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 303.867px; transform-origin: 0% 0% 0px; transform: scale(1.01464, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">46.NADIR FERREIRA DE OLIVEIRA PESSATTO</span></div>
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<div data-canvas-width="215.97184643646233" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 322.627px; transform-origin: 0% 0% 0px; transform: scale(1.01874, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">47.NEUZIMAR TOCZEK DE SALES</span></div>
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<div data-canvas-width="206.84544616447434" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 341.347px; transform-origin: 0% 0% 0px; transform: scale(1.01894, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">48.NILVA BECKER DE ANDRADE</span></div>
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<div data-canvas-width="158.9318447365379" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 360.227px; transform-origin: 0% 0% 0px; transform: scale(1.10369, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">49.NÍLVIA IZABEL PAVANI</span></div>
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<div data-canvas-width="117.28896349548337" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 243.067px; top: 378.947px; transform-origin: 0% 0% 0px; transform: scale(1.01111, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">50.PAULO CEZAR MORAES</span></div>
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<div data-canvas-width="203.81312607410422" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 397.827px; transform-origin: 0% 0% 0px; transform: scale(1.02419, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">51.ROSA LUCIA SANTINI LOPES</span></div>
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<div data-canvas-width="216.6342464562033" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 416.547px; transform-origin: 0% 0% 0px; transform: scale(1.02186, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">52.ROSILEI APARECIDA BRUSCHI</span></div>
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<div data-canvas-width="232.28160692253107" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 435.267px; transform-origin: 0% 0% 0px; transform: scale(1.02327, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">53.ROSIMEIRE MOREIRA QUINTELA</span></div>
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<div data-canvas-width="211.07008629037853" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 454.147px; transform-origin: 0% 0% 0px; transform: scale(1.01966, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">54.SALETE TEREZINHA BONETTI</span></div>
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<div data-canvas-width="206.21248614561077" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 472.867px; transform-origin: 0% 0% 0px; transform: scale(1.04676, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">55.SAMARA ELISANA NICARETA</span></div>
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<div data-canvas-width="175.19744522129062" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 491.587px; transform-origin: 0% 0% 0px; transform: scale(1.0618, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">56.SAMARA SILVIA ANATER</span></div>
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<div data-canvas-width="122.27904364419935" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 510.467px; transform-origin: 0% 0% 0px; transform: scale(1.03626, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">57.SIRLEI MARTELLI</span></div>
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<div data-canvas-width="330.0076898349951" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 529.213px; transform-origin: 0% 0% 0px; transform: scale(1.01854, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">58.TEREZINHA APARECIDA DOS SANTOS RAMOS</span></div>
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<div data-canvas-width="50.32768149988174" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 464.093px; top: 548.093px; transform-origin: 0% 0% 0px; transform: scale(1.00655, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">59.VALTER ANDRE JONATHAN OSVALDO ABBEG</span></div>
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<div data-canvas-width="223.1116599825787" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 566.813px; transform-origin: 0% 0% 0px; transform: scale(1.02816, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">60.VANESSA CRSITINA RACHELLE</span><br />
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<div data-canvas-width="223.1116599825787" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 189.147px; top: 566.813px; transform-origin: 0% 0% 0px; transform: scale(1.02816, 1);">
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<div data-canvas-width="345.66401030158994" data-font-name="Helvetica" dir="ltr" style="font-size: 16px; left: 224.027px; text-align: center; top: 602.493px; transform-origin: 0% 0% 0px; transform: scale(1.03492, 1);">
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>CADASTRO RESERVA POLO DOIS VIZINHOS</b></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">ALCIONI MARTINELLI</span></div>
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<div data-canvas-width="176.13707191596026" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 113.472px; top: 665.533px; transform-origin: 0% 0% 0px; transform: scale(1.01813, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">BERNARDETE KLEINIBIG</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">ELISANGELA ANDREIA FRASSAO</span></div>
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<div data-canvas-width="106.89664318576811" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 113.472px; top: 699.293px; transform-origin: 0% 0% 0px; transform: scale(1.05838, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">EVA NIERATKA</span></div>
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<div data-canvas-width="186.70848556434632" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 113.472px; top: 716.253px; transform-origin: 0% 0% 0px; transform: scale(1.05485, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">EVANI LUISA FIORI ZARTH</span></div>
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<div data-canvas-width="185.00096551345823" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 113.472px; top: 733.053px; transform-origin: 0% 0% 0px; transform: scale(1.0221, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">JOELMA CABRAL ARAUJO</span></div>
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<div data-canvas-width="171.9737651252174" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 113.472px; top: 749.893px; transform-origin: 0% 0% 0px; transform: scale(1.02365, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">MARISA QUEVEDO DIAS</span></div>
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<div data-canvas-width="99.52192296598434" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 113.472px; top: 766.853px; transform-origin: 0% 0% 0px; transform: scale(1.01553, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">NEIDE COSTA</span></div>
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<div data-canvas-width="213.42528636056898" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 113.472px; top: 783.653px; transform-origin: 0% 0% 0px; transform: scale(1.01631, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">NISLEI TERESINHA STEFFLER</span></div>
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<div data-canvas-width="253.375367551174" data-font-name="Helvetica" dir="ltr" style="font-size: 14.72px; left: 113.472px; top: 800.613px; transform-origin: 0% 0% 0px; transform: scale(0.997541, 1);">
<span style="font-family: Arial,Helvetica,sans-serif;">ROSANE RODRUGUES DE CAMPOS</span><br />
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<u><b><span style="font-family: Arial,Helvetica,sans-serif;">PARA A REALIZAÇÃO DA MATRÍCULA O CANDIDATO TERÁ QUE TRAZER NO POLO OS SEGUINTES DOCUMENTOS:</span></b></u></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span><span style="font-family: Arial,Helvetica,sans-serif;">Fotocópia do CPF, carteira de identidade, comprovante de residência, contracheque e /ou folha de contrato de trabalho e declaração de tempo de exercício de magistério em sala de aula. </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Aqueles que não apresentarem as cópias referidas serão eliminados e haverá novas chamadas para o preenchimento de vagas. </span></div>
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Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com1tag:blogger.com,1999:blog-465571347886198079.post-4329271589627492112013-04-25T06:27:00.001-07:002013-04-25T06:27:08.046-07:00Passo a passo para preencher o requerimento de devolução da taxa de inscrição<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCaOUV5qT-m7HT9BJmUjSyIlsF21ojcMsDyfbNLUPt3lEAEmHYJkAecDveN09pzwLWSbn-7IjPgrfaWhKj_P6EswhUYbDnskzqOw9wpG3xa03KonCTMP31MAiZEI7meVYJWHlCXX5qOH4/s1600/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="173" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCaOUV5qT-m7HT9BJmUjSyIlsF21ojcMsDyfbNLUPt3lEAEmHYJkAecDveN09pzwLWSbn-7IjPgrfaWhKj_P6EswhUYbDnskzqOw9wpG3xa03KonCTMP31MAiZEI7meVYJWHlCXX5qOH4/s320/1.png" width="320" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Primeiramente clicar no link </span></span><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"><span style="color: red;"><span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.unicentro.br/uab/pnap"><span style="font-size: small;">www.unicentro.br/uab/pnap</span></a><span style="font-size: small;"><span style="color: black;"><span style="font-size: small;">,</span> após a tela acima será exibida, em seguida clicar no "Menu do candidato" localizado a esquerda.</span></span></span><b> </b></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"> Logo a seguinte tela será exibida:</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD5edG4_evEiwtB3d1tkCyZDosJmPTb0Y_ZTD9C1u02WnAGsEL6hijvvaTL2CTsmOA9VoBBrTevyfpHD8rDSDvv7Dd5LiAkNTVhwMlniR8LaiPjV7qKBa3BcNKkHzwXP3om353vyncswI/s1600/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD5edG4_evEiwtB3d1tkCyZDosJmPTb0Y_ZTD9C1u02WnAGsEL6hijvvaTL2CTsmOA9VoBBrTevyfpHD8rDSDvv7Dd5LiAkNTVhwMlniR8LaiPjV7qKBa3BcNKkHzwXP3om353vyncswI/s320/2.png" width="320" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"> Preencher os campos CPF e SENHA, que foi criada no momento da inscrição, caso tenha esquecido a senha pode clicar em "Esqueci minha senha" e recuperar a mesma. </span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Logo a seguinte tela será exibida:</span></div>
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<br />Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-44082222682092813052013-04-12T12:56:00.000-07:002013-04-22T11:42:37.336-07:00ATUALIZAÇÃO DO EDITAL POSTADO PELA UNICENTRO <!--[if !mso]>
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<b><span style="font-family: "Arial","sans-serif";">UNIVERSIDADE ESTADUAL DO CENTRO OESTE
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<b><span style="font-family: "Arial","sans-serif";">MINISTÉRIO DA EDUCAÇÃO- MEC</span></b></div>
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<b><span style="font-family: "Arial","sans-serif";">COORDENAÇÃO UNIVERSIDADE ABERTA DO
BRASIL -<span style="mso-spacerun: yes;"> </span>UAB </span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; mso-bidi-font-family: Arial-BoldMT; mso-fareast-font-family: Arial-BoldMT;">CANCELAMENTO DO PROCESSO DE SELEÇÃO D</span></b><b><span style="font-family: "Arial","sans-serif";">E ALUNOS PARA O CURSO DE
ESPECIALIZAÇÃO EM GESTÃO EM ORGANIZAÇÕES DE SAÚDE, GESTÃO PÚBLICA E GESTÃO
PÚBLICA MUNICIPAL, MODALIDADE A DISTÂNCIA, DO POLO DE APOIO PRESENCIAL DO
MUNICÍPIO DE DOIS VIZINHOS</span></b></div>
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<b><span style="font-family: "Arial Black","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: "Arial Black";">TORNA PÚBLICO</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
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<span style="font-family: "Arial","sans-serif";">O CANCELAMENTO DO </span><b><span style="font-family: "Arial","sans-serif"; mso-bidi-font-family: "Arial Black";">PROCESSO
SELETIVO DE ALUNOS</span></b><span style="font-family: "Arial","sans-serif";">,
para o Curso de Pós-Graduação <i>lato sensu,</i> em </span><b><span style="font-family: "Arial","sans-serif"; mso-bidi-font-family: "Arial Black";">GESTÃO
EM ORGANIZAÇÕES DE SÁUDE, GESTÃO PÚBLICA e GESTÃO PÚBLICA MUNICIPAL</span></b><span style="font-family: "Arial","sans-serif";">, modalidade a distância, vinculado a
Chamada para Articulação de Cursos no Sistema Universidade Aberta do Brasil
2013 – n. 19/2012, do </span><b><span style="font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Arial Black";">POLO DE APOIO PRESENCIAL DO MUNICÍPIO DE
DOIS VIZINHOS</span></b><b><span style="font-family: "Arial","sans-serif";">, </span></b><span style="font-family: "Arial","sans-serif";">que seria desenvolvido em convênio com
o Ministério da Educação - MEC, Secretaria de Educação a Distância – SEED e
Universidade Aberta do Brasil - UAB/ CAPES.</span></div>
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<b><span style="font-family: "Arial","sans-serif";">1 - DAS DISPOSIÇÕES INICIAIS RELACIONADAS
AO PROCESSO DE SELEÇÃO DE ALUNOS PARA O CURSO DE ESPECIALIZAÇÃO EM GESTÃO EM
ORGANIZAÇÕES DE SAÚDE, GESTÃO PÚBLICA E GESTÃO PÚBLICA MUNICIPAL, MODALIDADE A
DISTÂNCIA, DO POLO DE APOIO PRESENCIAL DO MUNICÍPIO DE DOIS VIZINHOS</span></b><b><span style="font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"></span></b></div>
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<div class="MsoNormal" style="line-height: 150%; margin-left: .8pt; mso-list: l0 level2 lfo1; tab-stops: 32.25pt list 54.0pt; text-align: justify; text-indent: 0cm;">
<span style="color: black; font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.1<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">A
C<span style="color: black;">oordenação UAB/MEC-UNICENTRO, no uso de suas
atribuições legais, torna público o<b> cancelamento do processo seletivo de
alunos para o curso de especialização em Gestão em Organizações de Saúde,
Gestão Pública e Gestão Pública Municipal, modalidade a distância, do polo de
apoio presencial do Município de Dois vizinhos,</b> </span></span><span style="color: black; font-family: "Arial","sans-serif"; mso-fareast-font-family: ArialMT;">vinculado a Chamada para Articulação de Cursos no Sistema
Universidade Aberta do Brasil 2013 DED/CAPES – n. 19/2012, tendo em vista que
por determinação da DED/CAPES/MEC, o Polo de Apoio Presencial de Dois Vizinhos
não poderá receber cursos novos de nenhuma Instituição Pública de Ensino
Superior, até que o mesmo seja avaliado por Comissão Verificadora, o que deverá
acontecer no segundo semestre de 2013. </span><span style="font-family: "Arial","sans-serif";">Diante
do exposto, por ora está cancelada a oferta dos cursos acima descritos.</span><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"></span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.2<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">Os alunos previamente
selecionados que figuram na lista em anexo a este edital pode pedir
transferência para os outros polos <span style="mso-spacerun: yes;"> </span>polos
de apoio presencial, a saber:</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.2.1 </span></span><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">Curso de Gestão Pública
Municipal: Polo de Apucarana, São Mateus, Palmital.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.2.2 </span></span><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">Curso de Gestão Pública:
Polo de Apucarana, São Mateus, Palmital</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.2.3 </span></span><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">Curso de Gestão em
Organizações de Saúde: Polo de Apucarana, São Mateus, </span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">1.3.<b><span style="color: red;"> Para solicitar transferência o aluno deve enviar <i style="mso-bidi-font-style: normal;">email</i> para a Coordenação Geral dos
Cursos no seguinte endereço <a href="mailto:pnap.unicentro@yahoo.com.br">pnap.unicentro@yahoo.com.br</a>. O pedido de transferência para um dos POLOS ( Polo de Apucarana, Polo de Ivaiporã, Polo de Palmital e Polo de São Mateus do Sul), deverá ser efetivado até o dia 28 de abril, IMPRETERIVELMENTE. </span></b></span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">1.4<span style="mso-spacerun: yes;">. Os endereços dos Polos em que o aluno poderá optar pela sua transferência são os seguintes:</span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE39mGIAfnrkp6J-ud6U7eEyC4_7QKH3DVdwJyMf-BokNKrae755rGWvDujs6KCoBJdmWClzzH6ZAfcxC3OC3_UnMuoBzvQ-w_kzhoBHJmfyUbmliKbixqJpfbtHdLk9KSx7YYDnT6go8/s1600/Sem+t%C3%ADtulo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="85" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE39mGIAfnrkp6J-ud6U7eEyC4_7QKH3DVdwJyMf-BokNKrae755rGWvDujs6KCoBJdmWClzzH6ZAfcxC3OC3_UnMuoBzvQ-w_kzhoBHJmfyUbmliKbixqJpfbtHdLk9KSx7YYDnT6go8/s400/Sem+t%C3%ADtulo.png" width="400" /></a></div>
<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> <span style="color: red;"><b>1.5. </b></span></span><span style="color: red;"><b>O aluno que não
solicitar transferência pode solicitar o ressarcimento do valor de sua
inscrição mediante requerimento constante, no endereço <a href="http://www.unicentro.br/uab/pnap">www.unicentro.br/uab/pnap</a></b></span></span><br />
<span style="color: red;"><b><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"> 1.5.1 O ressarcimento do valor da "Tarifa de Inscrição", será efetuado mediante requerimento disponibilizado no endereço </span></b></span><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"><span style="color: red;"><b><a href="http://www.unicentro.br/uab/pnap">www.unicentro.br/uab/pnap</a>. O interessado deverá optar entre uma das formas de ressarcimento disponibilizadas no requerimento, especificadas a seguir</b></span>: </span><br />
<b><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">1.5.2 DEVOLUÇÃO DO DINHEIRO DA INSCRIÇÃO VIA DEPÓSITO BANCÁRIO:</span></b><br />
<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">Nome do beneficiado:________________________________</span><br />
<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">CPF_____________________________________________</span><br />
<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">C/c______________________________________________</span><br />
<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">Agência___________________________________________</span><br />
<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">Nome do Banco____________________________________</span><br />
<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">1.5.3 </span><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"><b><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">DEVOLUÇÃO DO DINHEIRO DA INSCRIÇÃO VIA ORDEM DE PAGAMENTO:</span></b></span><br />
<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">Nome do beneficiado:________________________________</span><b><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"> </span></b></span><br />
<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">CPF_____________________________________________</span></span><br />
<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">Agência central da caixa econômica federal do município de _______________________________</span></span><br />
<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">Número da agência__________________________________</span></span><br />
<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";"><b><span style="color: red;">1.6. O ressarcimento do valor da "tarifa de inscrição", deverá ser solicitado no prazo de até 60 dias, a contar da data de PUBLICAÇÃO deste EDITAL( EDITAL No 025/2013 - UAB/MEC- UNICENTRO).</span></b> </span> </span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-font-family: "Times New Roman";">1.7. Informamos que logo que esta situação de pendência no Polo de
Apoio Presencial de Dois Vizinhos seja resolvida estaremos realizando nova
articulação para a oferta dos cursos supracitados, neste município e, a
prioridade para inscrição será dos alunos que se inscreveram para a oferta
2013.</span></div>
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<br /></div>
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<br /></div>
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<b><span style="font-family: "Arial","sans-serif";">2 - DAS DISPOSIÇÕES FINAIS</span></b><span style="color: black; font-family: "Arial","sans-serif";"></span></div>
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<br /></div>
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<b><span style="color: black; font-family: "Arial","sans-serif";">2.1</span></b><span style="color: black; font-family: "Arial","sans-serif";"> </span><span style="color: black; font-family: "Arial","sans-serif"; mso-bidi-language: PT-BR; mso-fareast-font-family: "Lucida Sans Unicode"; mso-fareast-language: PT-BR;">Os documentos
apresentados para pontuação do currículo dos candidatos inscritos <span style="background-color: white;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">no Processo Seletivo de alunos para os Cursos de
Especialização nas áreas de Gestão em Organizações de Saúde, Gestão Pública e
Gestão Pública Municipal, modalidade a distância, INSCRITOS no<span style="mso-spacerun: yes;"> </span>POLO DE APOIO PRESENCIAL DO MUNICÍPIO DE DOIS
VIZINHOS, </span>poderão ser retirados pelo próprio candidato ou por terceiros,
devidamente autorizados, até 60 dias contados da publicação deste Edital, </span></span><span style="background-color: white;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black; font-family: "Arial","sans-serif";">no Polo
de Apoio Presencial do Município de Dois Vizinhos.</span><span style="color: black; font-family: "Arial","sans-serif";"> <b><span style="mso-spacerun: yes;"> </span></b></span></span></div>
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<b><span style="color: black; font-family: "Arial","sans-serif";">2.2 O Polo está localizado
no seguinte endereço:</span></b><b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 150%;"></span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">POLO</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">ENDEREÇO</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Dois
Vizinhos </span></b><b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: Arial;"></span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: Arial;"><span style="mso-spacerun: yes;"> </span></span></b><b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Rua Dedi Barachelo
Montagner nº 520 Centro<span style="mso-spacerun: yes;"> </span>-<span style="mso-spacerun: yes;"> </span>Tel.: (046) 3536 1538</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; mso-bidi-language: PT-BR; mso-fareast-font-family: "Lucida Sans Unicode"; mso-fareast-language: PT-BR;">2.3 </span></b><span style="font-family: "Arial","sans-serif"; mso-bidi-language: PT-BR; mso-fareast-font-family: "Lucida Sans Unicode"; mso-fareast-language: PT-BR;">Permanecem em vigor os
demais dispositivos constantes do EDITAL Nº 001/2013 - UAB/MEC – UNICENTRO, e
os casos omissos serão resolvidos pela Comissão Avaliadora, sendo que, do
processo seletivo não se permite recurso. </span><br />
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Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-10863234289250686432013-04-08T07:04:00.003-07:002013-04-08T07:22:47.833-07:00<h1>
229 alunos recebem diplomas e colocam ponto final no caso Iesde/Vizivali</h1>
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<span style="font-size: xx-small;">Após a colação de grau coletiva, os formandos receberam os certificados e
foram cumprimentados um a um pelo vice-governador e paraninfo da turma,
Flávio Arns, e pelo reitor da Unicentro, Aldo Nelson Bona. </span><br />
<span style="font-size: xx-small;"><br /></span>
<span style="font-size: xx-small;"><br /></span>
O longo tempo de espera justificou a emoção dos 229 formandos do
curso complementar de Pedagogia oferecido pelo Polo da Universidade
Aberta do Brasil de Dois Vizinhos, através da Universidade Estadual do
Centro Oeste (Unicentro). Os formandos são egressos do Programa Especial
de Capacitação para Docência dos Anos Iniciais e Educação Infantil,
oferecido entre os anos de 2002 e 2004 pela Faculdade Vizivali, de Dois
Vizinhos, em parceria com o Iesde. O fato é que até então, devido a
irregularidades nas certificações e regularização do Mec na época, os
estudantes ainda não haviam recebido os diplomas, e portanto, não
poderiam exercer atividades como pedagogos.<br />
A oferta do curso através do Polo UAB e Unicentro, foi a alternativa
encontrada depois de anos de discussão e polêmicas. Na verdade, desde
que assumiu o governo do Estado juntamente com o governador Beto Richa
(PSDB), o vice e secretário estadual da Educação, Flávio Arns, declarou a
intenção de auxiliar na solução do episódio.<br />
Enfim, a formatura foi realizada na noite de sexta-feira, 5, no
Centro Cultural de Dois Vizinhos. Flávio Arns, escolhido como paraninfo
da turma, esteve presente, juntamente com o reitor da Unicentro, Aldo
Nelson Bona, que comandou a solenidade de colação de grau. Também
acompanharam à solenidade a secretária Municipal de Educação, Tânia
Nicaretta; o prefeito Raul Isotton (PMDB), a coordenadora local do Polo
UAB, Leda Ferrari; o presidente da Câmara de Vereadores, Ezequias Hein
Skubi (PP); o chefe do Núcleo Regional de Educação, professor Nivaldo
Florentino; e a deputada estadual Rose Litro (PSDB). Prefeitos,
vices-prefeitos e vereadores de vários municípios da microrregião também
estiveram presentes.<br />
Às 19h50, o reitor da Unicentro declarou aberta a solenidade de
colação de grau. Durante seu discurso, elogiou a luta dos professores
pela solução do caso e o comprometimento de Flávio Arns com a causa.
"Acabou a espera. Na noite de hoje, vocês receberão o diploma
devidamente reconhecido, que habilita plenamente o exercício da docência
em qualquer estabelecimento de ensino. Este momento só foi possível
porque alguém com muita vontade política e preocupado com a solução
deste fato correu atrás. E sabemos que por liderança de Flávio Arns
encontramos definitivamente a solução para esta história", declarou.<br />
Logo em seguida, após os juramentos, os formandos colaram grau
coletivamente e receberam os certificados e históricos escolares. Também
foram cumprimentados um a um pelo reitor Aldo Nelson Bona e pelo
secretário Flávio Arns.<br />
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<b>Fonte: http://www.jornaldebeltrao.com.br/geral/229-alunos-recebem-diplomas-e-colocam-ponto-final-no-caso-iesdevizivali-108220/# </b><br />
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Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-24254504556078788442013-04-01T11:37:00.001-07:002013-04-01T11:37:14.104-07:00<br />
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CAROS ALUNOS, INFORMAMOS QUE A CERTIDÃO DE CONCLUSÃO DA PÓS GRADUAÇÃO EM MIDIAS NA EDUCAÇÃO JA SE ENCONTRA NO POLO PARA RETIRADA. </div>
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<span style="font-size: small;">Os nomes serão atualizados frequentemente conforme vamos recebendo da</span> UNICENTRO<br />
<br />Alunos(as):<br />
<br />
Claudete Aparecida Bragas <br />
Maurício Bennemann <br />
Simone Zamperon<br />
Vera Marta Thomas CrestaniPolo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-76065507750755008912013-03-21T05:29:00.001-07:002013-03-21T09:46:23.673-07:00<h2 style="text-align: center;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: large;">Formatura da primeira turma do P<span style="font-size: large;">o</span>lo UAB de Dois Vizinhos vai acontecer dia 05 de abril<span style="font-size: large;"> de 2013</span></span></span></h2>
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Vai acontecer no dia 05 de abril, no Centro Cultural Arte e Vida em Dois Vizinhos, a primeira formatura do polo local da Universidade Aberta do Brasil UAB. A turma é de Pedagogia e conta com cerca de 250 formandos. O curso foi uma oferta especial direcionada aos alunos que tiveram problemas no reconhecimento do diploma no curso de modalidade a distância oferecido pela faculdade Vizivali. Depois de um longo tempo para encontrar uma solução, finalmente os alunos terão reconhecido seus esforços. A formatura começará às 19 horas, mas os alunos formandos deverão estar no Centro Cultural às 17 horas. Além de várias autoridades, a solenidade contará com a presença do vice-governador do Paraná - Flávio Arns. Na última quinta-feira (14), a Secretária de Educação de Dois Vizinhos - Professora Tânia Nicaretta, a coordenadora do polo de Dois Vizinhos - professora Leda Maria Ferrari e o assessor de comunicação social da prefeitura - Cleiton Basso estiveram na UNICENTRO em Guarapuava, onde participaram de uma reunião para organizar a formatura. Na oportunidade, a professora Maria Aparecida Crissi Knuppel coordenadora da UAB/UNICENTRO falou da solenidade de Dois Vizinhos e outras oito formaturas que acontecerão nos demais pólos da UAB, destacando a alegria de estar contemplando com o diploma que tem validade nacional em pedagogia aos cerca de 1600 formandos.</div>
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(Foto Legenda) Tânia Nicaretta, Secretária de Educação de Dois Vizinhos e a coordenadora do polo local da UAB, professora Leda Ferrari com a coordenadora da UAB/UNICENTRO, Maria Aparecida e auxiliares.</div>
Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-5847086473403573362013-03-15T07:00:00.001-07:002013-03-15T07:00:02.038-07:00<div class="separator" style="clear: both; text-align: center;">
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CAROS ALUNOS SEGUE CONVITE PARA FORMATURA DO CURSO DE PEDAGOGIA OFERTA ESPECIAL, QUE SERÁ NO DIA 05 DE ABRIL DE 2013 NO LOCAL: CENTRO CULTURAL ARTE E VIDA- AVENIDA PREF. DEDI BARICHELO MONTAGNER, 760.</div>
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<b>LEMBRAMOS QUE NESTE DIA TERÃO QUE ESTAR PRESENTE NO LOCAL AS 17h PARA ENSAIO</b>. CADA FORMANDO PODERÁ TRAZER SOMENTE UM CONVIDADO DEVIDO AO ESPAÇO FÍSICO DO LOCAL. CONFORME O COMBINADO OS FORMANDOS DEVERÃO USAR CALÇA/SAIA PRETA E CAMISA BRANCA. </div>
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Ficamos a disposição, qualquer dúvida entrar em contato pelo telefone (046) 3536-3399/ 3536-1538.</div>
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<br />Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-54156797567874302952013-03-15T04:43:00.001-07:002013-03-15T04:43:51.328-07:00<br />
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<b>PRORROGAÇÃO PARA SELEÇÃO DE ALUNOS PARA O CURSO DE EXTENSÃO UNIVERSITÁRIA EM EDUCAÇÃO DAS RELAÇÕES ÉTNICO-RACIAIS</b></div>
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As inscrições estão prorrogadas até 24 de março de 2013<b> </b></div>
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Segue o link de acesso do edital:<b> </b><span style="color: blue;"><i>http://www.nead.ufpr.br/files/edital/Editais_2013/edital%20016_2013_NEAB_alunos.pdf</i></span></div>
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<span style="color: blue;"><i> </i></span> </div>
Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-23470827591549949632013-03-15T04:33:00.003-07:002013-03-15T04:33:52.227-07:00<div style="text-align: center;">
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<b>HOMOLOGAÇÃO DE INSCRIÇÃO PARA SELEÇÃO DE ALUNOS/AS PARA O CURSO DE EXTENSAO UNIVERSITÁRIA EM EDUCAÇÃO DAS RELAÇÕES ÉTNICO-RACIAIS</b> </div>
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Segue o link de acesso da lista<b>:</b><i><span style="color: #3d85c6;"> <span style="color: blue;">http://www.cipead.ufpr.br/files/edital/Editais_2013/edital%20017_2013_NEAB_alunos.pdf </span></span></i></div>
Polo UAB Dois Vizinhoshttp://www.blogger.com/profile/14304051157118416744noreply@blogger.com0tag:blogger.com,1999:blog-465571347886198079.post-13101624582598778582013-02-21T06:11:00.001-08:002013-02-21T06:11:05.417-08:00<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Sábado dia 16/02 ocorreu no Polo UAB Dois Vizinhos 1º Encontro Presencial da Especialização em Coordenação Pedagógica com a presença dos Professores da UFPR Mariana Taques e Paulo Giareta.</span></span></b><br />
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