tag:blogger.com,1999:blog-30851077836592326352024-02-20T21:09:56.314-08:00Moia - Olival à LupaMoiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.comBlogger75125tag:blogger.com,1999:blog-3085107783659232635.post-91626787101159752152012-06-29T07:41:00.002-07:002012-06-29T07:43:12.484-07:00UM CASO DE...<br />
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<span style="color: black; font-size: 12pt; line-height: 115%;">As reticencias são o espaço
aberto à sua conclusão que haverá de tirar, depois de vos contar como por aqui,
na Assembleia de Freguesia do Olival, se
vivem e praticam os desígnios da transparência e da verdade. Na realidade a
reincidência nos erros que motivaram o
nosso <a href="http://moia-olival.blogspot.pt/2010/05/o-grupo-moia-viuse-obrigado-protestar.html" target="_blank">protesto</a> feito em 2010 é frequente. O Moia, continua a ser confrontado
com atas parciais, desleais e inventadas, feitas ao gosto do presidente da
Assembleia, onde a sua subjetividade impera deixando de lado a objetividade,
indo ao ponto de escamotear a realidade
dos factos.</span><br />
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<span style="color: black; font-size: 12pt; line-height: 115%;">Mas terei que voltar atrás
no tempo, ao dia da<a href="http://moia-olival.blogspot.pt/2012/04/reuniao-da-assembleia-de-freguesia.html" target="_blank"> reunião da Assembleia</a> em que nos foi referido um <a href="http://moia-olival.blogspot.pt/2012/06/protocolo-de-delegacao-de-atos-de.html" target="_blank">protocolo</a>
(e não apresentado), onde basicamente se definia a transferência de uma verba
do município para a freguesia pela prestação de um serviço. Entrados no ponto
da agenda sobre o dito protocolo, denunciámos a situação caricata de
pretenderem pôr à votação um documento que não havia sido distribuído, como
mandam as regras elementares, e de todos oficialmente desconhecido. O MOIA porque
previamente se tinha munido do documento, socorrendo-se dos instrumentos
camarários oficialmente disponíveis, levantou algumas dúvidas relativamente à
forma e ao conteúdo do mesmo. </span></div>
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<span style="color: black; font-size: 12pt; line-height: 115%;">Constatando-se a ausência do
documento e face às dúvidas e anomalias detetadas e denunciadas pelo MOIA, foi
decidido por unanimidade que fosse diligenciada a retificação do texto junto da Câmara pelo presidente da
Junta, tendo terminado a reunião.</span><br />
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<span style="color: black; font-size: 12pt; line-height: 115%;">Novo episódio no dia 17 de
Junho, domingo, pelas 09h30, reunião informal, para assinatura da <a href="http://moia-olival.blogspot.pt/2012/06/assembleia-de-freguesia-ata-de-reuniao.html" target="_blank">ata</a> da
reunião de Abril.</span><br />
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<span style="color: black; font-size: 12pt; line-height: 115%;">No dia 25 de Junho <a href="http://moia-olival.blogspot.pt/2012/06/reuniao-da-assembleia-de-freguesia.html" target="_blank">nova reunião</a>, em que a determinada altura, um elemento do Moia questionou a
retificação do protocolo ao que nos é respondido que era assunto resolvido. Prontamente
questionei o presidente da assembleia e a própria assembleia do momento e das
circunstâncias da votação do dito protocolo e da votação de aprovação da dita
retificação. De forma exaltada, o presidente da Assembleia exibiu a ata, onde
consta a aprovação do protocolo por
unanimidade.</span><br />
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<span style="color: black; font-size: 12pt; line-height: 115%;">Senti-me enganado e alguém
se sentiu vitorioso! De um lado a minha ingenuidade e boa fé e do outro o
silencio dos colegas, a satisfação do executivo e o ego sobranceiro e doentio do
Sr. Presidente da Assembleia. Para o futuro fica a total incapacidade deste senhor em desempenhar
o cargo para que foi indigitado, incapaz de observar e defender os princípios
básicos da verdade e da transparência no órgão que deveria ser o baluarte de
defesa da Freguesia do Olival. Mas não,
está visto que este senhor vê na presidência da Assembleia um baluarte seu de
autopromoção, em que tudo é dele até a prerrogativa de redigir as atas,
ignorando os secretários.</span><br />
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<span style="color: black; font-size: 12pt; line-height: 115%;">Para mim foi e é vergonhoso,
Sr. Carlos Justo!...</span></div>
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<span style="color: black; font-size: 12pt; line-height: 115%;">Pedro Oliveira</span></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com3tag:blogger.com,1999:blog-3085107783659232635.post-618526109461004892012-06-29T02:45:00.001-07:002012-06-29T02:46:19.661-07:00PROTOCOLO DE DELEGAÇÃO DE ATOS DE COMPETÊNCIA DO MUNICÍPIO DE OURÉM NA FREGUESIA DO OLIVAL - "DINAMIZAÇÃO E FUNCIONAMENTO DE BALCÕES DESCENTRALIZADOS"<div class="separator" style="clear: both; text-align: center;">
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<br />Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com5tag:blogger.com,1999:blog-3085107783659232635.post-35080398845614225672012-06-27T07:38:00.003-07:002012-07-10T13:39:33.966-07:00ASSEMBLEIA DE FREGUESIA - ATA DE REUNIÃO<div class="separator" style="clear: both; text-align: center;">
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<br />Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com7tag:blogger.com,1999:blog-3085107783659232635.post-40177035666916671912012-06-19T18:16:00.001-07:002012-06-21T00:44:27.263-07:00REUNIÃO DA ASSEMBLEIA DE FREGUESIA<div style="text-align: justify;">
<b><img alt="" 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" /></b></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-36666183213645839002012-06-01T17:56:00.000-07:002012-06-01T19:23:20.027-07:00UM CONTRIBUTO PARA O DESENVOLVIMENTO DO OLIVAL<br />
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<span style="font-size: large;">Após um período de aparente silêncio que uns julgaram tratar-se de desânimo, outros de desistência, aqui está de novo o MOIA para dizer que se mantêm igual a si próprio, e que se tem mantido sempre atento , com sentido crítico construtivo e a exercer a ação fiscalizadora como é seu dever resultante do facto de ser parte integrante da Assembleia de Freguesia.</span></div>
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<span style="font-size: large;">Este período foi também um período de reflexão sobre o Olival face à crise generalizada e ações possíveis e exequíveis neste contexto de crise como contributo para o desenvolvimento da Freguesia.</span></div>
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<span style="font-size: large;">Resultou desta reflexão, a elaboração de um documento com algumas ações concretas que, sob a forma de proposta, apresentámos em 31 de Maio de 2012 à Junta de Freguesia do Olival, tendo o executivo assumido o compromisso de a estudar e, posteriormente, fazer chegar ao MOIA o resultado da sua apreciação.</span></div>
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<span style="font-size: large;">O MOIA aguarda enquanto transcreve o referido documento:</span></div>
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<span style="font-size: large;"><b>UM CONTRIBUTO PARA O DESENVOLVIMENTO DO OLIVAL (PROJETO)</b></span></div>
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<ol>
<li><span style="font-size: large;"><b>1.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></b><b>INTRODUÇÃO</b></span></li>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Pretende este
plano ser uma porta de oportunidades, uma montra das atividades e ainda um
motor de arranque para a concretização de espetativas da população da
freguesia do Olival, dinamizando de forma vertical os extratos sócio
financeiros de todas as localidades. </span></div>
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<span style="font-size: large;">Visa atingir todas as camadas
sociais, direta ou indiretamente e proporcionar uma melhoria real nos orçamentos
mensais.</span></div>
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<ol>
<li><span style="font-size: large;"><b>2.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></b><b>OBJECTIVOS</b></span></li>
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<span style="font-size: large;">São
objetivos concretos criar alternativas financeiras ao desemprego, refrescar e
incentivar a capacidade empreendedora dos empresários locais, promover a
divulgação dos produtos locais e dinamizar a sua comercialização e, ainda, não
menos importante, desenvolver e divulgar a freguesia do Olival como centro
aglutinador de sinergias.</span></div>
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<li><span style="font-size: large;"><b>3.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></b><b>TIMING</b></span></li>
</ol>
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<span style="font-size: large;">O projeto com
inicio em Julho de 2012, teria já relevância no aniversário da vila do Olival,
em agosto, e prolongar-se-ia ao longo do(s) ano(s), com a concretização das
atividades que se enunciam.</span></div>
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<ol>
<li><span style="font-size: large;"><b>4.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></b><b>ACTIVIDADES</b></span></li>
</ol>
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<ul>
<li><span style="font-family: Symbol; font-size: large;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="font-size: large;"><b>Mercado
de trocas / base de banco de horas</b></span></li>
</ul>
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<span style="font-size: large;">Reveste-se de
extrema importância, nestes tempos de crise, com o desemprego sempre a aumentar
e as pessoas, infelizmente com muito tempo disponível, valorizar a sua produção caseira/familiar. </span></div>
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<span style="font-size: large;">Através de uma
base de dados informática com duas vertentes: produto/ oferta e produto /procura
“versus” base de banco de horas. Pretende-se dinamizar a troca de produtos e de
serviços locais; exemplo: troca de um borrego por “x” horas a rachar lenha; a
troca de um pato por um casal de frangos, etc… etc.</span></div>
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<span style="font-size: large;">As pessoas ao
introduzirem as fichas de inscrição com o produto /oferta e ou produto
/procura, terão acesso a uma listagem com os contactos a que correspondem os
produtos oferta/procura.</span></div>
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<span style="font-size: large;">O valor a
atribuir a cada produto resultará sempre do contacto dos interessados, sendo
entre eles acordado, mantendo-se sempre a entidade organizadora/gestora da base
de dados afastada e alheada da troca (</span><span style="font-size: large; line-height: 115%;">negócio)</span><span style="font-size: large;"> em si.</span></div>
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<span style="font-size: large;">Como forma de
manter a base de dados atualizada, as inscrições terão um prazo de validade de 15
dias, podendo ao fim deste período ser renovadas/revalidadas.</span></div>
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<span style="font-size: large;">Como
prolongamento e ponto alto desta atividade, poder-se-ia realizar, mensalmente
um mercado de trocas no Olival.</span></div>
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<li><span style="font-family: Symbol; font-size: large;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="font-size: large;"><b>Mostra de
produtos locais </b></span></li>
</ul>
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<span style="font-size: large;">Certame de
apresentação de produtos produzidos na freguesia, integrado nas celebrações do
aniversário da vila do Olival ou coincidente com a feira do Adro. É a
oportunidade para os empresários apresentarem os seus produtos localmente e
promoverem a sua divulgação para o exterior.</span></div>
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<span style="font-size: large;">Para apoiar esta
divulgação seria criada uma pequena revista gratuita<a href="http://www.blogger.com/blogger.g?blogID=3085107783659232635" name="_GoBack"></a> com
todos os aderentes/intervenientes no certame. A localização do evento poderia
ser no ringue, dentro de uma tenda gigante ou, em alternativa, para diminuição
de custos, em dois ou três pavilhões, eventualmente, cedidos por alguma empresa.
Os custos dos expositores seriam da responsabilidade das empresas interessadas
e os custos da revista seriam suportados pelos intervenientes.</span></div>
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<ul>
<li><span style="font-family: Symbol; font-size: large;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="font-size: large;"><b>Palestras empresariais</b></span></li>
</ul>
</div>
<div class="MsoNormal" style="margin-left: 2cm; text-align: justify;">
<span style="font-size: large;">Duas ou três
palestras dirigidas à capacidade dinâmica dos empresários subordinadas a temas
como, por exemplo, empreendedorismo, fiscalidade empresarial, apoios
governamentais, testemunhos empresariais, etc…</span></div>
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<ul>
<li><span style="font-family: Symbol; font-size: large;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="font-size: large;"><b>Palestras
saúde </b></span></li>
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<span style="font-size: large;">O bem-estar
social como objetivo primeiro e as palestras como agentes preventivos, tais
como: podologia, saúde oral, nutrição, diabetes, violência doméstica, etc…</span></div>
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</span></span><span style="font-size: large;"><b>Gala da
Vila do Olival</b></span></li>
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<span style="font-size: large;">Em ambiente
festivo, um jantar, durante o qual seriam entregues prémios (simbólicos) de
prestígio e mérito a entidades, pessoas e instituições que se tivessem demarcado
nesse ano. Como grande objetivo, enaltecer e promover o empreendedorismo. Seriam
os participantes a suportar os custos do “catering”.</span><br />
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<div class="MsoListParagraphCxSpFirst" style="text-indent: -18pt;">
<span style="font-size: large;"><b><span><span>5.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span></b><b>CUSTOS</b></span></div>
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<br /></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify;">
<span style="font-size: large;">Na conceção destas
atividades tivemos em conta o orçamento de que a freguesia dispõe anualmente. É
um projeto à medida das reais possibilidades da freguesia, perfeitamente
enquadrável na média dos orçamentos anuais, desde que executados com parcimónia
e rigor. </span></div>
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<a href="http://www.blogger.com/blogger.g?blogID=3085107783659232635" name="_GoBack"></a></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com2tag:blogger.com,1999:blog-3085107783659232635.post-22940759637051664842012-04-26T17:40:00.001-07:002012-04-26T17:45:35.554-07:00REUNIÃO DA ASSEMBLEIA DE FREGUESIA<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpH2SeK-nam-HeFJk7dkgQmR7HqYRxWAbY8HH7WYfsNadLIVLvpNA300A3W-IrAUq-uShONorxkUvKWCI3VYgTGRHAzZAyJogYUdSzPqB1xxgmCn3JlOAdjTcejlg01NmpvOTPZg8Q11o/s1600/File0079.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><b><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpH2SeK-nam-HeFJk7dkgQmR7HqYRxWAbY8HH7WYfsNadLIVLvpNA300A3W-IrAUq-uShONorxkUvKWCI3VYgTGRHAzZAyJogYUdSzPqB1xxgmCn3JlOAdjTcejlg01NmpvOTPZg8Q11o/s640/File0079.jpg" width="425" /></b></a></div>
<br />Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-32660387569584023062011-12-16T18:21:00.000-08:002011-12-16T18:22:36.374-08:00REUNIÃO ORDINÁRIA DA ASSEMBLEIA DE FREGUESIA.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCBQb7Q23CNdNLmOczbiSEuP4PLx9zd72svs-6cMK4eWWos_IJUff0kZrQFVm_AfuoJB24bjqq60GpwfxBo1XkaX9g9dJfO2J5Ogo6-Xvn-zSxEXeqTJ_eo14i0FXHEgFRfCJeOQ4dPVg/s1600/File0052.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="612" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCBQb7Q23CNdNLmOczbiSEuP4PLx9zd72svs-6cMK4eWWos_IJUff0kZrQFVm_AfuoJB24bjqq60GpwfxBo1XkaX9g9dJfO2J5Ogo6-Xvn-zSxEXeqTJ_eo14i0FXHEgFRfCJeOQ4dPVg/s640/File0052.jpg" width="640" /></a></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-35525125568883231742011-09-17T19:29:00.000-07:002011-09-17T19:37:24.734-07:00REUNIÃO ORDINÁRIA DA ASSEMBLEIA DE FREGUESIA<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-0SFS3U3PW_gwdrtDAcNWqKRP2O58zPVvMh6UKA7OjI5rNLGZiLUVw7GjRilO38_9PJISH_bBj4YsdwZ4d-soGt1XGF6AGsFazJn1jqbw7boVQbBt9BjanQAhORiPFNqVz4dCcYLBvEU/s1600/convmoia.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-0SFS3U3PW_gwdrtDAcNWqKRP2O58zPVvMh6UKA7OjI5rNLGZiLUVw7GjRilO38_9PJISH_bBj4YsdwZ4d-soGt1XGF6AGsFazJn1jqbw7boVQbBt9BjanQAhORiPFNqVz4dCcYLBvEU/s640/convmoia.bmp" width="608" /></a></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-36348743363935668102011-09-14T00:31:00.000-07:002011-09-14T00:31:11.200-07:00NÃO DEIXA DE SER UMA CURIOSIDADE INTERESSANTE<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">Quando somos bombardeados diariamente com o anúncio da crise; quando os impostos não param de crescer; quando sabemos já que a carga fiscal é para continuar a subir nos tempos que se aproximam; quando nos espera um ano de 2012 ainda mais difícil; quando a “troika” no seu memorando exige das autarquias contenção nos gastos e que, no período de 2012 a 2014, atinjam decréscimos de pessoal à razão de 2% ao ano, etc, etc, deparamo-nos com a curiosidade contida na acta nº 15 de 2011 da Câmara (reunião de 19 de Julho) que reproduzimos:<span> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">“RECRUTAMENTO EXCEPCIONAL DE TRABALHADORES<o:p></o:p></span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><span> </span>Sobre o assunto supra mencionado, a <b>Vereadora Lucília Vieira </b>prestou a sua<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">proposta n.º 5/2011, de 13 do mês em curso, que na presente reunião foi apreciada e que a seguir se reproduz na íntegra: “Após 20 meses em funções neste Município este executivo tem um conhecimento mais funcional da estrutura assim como dos recursos humanos. ------- -----------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">---- Com a alteração da estrutura orgânica foi repensado o mapa de pessoal que<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">entendemos mais ajustado para melhor funcionamento dos serviços.----------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">---- Uma das debilidades do Município no que toca aos recursos humanos, é a<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">assimetria entre técnicos superiores e outras categorias profissionais, na razão<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">aproximada de 20% para 80%. Uma organização como a nossa, que trabalha a nível social e com um grande nível de exigência técnica este indicador dever-se-ía aproximar dos 50% / 50%. --------------------------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">---- Assim, e com este objectivo, entendemos urgente propor a abertura de<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">procedimento concursal para recrutar técnicos superiores para áreas profissionais em que o Município se encontra mais debilitado, no sentido de reforçar a componente técnica. --------- ---------------------------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">---- Assim, e conforme postos de trabalho previstos no mapa de pessoal recentemente alterado em sessão da Assembleia Municipal de 27 de Abril de 2011, pretendemos dinamizar procedimento concursal para: -------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">---- Gabinete de comunicação, gabinete de energia e sustentabilidade, gabinete de<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">apoio jurídico, divisão de recursos humanos, planeamento e administração, divisão de gestão financeira, divisão de gestão urbanística, divisão de obras municipais, divisão de gestão urbanística, divisão de educação e assuntos sociais, divisão de acção cultural e na divisão de tecnologias da informação e comunicação.----------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">---- Considerando que no actual quadro legal vigente é possível o recrutamento<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">excepcional de trabalhadores, verificados os requisitos cumulativos previstos no n.º 2 do artigo 10.º da Lei n.º 12-A/2010 de 30 de Junho, ou seja:--------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">a) Fundamentação da existência de relevante interesse público no recrutamento,<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">ponderada a eventual carência de recursos humanos no sector da actividade a<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">que se destina o recrutamento bem como a evolução global dos recursos<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">humanos em que o município se integra; ----------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">b) Impossibilidade de ocupação dos postos de trabalho em causa nos termos<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">previstos nos n.º 1 a 5 do artigo 6.º da lei n.º 12-A/2008 de 27 de Fevereiro, ou<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">por recurso a pessoal colocado em situação de mobilidade especial ou a outros<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">instrumentos de mobilidade. -------------------------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">---- Considerando que a verba referente ao orçamento para o recrutamento está<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">prevista no orçamento na rubrica 0201010404. -----------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">---- Proponho à CMO que, nos termos dos artigos 4.º e 9.º do DL n.º 209/2009 e com o n.º 3 do artigo 10.º da lei n.º 12-A/2010 de 31 de Dezembro, delibere promover a abertura dos seguintes procedimentos concursais para efeitos do disposto na alínea a) do n.º 2 do artigo 5.º do DL n.º 209/2009 dos seguintes postos de trabalho: --------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">1. Técnico superior com licenciatura na área para apoio ao gabinete de<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">comunicação.-------------------------------------------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">2. Técnico superior com licenciatura na área para apoio ao gabinete jurídico. -----<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">3. Técnico superior com licenciatura na área para a divisão de recursos humanos<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">planeamento e administração. -----------------------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">4. Técnico superior com licenciatura na área para a divisão de gestão financeira. -<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">5. Assistente técnico (12.ºano), apoio administrativo e de atendimento geral da<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">divisão de gestão urbanística.------------------------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">6. Técnico superior com licenciatura na área para a divisão de obras municipais. -<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">7. Técnico superior com licenciatura na área para a divisão de gestão urbanística.-<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">8. Dois Técnicos superiores com licenciatura na área para a divisão de educação e assuntos sociais. ---------------------------------------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">9. Técnico superior com licenciatura na área para a divisão de acção cultural. ----<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">10.Técnico superior com licenciatura na área para a divisão de tecnologias da<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">informação e comunicação. --------------------------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">---- Relativamente aos primeiros cinco postos de trabalho referidos, pretende-se que os mesmos sejam providos de imediato ao encerramento do procedimento concursal de selecção.-------- --------------------------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">---- Os restantes postos de trabalho deverão apenas ser providos no início do ano de 2012”. ---------- ---------------------------------------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">---- Sobre o assunto e após cabimentação da despesa pelos serviços da Contabilidade,<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">foram prestadas os seguintes documentos: ----------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol;">· </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Informação, datada de 18 de Julho em curso, do <b>Chefe da Divisão de Gestão<o:p></o:p></b></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Financeira</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">; --------------------------------------------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol;">· </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Informação, datada desse mesmo dia, do <b>Director do Departamento de<o:p></o:p></b></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Administração e Planeamento</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">. --------------------------------------------------------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol;">· </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Nota justificativa anexa à Proposta n.º 5/2011, de 13 de Julho em curso.---------<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">--------------------A CÂMARA DELIBEROU, POR UNANIMIDADE, CONCORDAR COM A PROPOSTA SUPRA TRANSCRITA”. </span><span style="font-size: 12.0pt;"><o:p></o:p></span></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com7tag:blogger.com,1999:blog-3085107783659232635.post-17397918245216053462011-09-01T07:40:00.000-07:002011-09-01T07:40:18.795-07:00COMEMORAÇÂO DA ELEVAÇÃO DO OLIVAL A FREGUESIA OU VILA?.<br />
O Jornal "Notícias de Ourém", número 3839 de 19 de Agosto de 2011, reservou a página número 6 (que abaixo se reproduz) ao Olival,referindo aspectos relevantes das comemorações levadas a cabo pela Junta de Freguesia entre os dias 10 e 14 do referido mês. Pena é a confusão patenteada no mesmo! Quem desconhecer a realidade fica na dúvida se o que se comemorou foi a elevação do Olival a freguesia ou a vila. Sugere-se que os promotores envidem esforços no sentido da correcção/ esclarecimento do assunto num dos próximos números.<br />
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Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com18tag:blogger.com,1999:blog-3085107783659232635.post-83555340254235670612011-08-17T12:51:00.001-07:002011-08-17T12:51:56.633-07:00Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-61482479680150353222011-08-09T08:35:00.001-07:002011-08-09T08:35:41.313-07:00Boletim Olival à Lupa N.º 7<a title="View Boletim Olival à Lupa N.º 7 on Scribd" href="http://pt.scribd.com/doc/61936553/Boletim-Olival-a-Lupa-N-%C2%BA-7" style="margin: 12px auto 6px auto; font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; -x-system-font: none; display: block; text-decoration: underline;">Boletim Olival à Lupa N.º 7</a><iframe class="scribd_iframe_embed" src="http://www.scribd.com/embeds/61936553/content?start_page=1&view_mode=list&access_key=key-jy14ktaq41je0gstzkp" data-auto-height="true" data-aspect-ratio="0.707514450867052" scrolling="no" id="doc_33493" width="100%" height="600" frameborder="0"></iframe><script type="text/javascript">(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();</script>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-67446737962761630852011-06-28T15:39:00.000-07:002011-06-28T15:42:18.135-07:00REUNIÃO DA ASSEMBLEIA DE FREGUESIA<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlDaWaL48_44TX6mquwH6Uz8y3y_CF6AAwyexcPso7pXGy7pkXvu2T9AP-YzjUhlpyG15LPKpeh_5DZmscAJRUF53X6Y2b5moB2y7CakwEmsaEGzA1rPRVzyBmhE4IsGFX1ljEdMbKeuk/s1600/File0035.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlDaWaL48_44TX6mquwH6Uz8y3y_CF6AAwyexcPso7pXGy7pkXvu2T9AP-YzjUhlpyG15LPKpeh_5DZmscAJRUF53X6Y2b5moB2y7CakwEmsaEGzA1rPRVzyBmhE4IsGFX1ljEdMbKeuk/s640/File0035.jpg" width="443" /></a></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-24576469591972220172011-06-06T09:07:00.000-07:002011-06-07T16:58:06.285-07:00A PROPÓSITO<div style="text-align: justify;">.</div><div style="text-align: justify;"></div><div style="text-align: justify;">No dia 5 de Junho, dia das eleições, demos conta da discussão que estava a ser tida junto ao edifício (escola), onde funcionou a assembleia de voto, sobre o(s) critério(s) de nomeação dos membros das mesas e quanto auferiria cada um deles pelo serviço prestado.</div><div style="text-align: justify;">Quanto aos critérios, lamentamos, mas nada sabemos. Já quanto ao valor da senha de presença, transcrevemos a informação da DGAI. </div><div style="text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"> "<b><span style="background: none repeat scroll 0% 0% rgb(54, 95, 145); color: #eeece1; font-family: "Times New Roman","serif"; font-size: 14pt;">Valor da senha de presença dos Membros das Mesas de voto</span></b><b><span style="color: #eeece1; font-family: "Times New Roman","serif"; font-size: 14pt;"></span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> 24-05-2011 </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><b><span style="color: #548dd4; font-family: "Times New Roman","serif"; font-size: 14pt;">A DGAI esclarece que o valor da senha de presença dos Membros das mesas de voto das Eleições Legislativas 2011 é de 76,32€.</span></b></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">A Direcção-Geral de Administração Interna esclarece que o valor da senha de presença dos Membros das Mesas de voto das Eleições Legislativas 2011, a decorrer no próximo dia 5 de Junho, é de 76,32€." </span></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-35082994597102185242011-06-05T23:45:00.000-07:002011-06-30T17:45:37.524-07:00RESULTADO DAS ELEIÇÕES LEGISLATIVAS DE 2011<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><br />
<b><span style="font-family: "Times New Roman","serif"; font-size: 18pt;">Olival</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="display: none; font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><span style="display: none; font-family: "Times New Roman","serif"; font-size: 12pt;"> Contagem terminada.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="display: none; font-family: "Times New Roman","serif"; font-size: 12pt;">Resultados de 2011</span></div><table border="0" cellpadding="0" class="MsoNormalTable"><tbody>
<tr> <td style="padding: 0.75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Lista</span></b></div></td> <td style="padding: 0.75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Resultados</span></b></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">PPD/PSD</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">60,36%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">737 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">PS</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">15,89%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">194 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">CDS-PP</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">12,29%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">150 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">B.E.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">2,13%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">26 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">PCP-PEV</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">1,88%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">23 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">PCTP/MRPP</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">0,57%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">7 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">PAN</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">0,49%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">6 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">PNR</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">0,49%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">6 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">PTP</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">0,41%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">5 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">MEP</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">0,33%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">4 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">MPT</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">0,16%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">2 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">POUS</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">0,16%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">2 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">PND</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">0,08%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">1 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">PPM</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">0%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">0 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td colspan="4" style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">EM BRANCO</span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">3,44%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">42 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">NULOS</span></div></td> <td style="padding: 0.75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">1,31%</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">16 votos</span></div></td> <td style="padding: 0.75pt;"><br />
</td> <td style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td colspan="4" style="padding: 0.75pt;"><br />
</td> </tr>
<tr> <td colspan="3" style="padding: 0.75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center; vertical-align: baseline;"><b><span style="font-family: "Times New Roman","serif"; font-size: 14pt;">Votantes<br />
</span></b><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">55,17%</span></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center; vertical-align: baseline;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">Votantes: 1.221</span></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center; vertical-align: baseline;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">Inscritos: 2.213</span></div></td> </tr>
</tbody></table>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-28576903983206437022011-06-05T22:00:00.001-07:002011-07-01T16:50:32.916-07:00PRESTAÇÃO DE CONTAS DE 2010 (Parte 4)<div align="center" class="MsoNormal" style="text-align: center;"><br />
<br />
<b><span style="font-size: 14pt; line-height: 115%;">Declaração de Voto</span></b></div><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-size: small;">Analisados os documentos de prestação de contas relativas a 2010, consideramos pertinente referir aspectos e situações com as quais discordamos por violarem princípios e regras contabilísticas:</span></div><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">1.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> 1. </span>No mapa resumo dos fluxos de caixa, constata-se que a receita corrente é substancialmente inferior à despesa corrente, violando-se o princípio do equilíbrio.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">2.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> 2. </span>Falta o mapa discriminativo das receitas e despesas (2º mapa que constitui os fluxos de caixa).</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">3.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> 3. </span>Para uma receita corrente prevista de 123.425,00 €, obteve-se uma receita liquidada de apenas 73.257,70 €. Na origem desta discrepância está o facto dos documentos previsionais não se basearem em previsões, mas em números colocados a esmo em rubricas descritas de “outras” e “vários”, para deixarem “portas abertas” e darem para tudo, segundo explicação da própria Junta. É esta concepção distorcida que explica que ao longo do exercício não tenha havido uma sequer alteração ao orçamento (receita). E a única revisão foi para inscrever uma verba de 40.000,00 € que não existia e nunca veio a existir, porque a mesma teve por objectivo a realização da tourada que acabou por render pouco mais de 10.000,00 €, tendo resultado daqui um prejuízo de cerca de 20.000,00 €</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">4.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>4. A nível da despesa, confrontadas as dotações inscritas nos documentos previsionais e as agora apresentadas no mapa de controlo, concluímos que houve uma série de alterações, não tendo, porém, os mapas respectivos acompanhado o dossier de prestação de contas, quando fazem, efectivamente, parte da prestação de contas das autarquias locais.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">5.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> 5. </span>Compromissos assumidos sem cabimento orçamental são muitos e avultados.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">6.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> 6. </span>Tal como vimos fazendo, denunciamos, mais uma vez, a violação do princípio da anualidade, já que os montantes previstos são anuais, coincidindo ano económico com o ano civil. Não obstante as nossas chamadas de atenção sucessivas, a Junta persiste no erro, misturando e apresentando montantes de outros anos</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">7.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: small;">7. O princípio da especificação também é sistematicamente ignorado com a utilização abusiva dos termos vagos de “outros” e ”vários”.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: left; text-indent: -18pt;"><span style="font-size: small;">8<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> 8. </span>São apresentados dois orçamentos. Um oficial e outro para “consumo interno", desrespeitando o princípio da unidade e da transparência</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">9.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>9. Na nossa perspectiva, há falta de rigor e exigência com gastos que, num contexto de dívida e crise, consideramos quase supérfluos, tais como: gasto de 1.086,68 € em telemóvel e subsídios atribuídos, nomeadamente à Universidade Sénior (275,00 €).</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">1 10. <span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Não entendemos, nem aceitamos estes gastos, quando a dívida apresentada ultrapassa, em muito, o permitido por lei. Evitando-se este esbanjamento, provavelmente, conseguir-se-ia dar cumprimento ao n.º 9 do artigo 44.º da Lei n.º 2/2007 de 15 de Janeiro (Lei das Finanças Locais): <i>compete ao órgão executivo elaborar plano de redução da dívida até ao limite de endividamento e apresentá-lo à assembleia de Freguesia para a aprovação.</i></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">11<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> 11. </span>Relativamente ao inventário, há insuficiências, já o ano passado por nós anotadas, mas que caíram em saco roto. </span></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; text-align: justify; text-indent: -18pt;"><span style="font-size: small;"> <span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> 12. </span>Pelo exposto, o MOIA vota contra os documentos do fecho de contas de 2010</span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-size: small;">Olival, 28 de Abril de 2011 </span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-size: small;"> O MOIA</span></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-8379863116869734262011-05-08T13:56:00.000-07:002011-05-08T14:00:02.489-07:00PRESTAÇÃO DE CONTAS DE 2010 (Parte 3).<br />
<div style="text-align: justify;"> Pela observação do mapa do controlo da receita, já reproduzido, e da despesa, que se reproduz, ressalta que as regras previsionais para a elaboração do orçamento não foram, de facto, respeitadas e as consequências dessa não observância estão espelhadas nos mapas de controle; de facto:</div><div style="text-align: justify;">1. As importâncias relativas a taxas e tarifas inscritas no orçamento não tiveram em conta que não podiam ser superiores à média aritmética simples das cobrança efectuadas nos últimos 24 meses.</div><div style="text-align: justify;">2. As importâncias relativas às transferências correntes e de capital só podem ser consideradas no orçamento em conformidade com a efectiva atribuição pela entidade competente.</div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsuhGSgq_YcWzQSafc136wEgfsNGewMo7MJyaXXbpD96sg1y6SoT0xFlwqYp8q2O29ll16A-iYqAuOyoFYJ5dc2iLRknb9j0fTYYKeWjaz15Cjkp9sMjBJVBuKHe7BjRZQNGsJeM_Ubus/s1600/File0026.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="462" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsuhGSgq_YcWzQSafc136wEgfsNGewMo7MJyaXXbpD96sg1y6SoT0xFlwqYp8q2O29ll16A-iYqAuOyoFYJ5dc2iLRknb9j0fTYYKeWjaz15Cjkp9sMjBJVBuKHe7BjRZQNGsJeM_Ubus/s640/File0026.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyX-hEUkk1DQ2e_9VLEfs9aMGAC5wYCX3ifn6uBMy0I6IlT0dLFgbjimsk9XR6wXu43oinhkSuiH9YCa7Af7jiVSsGWxC5O4rWTZRj7MHlgOZxIjhTCvE-Vo6n_yVwvZhNzblR-OnnAvY/s1600/File0027.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyX-hEUkk1DQ2e_9VLEfs9aMGAC5wYCX3ifn6uBMy0I6IlT0dLFgbjimsk9XR6wXu43oinhkSuiH9YCa7Af7jiVSsGWxC5O4rWTZRj7MHlgOZxIjhTCvE-Vo6n_yVwvZhNzblR-OnnAvY/s640/File0027.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtruKMeBMZYSrNaymlRHbjoSu_hIUkQXEHzqF9JkqLUSiFF0R8z5m-FMziNud9Yrjq1YRynREg5aNMD8VGXmOSVtP5K3UPqF_0DZXYrSUiJFcpfwXzprJaFTXT65dDBC0ddzfbnAoTOwg/s1600/File0028.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtruKMeBMZYSrNaymlRHbjoSu_hIUkQXEHzqF9JkqLUSiFF0R8z5m-FMziNud9Yrjq1YRynREg5aNMD8VGXmOSVtP5K3UPqF_0DZXYrSUiJFcpfwXzprJaFTXT65dDBC0ddzfbnAoTOwg/s640/File0028.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6k2gAllMQR3RmXouz-zdC1rBH9SEBR5XMiX3_UpDTXOPtIG9CXQaO_twbhsy3Oo4mgXb4yIBnGEDKv6uAaBNb52C8CjfEjtTDBbZ_J4_bxxl5oESYHTr4fSha13_MuHPgehZnYgmPyKo/s1600/File0029.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6k2gAllMQR3RmXouz-zdC1rBH9SEBR5XMiX3_UpDTXOPtIG9CXQaO_twbhsy3Oo4mgXb4yIBnGEDKv6uAaBNb52C8CjfEjtTDBbZ_J4_bxxl5oESYHTr4fSha13_MuHPgehZnYgmPyKo/s640/File0029.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCl3IZsXPUCiR2N50hd7VTHwBW5YPLb4Px28kDuRZdNJLnTi4EWRJKxm2WnSVMNH5Vh6_uAHyDKxlaWNv0Qa3AwAzPYanDjmqvQ69C57yZ-nflW0q7Yk_wj8QBgSwu15It-e1HvnHqRbs/s1600/File0030.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCl3IZsXPUCiR2N50hd7VTHwBW5YPLb4Px28kDuRZdNJLnTi4EWRJKxm2WnSVMNH5Vh6_uAHyDKxlaWNv0Qa3AwAzPYanDjmqvQ69C57yZ-nflW0q7Yk_wj8QBgSwu15It-e1HvnHqRbs/s640/File0030.jpg" width="640" /></a></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-1959442336508039072011-05-01T17:46:00.000-07:002011-05-02T04:24:40.778-07:00PRESTAÇÃO DE CONTAS DE 2010 (Parte 2)<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiXH5vQKF3wiJ5yqnT3Zb_R-O65Oax2RIG_ZlgR26yuEU9XjaZhqsXEyGJtQnoHHysKbQLueFAXWrMuV-7MLUwlN9gVu46XWa6FTyRyq4-GDGAuSi0Vg_eWnxQAriRqrf43vD2L_KLqL8/s1600/File0023.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>. <br />
<div style="text-align: justify;"><span style="font-size: small;"><b>Durante a sessão da Assembleia de Freguesia, O MOIA perguntou ao executivo se era desta vez que os documentos de prestação de contas iriam ter a divulgação a que a lei obriga, a que os olivalenses têm direito e que muitos </b></span><b>reclamam. A resposta foi de que para isso era preciso tempo. Lamentavelmente, no Olival, procedimentos democráticos elementares são rejeitados. Agora não se dá informação porque não há tempo, antes não se informou porque o segredo é a alma do negócio ou não se informou ou não se informa porque o papel está caro</b>. <b>Que mais virá, por aí, no futuro!</b></div><div style="text-align: justify;"><b>Perante isto, o MOIA fiel a si mesmo e aos olivalenses, irá fazendo a divulgação destes documentos, optando hoje, por apresentar o controlo da receita, ficando os comentários, considerados pertinentes, para uma próxima oportunidade</b>.<br />
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<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3WT3RwfHalmxe3C3F6Sy8JGk4K_D4B5DVEk25vjQFdY0ZPbyRhjfq2TgDT4cgl6VBSYgSNSkXp-dOS9IpXWmg90eI5UDD_jKDnjUqFmAWcrWayq-ybOkaEqTB9aLOtNz0n5tEZ9m5-nw/s1600/File0022.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="443" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3WT3RwfHalmxe3C3F6Sy8JGk4K_D4B5DVEk25vjQFdY0ZPbyRhjfq2TgDT4cgl6VBSYgSNSkXp-dOS9IpXWmg90eI5UDD_jKDnjUqFmAWcrWayq-ybOkaEqTB9aLOtNz0n5tEZ9m5-nw/s640/File0022.jpg" width="640" /></a></div></div><div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_C55NENn2Cg08fjwn46UBnBomQTp1POGroJRdUNyBeWeOmxxGAIw0JBIltTdASxF5k9-1Yd0KhLjH2p0FRhudSVqDbtITzYskv_4WOpS85R55qLsG6yCqFN8MH6Z6fhBCdCuz2adR2I8/s1600/File0023.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="340" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_C55NENn2Cg08fjwn46UBnBomQTp1POGroJRdUNyBeWeOmxxGAIw0JBIltTdASxF5k9-1Yd0KhLjH2p0FRhudSVqDbtITzYskv_4WOpS85R55qLsG6yCqFN8MH6Z6fhBCdCuz2adR2I8/s640/File0023.jpg" width="640" /> </a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDq7m5xxtgMKJ0es3uExDUi2YDcVmcm9j3AbfIQBi6pYhZjbFepZIEKAvuufd4M3hRBYzTaKBpiYhwjrGZId1RCzcVHAhEJjLR5YYQbyHN0mlLZM7al0MBUkGd0XBskRdGlVGL4MxTJZo/s1600/File0024.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="312" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDq7m5xxtgMKJ0es3uExDUi2YDcVmcm9j3AbfIQBi6pYhZjbFepZIEKAvuufd4M3hRBYzTaKBpiYhwjrGZId1RCzcVHAhEJjLR5YYQbyHN0mlLZM7al0MBUkGd0XBskRdGlVGL4MxTJZo/s640/File0024.jpg" width="640" /></a></div></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-44190552740692815312011-04-30T14:13:00.000-07:002011-05-02T04:32:57.071-07:00PRESTAÇÃO DE CONTAS DE 2010 (parte 1) .<br />
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<div style="text-align: justify;"><b>A Junta de Freguesia apresentou, para aprovação, à Assembleia de Freguesia as contas relativas a 2010, em 28 de Abril. Hoje, reproduzimos o mapa resumo dos fluxos de caixa, através do qual ficamos a saber o valor das receitas e das despesas. Olhando o mapa, retiramos, para já, uma evidência: a receita corrente é inferior à despesa corrente, o que viola o princípio do equilíbrio a que as autarquias estão obrigadas por lei. As despesas não podem ser superiores às receitas. Aliás, compreende-se que assim seja, pois, quando gastamos mais do que recebemos (ganhamos) o futuro que nos aguarda não pode ser risonho. </b><br />
<b>A Junta, confrontada pelo MOIA, não soube ou não quis explicar a razão por que excedeu em 15% a despesa corrente. Para já não desistimos e continuaremos a indagar, dando informação dos resultados que forem sendo obtidos. </b><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji7AwWevBufinMeOFje8_67JbrF2a7yRE94fq7bvzzvQvTHx1LjztddDwzJVXZa6LESwLK9-fV_XKIkBAGQJxfKqrqhZ6IdB4tdllF7vOZp30AIPwCJlGTacag2I497G0eo_xTPNLR5QY/s1600/File0025.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="264" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji7AwWevBufinMeOFje8_67JbrF2a7yRE94fq7bvzzvQvTHx1LjztddDwzJVXZa6LESwLK9-fV_XKIkBAGQJxfKqrqhZ6IdB4tdllF7vOZp30AIPwCJlGTacag2I497G0eo_xTPNLR5QY/s640/File0025.jpg" width="640" /></a></div><br />
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</div><div class="separator" style="clear: both; text-align: center;"><b></b></div><div class="separator" style="clear: both; text-align: center;"><b></b></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzQaIvnCFDIT8YLIixw2rhT7LAPgXizY-FvipHbvpnjYb32ZklSa1cymPQeX8j9go-gANnzOakd2JS28-boZ1gzQEdJ6vaAsSZ_VBx3GdyxVzHgNb_7N8ocf3fuyGKnuyQJ9UqP7mk09E/s1600/File0018.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><b></b></a></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-20589022638754635282011-04-27T07:50:00.000-07:002011-07-01T06:33:20.230-07:00REUNIÃO ORDINÁRIA DA ASSEMBLEIA DE FREGUESIA<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjbhsJ0QuYbwVRmBPA36wEOSIgy293bFzL2IH-vWCgVYbYu2mfK7AI1-JOgSThATuGVlM55vRENeiLMu_ZJjFJ2gRmBvFOVSv8Oc65E8mGYmzN9QJYDJGmUkpVBJeOTe5vn3RbVu4SQTw/s1600/File0016.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><b><img border="0" height="624" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjbhsJ0QuYbwVRmBPA36wEOSIgy293bFzL2IH-vWCgVYbYu2mfK7AI1-JOgSThATuGVlM55vRENeiLMu_ZJjFJ2gRmBvFOVSv8Oc65E8mGYmzN9QJYDJGmUkpVBJeOTe5vn3RbVu4SQTw/s640/File0016.jpg" width="640" /></b></a></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-84671067729160295862011-02-27T06:15:00.000-08:002011-05-01T07:29:16.227-07:00Boletim Olival à Lupa N.º 6<a title="View Boletim Olival à Lupa N.º 6 on Scribd" href="http://www.scribd.com/doc/49639200/Boletim-Olival-a-Lupa-N-%C2%BA-6" style="margin: 12px auto 6px auto; font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; -x-system-font: none; display: block; text-decoration: underline;">Boletim Olival à Lupa N.º 6</a><iframe class="scribd_iframe_embed" src="http://www.scribd.com/embeds/49639200/content?start_page=1&view_mode=list&access_key=key-5g7lkvzw84ameel5hd6" data-auto-height="true" data-aspect-ratio="0.707514450867052" scrolling="no" id="doc_9758" width="100%" height="600" frameborder="0"></iframe><script type="text/javascript">(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();</script>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-31651946372982064902011-02-27T06:14:00.000-08:002011-05-01T07:27:25.098-07:00Suplemento do Boletim Olival à Lupa N.º 6<a title="View Suplemento do Boletim Olival à Lupa N.º 6 on Scribd" href="http://www.scribd.com/doc/49639513/Suplemento-do-Boletim-Olival-a-Lupa-N-%C2%BA-6" style="margin: 12px auto 6px auto; font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; -x-system-font: none; display: block; text-decoration: underline;">Suplemento do Boletim Olival à Lupa N.º 6</a><iframe class="scribd_iframe_embed" src="http://www.scribd.com/embeds/49639513/content?start_page=1&view_mode=list&access_key=key-26hs8y2iso5nvvbh1sxt" data-auto-height="true" data-aspect-ratio="0.707514450867052" scrolling="no" id="doc_64193" width="100%" height="600" frameborder="0"></iframe>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com0tag:blogger.com,1999:blog-3085107783659232635.post-50522932931853588812011-01-28T16:42:00.000-08:002011-01-28T17:05:13.447-08:00FINALMENTE HÁ ASSEMBLEIA DE COMPARTES<div class="MsoNormal" style="text-align: justify;"><br />
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Depois da batalha política travada na Assembleia de Freguesia sobre os baldios, e em forma de resumo de quanto já se disse e se escreveu sobre esta matéria, consideramos pertinente informar sobre o desfecho alcançado e tecer algumas considerações acerca de alguns aspectos relevantes verificados ao longo de todo o processo.</div><div></div><div class="MsoNormal" style="text-align: justify;">Em 29 de Setembro, a Junta pretendeu que a Assembleia de Freguesia a autorizasse a apossar-se, por usucapião, de 10.000 m<sup>2 </sup>de terreno no Brejo, para posterior cedência à Câmara Municipal. O MOIA opôs-se e indicou e sugeriu a consulta de documentação arquivada na Junta que inequivocamente esclarecia que os terrenos do Brejo, como outros espalhados pela Freguesia, eram terrenos baldios e qual a legislação (lei n.º 68/93 de 04 de Setembro) aplicável, neste caso, para que a pretensão da Junta se pudesse concretizar. A Junta, como sempre, reagiu mal e, com a falta de espírito democrático que a caracteriza começou, logo ali mesmo, a queixar-se de que estava mais uma vez a ser vítima da maledicência e má vontade do MOIA.</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">Não obstante isto, decidiu-se que a decisão ficava adiada para futura reunião, a realizar quando a Junta estivesse esclarecida e em condições de esclarecer a Assembleia sobre a problemática da existência ou não de baldios no Olival.</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">Em 17 de Novembro, quase dois meses depois, em nova Assembleia, a Junta volta à carga, insistindo que não havia nem nunca tinha havido baldios na Freguesia do Olival. É espantoso como a Junta, nos mesmos documentos lidos e sugeridos pelo MOIA, conseguiu ler exactamente o contrário. Alguém não sabe ler. Pelos vistos, quem não soube ler foi a Junta, porque, apesar de ter ficado autorizada, com 3 votos favoráveis do PS e 1 do membro José Esteves, 3 abstenções do PSD e 2 contra do MOIA a apoderar-se do terreno por usucapião e a dá-lo à Câmara, acabou por não fazer a respectiva escritura de justificação e, em 20 de Dezembro, iniciou o processo de constituição da Assembleia de Compartes, com a 1ª reunião marcada para o dia 30 do mesmo mês.</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">O reduzido número de compartes que compareceram (pouco mais de duas dezenas) deveu-se à falta de sensibilização da população por parte de quem de direito e à deficiente divulgação. A este propósito, merece referência o facto de, quando incitávamos o Presidente da Junta, uma vez que iria haver uma 2ª reunião no dia 6 de Janeiro), a fazer uma maior divulgação com distribuição mais abundante de informação escrita, a Senhora Vereadora Lucília, lá do alto do seu pedestal ter ordenado ao Presidente da Junta que o não fizesse, porque o papel estava caro. Sobre isto não nos vamos alongar em considerações, apenas registamos que esta senhora, mais uma vez prestou um mau serviço à democracia. Aliás, ela não sabe o que é a democracia, como provou quando recentemente, numa atitude “pidesca”, mandou retirar, de forma abrupta, o “placard” que divulgava o abaixo-assinado, com o intuito de recolher assinaturas, a pedir a construção de escolas condignas no Olival.</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"> Neste mesmo dia 30 de Dezembro e nesta mesma reunião, outro “democrata de gema” cá da Terra, militante do PS, desde 1988, segundo revelação sua, revoltou-se, barafustou, proferiu impropérios e expressões ofensivas, só porque o MOIA demonstrou que há, desde tempos quase imemoriais, terrenos baldios no Olival e exigiu, por isso, que à população do Olival fosse reconhecido o direito de sobre eles decidir, como determina a lei. Qualquer pessoa imbuída de alguns, ainda que poucos, princípios democráticos percebe perfeitamente isto. Não sabemos o que é que incomoda tanto este senhor, mas quer parecer-nos que o facto de ter feito parte de sucessivas Assembleias de Freguesia, onde foram autorizadas vendas de terrenos baldios, apropriações por usucapião e até vendas simbólicas, em declarado desrespeito pelo alheio, lhe traga algum desconforto..</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">Na reunião da Assembleia de Freguesia de 28 de Dezembro, o MOIA deu por terminada a questão dos baldios, sob o ponto de vista político, e lançou um repto ao PS e PSD para que na Assembleia de Compartes, entretanto convocada para eleição dos órgãos sociais, cada um se apresentasse como comparte e não como elemento desta ou daquela força política. De facto, o nosso receio não era infundado, porque na reunião de 06 de Janeiro, lá estava o PS com os seus apaniguados e amigos a tomar conta, quase de assalto, dos órgãos directivos da Assembleia (Mesa, Conselho Directivo e Comissão Fiscalizadora). Esta sede desmedida de poder nunca traz nada de bom, nem a nível local nem central, como se constata todos os dias nas mais variadas situações, porque não é o critério da competência nem a vontade de servir que prevalecem, mas o critério da “partidarite” doentia, do “amiguismo” saloio e da sede de poder que cegam e não deixam ver claro. </div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><span style="font-size: small;"><b>É isto que nos distingue, porque existimos para servir e não para nos servirmos.</b></span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">E uma nota final para dizer que a Junta de Freguesia (PS) travou uma guerra onde se ridicularizou e perdeu, como confirma a convocação da assembleia de compartes, em 20 de Dezembro. Perdeu tempo, porque se tem adoptado o processo legal, defendido pelo MOIA, em menos de um mês, como se veio a comprovar, tinha o problema do terreno para implantação do gimnodesportivo resolvido. Isto é, antes do final de Outubro, a solução podia estar encontrada.</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"> Mas, para que fique claro e para a reposição da verdade, realçam-se as vantagens do processo proposto pelo MOIA (constituição da assembleia de compartes), em contraposição com o da Junta, a saber:</div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;">processo muito menos moroso do que o da Junta;</div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;">processo conforme a lei (legal) enquanto o da Junta era ilegal;</div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;">processo menos dispendioso;</div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;">processo que respeita a propriedade alheia;</div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;">processo que tem em atenção o respeito e consideração que são devidos à população;</div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;">processo que defende os interesses da população do Olival, porque se, por acaso, o gimnodesportivo não for construído (dependente da concessão de fundos comunitários) o terreno voltará à posse da assembleia de compartes, ao passo que de outro modo seria uma cedência sem retorno, etc, etc.</div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;">Perante isto, só a incompetência, a sede de poder e de protagonismo e, acima de tudo, o desnorte é que conseguem sustentar que a construção do gimnodesportivo se atrasou e ou esteve em risco por causa do MOIA.</div><div class="MsoNormal" style="line-height: normal; text-align: justify;"> O MOIA</div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com1tag:blogger.com,1999:blog-3085107783659232635.post-56808404460082902562011-01-24T12:48:00.000-08:002011-01-24T12:56:19.643-08:00PRESIDENCIAIS 2011<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh67HDA8mdVBWpS_F0fICFcwbi2zP4gOoI0DnkhSCCT3g5JtVuzKAn3IogsavBw-GT5VWwAU3PnWi-HHQe_RZytCB9XTgtbtrvHGe2IOsNurQ2OlyysnNFHHm4YCJa_hhP9G96uBPjuPyo/s1600/File0011.bmp" style="margin-left: 1em; margin-right: 1em;"><br />
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</a></div>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com1tag:blogger.com,1999:blog-3085107783659232635.post-2590289790669044552010-12-24T10:58:00.001-08:002011-05-01T07:30:57.240-07:00Boletim Olival à Lupa N.º 5<a title="View Boletim Olival à Lupa N.º 5 on Scribd" href="http://www.scribd.com/doc/45874818/Boletim-Olival-a-Lupa-N-%C2%BA-5" style="margin: 12px auto 6px auto; font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; -x-system-font: none; display: block; text-decoration: underline;">Boletim Olival à Lupa N.º 5</a><iframe class="scribd_iframe_embed" src="http://www.scribd.com/embeds/45874818/content?start_page=1&view_mode=list&access_key=key-xivpvbfkeixnqjwftig" data-auto-height="true" data-aspect-ratio="0.707514450867052" scrolling="no" id="doc_11099" width="100%" height="600" frameborder="0"></iframe><script type="text/javascript">(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();</script>Moiahttp://www.blogger.com/profile/02018750846756998448noreply@blogger.com5