tag:blogger.com,1999:blog-80704240262964126252024-03-04T22:33:11.808-08:00Jurídico EleitoralTiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.comBlogger48125tag:blogger.com,1999:blog-8070424026296412625.post-52924953878112832902012-11-21T12:22:00.000-08:002012-11-21T12:22:13.253-08:00Prefeito de Arroio do Sal tem expedição do diploma cassado pela Justiça Eleitoral<span style="background-color: white; color: #333333; font-family: georgia; font-size: 16px; line-height: 23px;">A Justiça Eleitoral de Torres cassou a expedição do diploma do prefeito reeleito de Arroio do Sal/RS, Luciano Pinto (PDT). A decisão, em primeira instância, ocorreu após denúncias da coligação de que o prefeito teria utilizado a máquina pública durante a campanha. A reclamação foi protocolada pela coligação que ficou em segundo lugar. Luciano venceu as eleições com 40,03% dos votos válidos.</span><br style="background-color: white; color: #333333; font-family: georgia; font-size: 16px; line-height: 23px; list-style: none; margin: 0px; padding: 0px;" /><br style="background-color: white; color: #333333; font-family: georgia; font-size: 16px; line-height: 23px; list-style: none; margin: 0px; padding: 0px;" /><span style="background-color: white; color: #333333; font-family: georgia; font-size: 16px; line-height: 23px;">As denúncias que sustentam a decisão incluem a distribuição de informativos com fotos pertencentes ao acervo da prefeitura, entre outros fatores. A coligação a qual ele pertence também foi multada em R$ 5,3 mil.</span><br style="background-color: white; color: #333333; font-family: georgia; font-size: 16px; line-height: 23px; list-style: none; margin: 0px; padding: 0px;" /><br style="background-color: white; color: #333333; font-family: georgia; font-size: 16px; line-height: 23px; list-style: none; margin: 0px; padding: 0px;" /><span style="background-color: white; color: #333333; font-family: georgia; font-size: 16px; line-height: 23px;">O prefeito disse ter sido vítima de armação e vai recorrer da decisão que cassou a sua candidatura.</span>Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-13042274414207728922012-11-13T04:56:00.001-08:002012-11-13T04:56:25.499-08:00Retirada das propagandas eleitorais<div align="JUSTIFY">
<span style="font-size: xx-small;"> </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC5V5-uYOfZe_hRUMyogH3X9EPrKB6jfEU5M2RYPSnbMVe00tOggpxezJoriYvlZCmGj2IhXUom1aZ23V8eLlpmZnE1tZ-Y16-P_xJg9Q7Db8GlSOx7BLb5gCh9jMI6NB4y9aoDvAI61Q/s1600/calendario.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC5V5-uYOfZe_hRUMyogH3X9EPrKB6jfEU5M2RYPSnbMVe00tOggpxezJoriYvlZCmGj2IhXUom1aZ23V8eLlpmZnE1tZ-Y16-P_xJg9Q7Db8GlSOx7BLb5gCh9jMI6NB4y9aoDvAI61Q/s320/calendario.jpg" width="320" /></a></div>
<span style="font-size: xx-small;"></span><div align="JUSTIFY">
<span style="font-size: xx-small;"> </span></div>
<div align="JUSTIFY">
<span style="font-size: xx-small;"> </span></div>
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><span> Dia 27 de novembro, conforme o Calendário Eleitoral, é o último dia para candidatos, partidos e as coligações, nos Estados
onde houve segundo turno, removerem as propagandas relativas às
eleições, com a restauração do bem, se for o caso.</span></span></div>
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><span> </span></span></div>
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><span> Se isso não for feito, pode-se esperar que a Justiça Eleitoral, além de retirar a propaganda, ou ainda notificar o candidato a fazê-lo, aplique multa ao responsável pela divulgação. </span></span></div>
<div align="JUSTIFY">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span> </span><br />
Além disso, dia 27 também é o <span>último dia para
os candidatos, inclusive a vice e a suplentes, comitês financeiros e
partidos encaminharem à Justiça Eleitoral as prestações de contas
dos candidatos que concorreram ao segundo turno das eleições (LE,
art. 29, IV).</span></span>
<span style="font-size: xx-small;"><br /></span></div>
Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-23815819941067546972012-11-05T07:52:00.000-08:002012-11-05T07:52:10.050-08:00Candidatos que disputaram o primeiro turno têm de prestar contas finais até terça-feira (6)<div class="center">
<div class="helper">
<div id="imagemConteudo">
<img alt="Pessoa fazendo contas em
calculadora de mesa" src="http://www.tse.jus.br/imagens/fotos/claculadora/image_destaque_interno" /><br /><span id="legendaPaginaInterna"></span>
</div>
</div>
</div>
<div id="tituloInterno">
<h2>
<br /></h2>
</div>
<div id="ancora-text-um" style="display: block;">
Os
candidatos que encerraram a sua participação nas Eleições 2012 no
primeiro turno têm até terça-feira (6) para apresentar à Justiça
Eleitoral suas prestações de contas finais de campanha. O mesmo prazo
vale para comitês financeiros e partidos. O primeiro turno das eleições
municipais ocorreu no dia 7 de outubro.<br />
Caso o candidato não apresente as contas eleitorais não poderá obter a
certidão de quitação eleitoral e, em consequência, ficará impedido de
obter o registro de candidatura para a próxima eleição por não estar
quite com a Justiça Eleitoral.<br />
Já os 100 candidatos que concorreram ao segundo turno das eleições
para prefeito, no dia 28 de outubro, têm até o dia 27 de novembro para
entregar as prestações de contas finais.<br />
<b>Primeiro turno</b><br />
No dia 11 de outubro, a Justiça Eleitoral liberou a atualização do
Sistema de Prestação de Contas Eleitorais (SPCE), cadastro em sua versão
1.07. Pela primeira vez, o sistema de prestação de contas possibilita a
entrega do arquivo eletrônico da prestação de contas final de
candidatos, partidos e comitês financeiros pela internet. Mas essa
modalidade só pode ser utilizada pelo prestador de contas caso realize a
atualização do sistema para a versão 1.07. <a href="http://www.tse.jus.br/eleicoes/eleicoes-2012/prestacao-de-contas/sistema-de-prestacao-de-contas-eleitorais-spce" target="_blank">Acesse aqui o link para download do SPCE Cadastro 1.07</a>.<br />
O envio das prestações de contas finais pela internet não isenta
candidatos, partidos e comitês da obrigatoriedade de entrega dessas
prestações, com todos os seus demonstrativos e peças na forma impressa, à
Justiça Eleitoral.<br />
EM/LF</div>
Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-47805124402176202292012-10-26T05:17:00.000-07:002012-10-26T05:21:35.961-07:00Eleitores só podem ser presos a partir de hoje em flagrante<h2>
<span style="background-color: white; color: #666666; font-family: Tahoma; font-size: 1.3em;">Segundo turno das eleições municipais ocorre neste domingo</span></h2>
<div class="registro" style="background-color: white; clear: both; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 13px; margin: 10px 0px;">
<table><tbody>
<tr><td><div id="containerFonte" style="color: #666666; font-size: 1em; line-height: 22px; padding: 0px;">
A cinco dias das eleições municipais que vão definir os prefeitos nas cidades em que será realizado segundo turno, o calendário eleitoral prevê que a partir desta terça-feira e até 48 horas depois do encerramento da votação deste domingo nenhum eleitor pode ser preso ou detido, exceto se for em flagrante, em virtude de sentença criminal condenatória por crime inafiançável ou se o eleitor desrespeitar o salvo-conduto.<br />
<br />
Segundo o cronograma das eleições deste ano, hoje é o último dia para que os representantes dos partidos políticos e coligações, da Ordem dos Advogados do Brasil (OAB) e do Ministério Público formalizem ao juiz eleitoral pedido para verificação das assinaturas digitais (sistema de segurança que impede a violação das urnas).<br />
<br />
No domingo, 31,7 milhões de eleitores, de 50 cidades com mais de 200 mil votantes, retornarão às urnas para escolher prefeitos. No Rio Grande do Sul somente o município de Pelotas terá segundo turno. </div>
</td></tr>
</tbody></table>
</div>
Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-23693006738036411472012-10-03T11:32:00.000-07:002012-10-03T11:32:41.259-07:00Condutas Vedadas e Permitidas - Propaganda<span style="background-color: #f3f3f3;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Essa dúvida acompanha o candidato e seus eleitores/apoiadores sempre...</span></span><br />
<span style="background-color: #f3f3f3;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;"><br /></span></span>
<span style="background-color: #f3f3f3;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-size: 12px; line-height: 18px;">Até que dia posso fazer campanha política?</span></span></span><br />
<span style="background-color: #f3f3f3;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-size: 12px; line-height: 18px;"><br /></span></span></span>
<span style="background-color: #f3f3f3;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-size: 12px; line-height: 18px;">Segue um resumo do que pode e até quando pode, com relação a propaganda eleitoral:</span></span></span><br />
<span style="background-color: #f3f3f3;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;"><br /></span></span>
<span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">S</span><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">ão permitidas, até 05/10/12 (1º turno) e 26/10/12 (2º turno), a divulgação de propaganda no jornal impresso.</span><br />
<span style="background-color: #f3f3f3; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Internet está liberada até mesmo no dia da eleição.</span><br />
<div style="font-family: arial, sans-serif; font-size: 13px;">
<span style="background-color: #f3f3f3;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-size: 12px; line-height: 18px;">Cavaletes, bonecos e mesas nas calçadas e canteiros, p</span></span><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-size: 12px; line-height: 18px;">ermitidos até a véspera da eleição (sábado), as 22h.</span></span></span></div>
<div style="font-family: arial, sans-serif; font-size: 13px;">
<span style="background-color: #f3f3f3;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Alto-falantes e amplificadores de som , até as </span><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">22h, dos dias 06/10/12 (1º turno) e 27/10/12 (2º turno).</span></span></div>
<div style="font-family: arial, sans-serif; font-size: 13px;">
<span style="background-color: #f3f3f3;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Reuniões públicas, p</span><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">ermitido até 04/10/12 (1º turno) e 25/10/2012 (2º turno).</span></span></div>
<div style="font-family: arial, sans-serif; font-size: 13px;">
<span style="background-color: #f3f3f3;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Distribuição de materiais gráficos, carreata, caminhada, passeata, carro de som, p</span><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">ermitidas até os dias 06/10/12 (1º turno) e 27/10/12 (2º turno).</span></span></div>
<div style="font-family: arial, sans-serif; font-size: 13px;">
<table border="3" cellpadding="10" cellspacing="0" style="border: 0px; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; list-style: none; margin: 0px; padding: 0px; width: 563px;"><tbody style="border: 0px; list-style: none; margin: 0px; padding: 0px;">
<tr align="left" style="border: 0px; list-style: none; margin: 0px; padding: 0px;"><td style="border: 0px; list-style: none; margin: 0px; padding: 0px;"><span style="background-color: #f3f3f3;">Comícios são</span></td><td align="left" style="border: 0px; list-style: none; margin: 0px; padding: 0px;"><span style="background-color: #f3f3f3;">permitidos até os dias 04/10/12 (1º turno), e 25/10/12 (2º turno).</span><span class="HOEnZb" style="background-color: #f3f3f3;"><br /></span></td></tr>
</tbody></table>
<div class="yj6qo ajU" style="cursor: pointer; margin: 2px 0px 0px; outline: none; padding: 10px 0px; width: 22px;">
<br /></div>
</div>
Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-79218642288198734562012-10-01T06:21:00.002-07:002012-10-01T06:21:50.006-07:00Faltam 6 dias: boca de urna é proibida durante a votação<div class="center">
<div class="helper">
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="margin-left: 1em; margin-right: 1em;">
<img alt="Sombra de homem segurando dois
megafones." src="http://www.tse.jus.br/imagens/imagens/propaganda-eleitoral/image_destaque_interno" /></div>
<br />
<div id="imagemConteudo">
<span id="legendaPaginaInterna"></span>
</div>
</div>
</div>
<div id="tituloInterno">
<h2>
<br />
</h2>
</div>
De
acordo com a legislação eleitoral, é proibida, entre as 8h e 17h do dia
da eleição, a divulgação de levantamento de intenção de voto, a chamada
boca de urna. Portanto, no próximo dia 7 de outubro, poderão ser
divulgadas as pesquisas eleitorais realizadas até a data anterior ao dia
da eleição, mas não levantamentos realizados no próprio dia da votação.<br />
As pesquisas realizadas no dia da eleição poderão ser divulgadas após
o horário de votação, que se encerra às 17h, respeitando o fuso horário
de cada localidade.<br />
No entanto, é permitida a manifestação individual e silenciosa do
eleitor em relação à sua preferência por candidato, partido político e
coligação, manifestada por meio de bandeiras, broches, dísticos e
adesivos (Lei nº 9.504/97, art. 39-A, <i>caput</i>).<br />
Também no dia da eleição é proibida a distribuição de material de
propaganda política ou a prática de aliciamento, coação ou manifestação
tendente a influenciar a vontade do eleitor, pois caracteriza crime
punível com detenção, de seis meses a um ano, com a alternativa de
prestação de serviços à comunidade pelo mesmo período, e multa (art. 39,
§ 5º, incisos II e III, e § 9º, da Lei nº 9.504/1997).<br />
Confira aqui a íntegra da <a class="external-link" href="http://www.justicaeleitoral.jus.br/arquivos/tse-resolucao-tse-no-23364-eleicoes-2012" target="_blank">Resolução 23.364/2012</a>, que trata das regras para as
pesquisas eleitorais e também a íntegra da <a class="external-link" href="http://www.justicaeleitoral.jus.br/arquivos/tse-resolucao-no-23-370-de-2012-consolidada" target="_blank">Resolução 23.370/2012</a>, que dispõe sobre a
propaganda eleitoral e as condutas ilícitas em campanha eleitoral nas
Eleições 2012.<br />
<br />
fonte: www.tse.jus.br Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-7255366937407584642012-09-17T14:33:00.000-07:002012-09-17T14:35:57.414-07:00Pedido de votos para prefeito na propaganda da proporcionalExtremamente comum os candidatos a vereador pedirem, no final de sua fala, votos para o candidato a prefeito de sua coligação ou partido. Contudo, a mini-reforma eleitoral de 2009 diminuiu o espaço para esse tipo de propaganda.<br />
Porém, importante salientar que a vedação trata de invasão de propaganda da majoritária sobre a proporcional e vice-versa.<br />
No caso abaixo, o qual tive a oportunidade de atuar, o julgador reconheceu nosso argumento de que a vedação trata apenas de utilização total do tempo, sendo que o candidato a proporcional tem o direito de dizer quem apoia.<br />
A propaganda do vereador não pode perder o foco proporcional, mas pode sim fazer menção ao candidato a prefeito apoiado.
Ademais, sabidamente os eleitores querem – e tem o direito de saber, quem seu candidato a vereador apóia para Prefeito. O Prefeito não governa sem seus vereadores e vice-versa.<br />
<br />
Segue a decisão:<br />
<br />
Vistos etc.<br />
<br />
Trata-se de REPRESENTAÇÃO movida com base no Art. 96, I, da Lei 9504/97, envolvendo propaganda eleitoral irregular, por infração ao disposto no Art. 53-A, § 3º, da legislação citada, na medida em que candidatos a vereador pediram voto, expressamente, a candidato concorrente majoritário, em programa eleitoral do dia 30/08. Postulou-se pela perda de tempo, em dobro, equivalente ao utilizado na veiculação irregular. Manifestaram-se as coligações, e partidos representados, em fls. 14 e 25, alegando ilegitimidade passiva das Coligações. No mérito, argumentou-se que não houve indevida invasão em favor de outro candidato, pois não houve comentário em favor de candidatura divers a, ou exaltação de qualidades alheias, não fugindo a propaganda do contexto da proporcional, não se olvidando que os eleitores tem o direito de saber quem seu candidato a Vereador apóia para Prefeito. Certificado o decurso do prazo com relação a candidato pela Majoritária (fl. 29), opinou o MP pela improcedência do pedido (fl. 30). Vieram os autos conclusos em 11/09/2012.<br />
É o relatório.
DECIDO.<br />
I - Reporto-me aos argumentos aduzidos pelo MP, rejeitando a preliminar de ilegitimidade passiva :
Com efeito, de forma acertada os representantes optaram por dirigir a presente representação contra as coligações e partido concorrentes nas eleições proporcionais que praticaram a conduta inquinada de irregular e também contra a coligação majoritária cujo candidato a prefeito foi beneficiado com a propaganda objeto da representação. Como beneficiada, e considerando a consequência caso seja julgada procedente a representação, nada mais adequado e justo que a Coligação Pelotas de Cara Nova figure no polo passivo da demanda, inclusive para que possa se manifestar. Nesse sentido, há vários precedentes do TSE.<br />
II - Quanto a questão de fundo, diz respeito ao disposto no Art. 53-A da Lei 9.504/97 :
É vedado aos partidos políticos e às coligações incluir no horário destinado aos candidatos às eleições proporcionais propaganda das candidaturas a eleições majoritárias, ou vice-versa, ressalvada a utilização, durante a exibição do programa, de legendas com referência aos candidatos majoritários, ou, ao fundo, de cartazes ou fotografias desses candidatos.
Em que pese, porém, a redação de tal dispositivo legal, assiste razão ao MP, e Representados, não havendo que se falar propriamente em propaganda em favor de candidatura diversa, ou invasão indevida de horário, pois conforme salientado pelos demandados, sabidamente os eleitores querem – e tem o direito de saber, quem seu candidato a vereador apóia para Prefeito. O Prefeito não governa sem seus vereadores e vice-versa.
O foco da propaganda em questão, e seu contexto, se manteve na divulgação dos candidatos a Vereador, não se enaltecendo candidato diverso, ou difundindo ideias ou propostas alheias, constatação que leva ao indeferimento da pretensão veiculada na inicial, conforme decisão citada (Representação 7394-80 2010 6 26 0000, TRE/SP).
Nesse sentido, esclarecendo o alcance do dispositivo legal invocado, lição de José Jairo Gomes (Direito Eleitoral, 8ª Ed., Atlas, pg. 370) :<br />
Cada qual deve se limitar ao espaço que lhe é reservado, de sorte que não haja desvirtuamento da natureza da propaganda a ser realizada, prevenindo-se, assim, o desequilíbrio do pleito.
…................................................................................................
Mas essa restrição é relativa. Se os Poderes da República são independentes, são também harmônicos entre si; não se governa isoladamente, sem intenso diálogo entre os Poderes. É, pois, legítimo o interesse de candidatos majoritários em eleger bancada de parlamentares que lhes dê sustentação, assegurando a governabilidade. Por outro lado, há situações em que, devido ao prestígio que goza junto à população, a vinculação de candidato majoritário a proporcional beneficia mais a este que àquele. Sob tais prismas, não é ilícita a só referência ou vinculação a candidato majoritário em horário destinado a candidatura proporcional, desde que esta não seja desnaturada.<br />
DIANTE DO EXPOSTO, julgo IMPROCEDENTE o pedido.<br />
Publique-se.
Registre-se.
Intime-se.Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-62053600889415653412012-08-30T08:10:00.000-07:002012-08-30T08:12:46.222-07:00Prestação de Contas, 2ª Parcial<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRaqakPXyl2mxLfZybHob0VWYjGSmraizDZHVRYp7hQHObFiRO7ByNuGnln5bEaAfXbmlF61heZbepkVKo5XjdHHHXQhh6Wl8pPMIacYHwdPZEKDWq__QIxJn53Lncnnn61fL-VgXJ83U/s1600/12_7_12_eleicoes_2012_sistema_de_prestacao_de_contas%25281%2529.jpg" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"><img border="0" height="255" width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRaqakPXyl2mxLfZybHob0VWYjGSmraizDZHVRYp7hQHObFiRO7ByNuGnln5bEaAfXbmlF61heZbepkVKo5XjdHHHXQhh6Wl8pPMIacYHwdPZEKDWq__QIxJn53Lncnnn61fL-VgXJ83U/s320/12_7_12_eleicoes_2012_sistema_de_prestacao_de_contas%25281%2529.jpg" /></a></div>
Começou dia 28 e vai até o dia 02 de setembro, via internet, o período de entrega da 2ª Prestação de Contas Parcial.
Assim como na 1ª Parcial, a prestação de contas deve ser feita via sistema SPCE (Sistema de Prestação de Contas Eleitorais). Esse sistema, embora acreditando que todos os candidatos já tenham baixado, encontra-se na página <a href="http://www.tse.jus.br/eleicoes/eleicoes-2012/prestacao-de-contas/sistema-de-prestacao-de-contas-eleitorais-spce">http://www.tse.jus.br/eleicoes/eleicoes-2012/prestacao-de-contas/sistema-de-prestacao-de-contas-eleitorais-spce</a>.
Quando digo que acredito que todos os candidatos já devem ter baixado o programa, quero dizer que, se algém ainda não o fez, não prestou contas na 1ª parcial, se encontrando em grande risco de desaprovação das contas, o que, fatalmente gerará problemas futuros.
Minha dica para as candidaturas mais simples e de menos recursos, que não podem contar com algum profissional exclusivo para este serviço, é:
* Mande a prestação de contas de qualquer jeito, mesmo com erros, pois ela pode ser corrigida posteriormente. pior do que errar na prestação de contas e não fazê-la;
* A próxima prestação de contas será feita mediante entrega pessoal na Justiça Eleitoral, assim, interessante procurar outros candidatos com dificuldades e "ratearem" a contratação de pessoa qualificada para prestar as contas, inclusive corrigindo eventuais falhas.
É isso ai, mesmo estando sem tempo para dedicar ao blog, devido a correria que é uma campanha eleitoral, sigo dando dicas e estudando os mais variados temas eleitorais, e sempre ao dispor dos leitores. Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-18429391845826565202012-08-17T13:52:00.000-07:002012-08-17T13:52:50.594-07:00Propaganda por meio de carro de som<br />
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;">A propaganda eleitoral já está na rua. E com ela vem os sempre tradicionais carros de som, divulgando as músicas de campanha dos candidatos.</span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;">Assim como as músicas ajudam a fixar na cabeça do eleitor o nome e número dos candidatos (mesmo que a maioria dos eleitores não goste, acabam por se lembrar das melhores), também podem ser "um tiro no pé".</span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;">Abaixo seguem a normatização dessa forma de propaganda e algumas dicas:</span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Permitido o uso de carros de som das <b>8 às 22 horas</b>;</span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
</div>
<ul>
<li><span style="font-family: Arial, Helvetica, sans-serif;">Deve se observar a legislação comum, inclusive sobre o</span><span style="font-family: Arial, Helvetica, sans-serif;"> </span><b style="font-family: Arial, Helvetica, sans-serif;">limite do volume sonoro</b><span style="font-family: Arial, Helvetica, sans-serif;">;</span></li>
</ul>
<br />
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;">Deve-se manter</span><span style="font-family: Arial, Helvetica, sans-serif;"> </span><b style="font-family: Arial, Helvetica, sans-serif;">distância de 200 metros de</b><span style="font-family: Arial, Helvetica, sans-serif;">:</span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<ul style="background-color: white; color: #222222;">
<li style="margin-left: 15px;"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><u>Prédios Públicos</u> (Prefeitura, Secretarias, etc), <u>órgãos judiciais</u>, <u>estabelecimentos militares</u>;</span></div>
</li>
<li style="margin-left: 15px;"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><u>Hospitais</u> e <u>casas de saúde (Posto de Saúde também)</u>;</span></div>
</li>
<li style="margin-left: 15px;"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><u>Escolas</u>, <u>bibliotecas</u>, <u>igrejas</u> e <u>teatros</u>, <b>quando em funcionamento</b>;</span></div>
</li>
</ul>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;">Durante comício, pode se utilizar aparelhagem de som fixa e trio elétrico até as 24 horas.</span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;">Nas caminhadas e bandeiraços, não permitir que ninguém fique na parte de cima de veículos de som, pois isso configura trio elétrico, que só pode ser utilizado em comícios.</span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;">Obs.: Atente-se para isso: O candidato pode usar uma carreta de som, sem maiores problemas, mesmo tendo essa carreta o estilo de </span><span style="font-family: Arial, Helvetica, sans-serif;">Trio Elétrico. Isso porque trio elétrico só se configura quando tem alguém "em cima" dele. Caso contrário, o veículo é simplesmente um carro de som.</span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; margin-bottom: 0cm;">
<span style="color: #222222; font-family: Arial, Helvetica, sans-serif;">Contudo, com relação a distância de 200 metros a ser observada, esta se torna inviável, tendo em vista que em todas as cidades encontramos escolas, teatros, prédios públicos, hospitais, etc, a menos de 200 metros uns dos outros.</span></div>
<div align="JUSTIFY" style="background-color: white; margin-bottom: 0cm;">
<span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; margin-bottom: 0cm;">
<span style="color: #222222; font-family: Arial, Helvetica, sans-serif;">Assim, seguem algumas dicas para se fazer a campanha com aparelhagem sonora, sem "ter a Justiça e o MP perturbando".</span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-color: white; color: #222222; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<ul style="background-color: white; color: #222222;">
<li style="margin-left: 15px;"><div align="JUSTIFY" style="line-height: 19px; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><u>Baixar</u> o som quando passar perto de <u>hospitais e escolas</u>;</span></div>
</li>
<li style="margin-left: 15px;"><div align="JUSTIFY" style="line-height: 19px; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><u>Baixar</u> o som na frente dos prédios da <u>Polícia Militar e da Polícia Civil;</u></span></div>
</li>
<li style="margin-left: 15px;"><div align="JUSTIFY" style="line-height: 19px; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;"><u><b>Desligar</b></u> o som quando passar <u>perto do Forum, Justiça Eleitoral, e o Ministério Público</u>;</span></div>
</li>
<li style="margin-left: 15px;"><div align="JUSTIFY" style="line-height: 19px; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;">Sempre andar com os <u>documentos do veículo e do motorista</u>, pois se parados, se evita ser o veículo rebocado por falta de documentos e ficar um tempo precioso de fora da campanha;</span></div>
</li>
<li style="margin-left: 15px;"><div align="JUSTIFY" style="line-height: 19px; margin-bottom: 0cm;">
<span style="font-family: Arial, Helvetica, sans-serif;">O<u>s motoristas devem conhecer bem seus roteiros</u>, para saber onde devem baixar e desligar o som do veículo.</span></div>
</li>
</ul>
Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-86321944453344934772012-08-13T05:32:00.000-07:002012-08-13T05:32:20.294-07:00Datas Importantes do Calendário Eleitoral em Agosto<h2>
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-weight: normal;">No final de agosto ocorrem as duas datas mais importantes <span style="font-size: small;">do calendár<span style="font-size: small;">io eleitoral, no mês.</span></span></span></span></span></h2>
<h2>
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-weight: normal;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">N</span>o dia 21 começa a propaganda <span style="font-size: small;">eleitoral gratuita no rádio e na TV.</span></span></span></span></span></span></h2>
<h2>
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-weight: normal;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">Dia 23 <span style="font-size: small;">é</span> a última data para que todos os recursos de candidatos sejam julgados pela Justiça Eleitoral, com a devida publicação.</span></span></span></span></span></span></h2>
<h2>
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-weight: normal;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">Neste ponto, entendo que a justiça não conseguirá vencer tal demanda, cabe<span style="font-size: small;">ndo a pergunta<span style="font-size: small;">: </span></span></span></span></span></span></span></span></h2>
<h2>
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-weight: normal;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">Após vencido o prazo, os <span style="font-size: small;">registros que não forem julgados, serão considerados procedentes?</span></span> </span> </span></span></span></span></span></span></h2>
<h2>
</h2>
<h2>
AGOSTO - TERÇA-FEIRA, 21.8.2012</h2>
(47 dias antes)<br />
<ol>
<li> Início do período da propaganda eleitoral gratuita no rádio e na televisão (Lei nº 9.504/1997, art. 47, <em class="italico">caput</em>).</li>
<li>Último dia para os tribunais regionais eleitorais
decidirem sobre os recursos interpostos contra a nomeação dos membros
das mesas receptoras, observado o prazo de 3 dias da chegada do recurso
no Tribunal (Lei nº 9.504/1997, art. 63, § 1º).</li>
</ol>
<h2>
<a href="http://www.blogger.com/blogger.g?blogID=8070424026296412625" id="23_08_2012" name="23_08_2012"></a>AGOSTO - QUINTA-FEIRA, 23.8.2012</h2>
(45 dias antes)<br />
<ol>
<li> Último dia para os tribunais regionais
eleitorais tornarem disponíveis ao Tribunal Superior Eleitoral as
informações sobre os candidatos às eleições majoritárias e
proporcionais registrados, das quais constarão, obrigatoriamente, a
referência ao sexo e ao cargo a que concorrem, para fins de
centralização e divulgação de dados (Lei nº 9.504/1997, art. 16).</li>
<li>Data em que todos os recursos sobre pedido de registro
de candidatos deverão estar julgados pela Justiça Eleitoral e
publicadas as respectivas decisões (Lei nº 9.504/1997, art. 16, § 1º).</li>
</ol>
Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-11201233965953222722012-07-24T05:58:00.001-07:002012-07-24T05:58:20.832-07:00Captação de Recursos de Campanha<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:TargetScreenSize>800x600</o:TargetScreenSize>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>PT-BR</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style>
<![endif]-->
<br />
<div class="Default" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: 11.5pt; mso-bidi-font-weight: bold;">Estando todos os candidatos
com contas abertas, e, obviamente, com seus CNPJs em mãos, esta na hora de
buscar recursos para bancar a campanha.</span></div>
<div class="Default" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="Default" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: 11.5pt; mso-bidi-font-weight: bold;">Os recursos destinados às
campanhas eleitorais são os próprios dos candidatos, dos partidos políticos,
aqueles advindos de doações em dinheiro ou estimáveis em dinheiro, de pessoas
físicas e jurídicas, além de doações por cartão de crédito e débito. Ainda, é
possível receber doações de outros candidatos, comitês financeiros ou partidos,
bem como angariar </span><span style="font-size: 11.5pt;">receitas decorrentes da
comercialização de bens e/ou serviços e/ou da promoção de eventos. (art. 18 da
Resolução TSE 23.376/11)</span></div>
<div class="Default" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="Default" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: 11.5pt;">Existem, contudo, limites para as doações, que devem
ser rigorosamente respeitados. As doações, inclusive pela internet, feitas por
pessoas físicas e jurídicas em favor de candidato, comitê financeiro e/ou
partido político serão realizadas mediante cheques cruzados e nominais,
transferência bancária, boleto de cobrança com registro, cartão de crédito ou
cartão de débito e depósitos em espécie, devidamente identificados com o
CPF/CNPJ do doador, além da doação ou cessão temporária de bens e/ou serviços
estimáveis em dinheiro. (art. 22 da Resolução TSE 23.376/11)</span></div>
<div class="Default" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="Default" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: 11.5pt;">Bens estimáveis em dinheiro são aqueles que constituem
produto de seu próprio serviço, de suas atividades econômicas e, no caso dos
bens permanentes, deverão integrar o patrimônio do doador. Quando se trata de
bens doados pelo próprio candidato, apenas aqueles integrantes do seu
patrimônio em período anterior ao pedido de registro da candidatura podem ser
fornecidos. (art. 23 da Resolução TSE 23.376/11)</span></div>
<div class="Default" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="Default" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: 11.5pt;">Uma possibilidade cada vez mais vantajosa, mas ainda
pouco utilizada pelos candidatos e suas equipes financeiras é a arrecadação de
recursos pela internet. Para tanto, o candidato, o comitê financeiro e o
partido político deverão tornar disponível mecanismo em página eletrônica,
observados os seguintes requisitos: </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">a) identificação do doador pelo nome ou razão social
com CPF/CNPJ; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">b) emissão obrigatória de recibo eleitoral para cada
doação realizada; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">c) efetivação do crédito na conta bancária específica
de campanha até a data da realização do pleito; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">d) fixação de data de vencimento do boleto de cobrança
até o dia da eleição; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">e) utilização de terminal de captura de transações
para as doações por meio de cartão de crédito e de cartão de débito. (art. 24
da Resolução TSE 23.376/11)</span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<br /></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">Todas as formas de doações tem que respeitar alguns
limites, elencados na Lei nº 9.504/97, arts. 23, § 1º, I e II, § 7º e 81, § 1º,
quais sejam: </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">I – a 10% dos rendimentos brutos auferidos por pessoa
física, no ano-calendário anterior à eleição, declarados à Receita Federal do
Brasil, excetuando-se as doações estimáveis em dinheiro relativas à utilização
de bens móveis ou imóveis de propriedade do doador, desde que o valor da doação
não ultrapasse R$ 50.000,00 (cinquenta mil reais), apurados conforme o valor de
mercado, bem como a atividade voluntária, pessoal e direta do eleitor em apoio
à candidatura ou partido político de sua preferência; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">II – a 2% do faturamento bruto auferido por pessoa
jurídica, no ano-calendário anterior à eleição, declarado à Receita Federal do
Brasil; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">III – ao valor máximo do limite de gastos estabelecido
na forma do art. 3º da Resolução TSE 23.376/11, caso o candidato utilize
recursos próprios. </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">Saliente-se que é vedada a realização de doações por
pessoas jurídicas que tenham iniciado ou retomado as suas atividades no
ano-calendário de 2012, em virtude da impossibilidade de apuração dos limites
de doação constante. Ainda, a doação de quantia acima dos limites fixados neste
artigo sujeita o infrator ao pagamento de multa no valor de 5 a 10 vezes a
quantia em excesso, sem prejuízo de responder o candidato por abuso do poder
econômico, nos termos do art. 22 da Lei Complementar nº 64/90 (Lei nº 9.504/97,
arts. 23, § 3º, e 81, § 2º). </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">Além disso, a pessoa jurídica que ultrapassar o limite
de doação fixado, estará sujeita à proibição de participar de licitações
públicas e de celebrar contratos com o poder público pelo período de até 5
anos, por decisão da Justiça Eleitoral, processo no qual seja assegurada a
ampla defesa (Lei nº 9.504/97, art. 81, § 3º). </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">Conforme o art. 26 da Resolução TSE 23.376/11, as
doações entre candidatos, comitês financeiros e partidos políticos deverão ser
realizadas mediante recibo eleitoral e não estão sujeitas aos limites fixados
nos incisos I e II do art. 25 da mesma resolução. Ainda, as doações previstas
no <i>caput </i><span style="mso-bidi-font-style: italic;">do artigo</span>, caso
oriundas de recursos próprios do candidato, deverão respeitar o limite legal
estabelecido para pessoas físicas. </span></div>
<div align="center" class="Default" style="text-align: center;">
<br /></div>
<div class="Default" style="text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">Por fim, deve-se atentar para as fontes vedadas,
elencadas no art. 27 da Resolução TSE 23.376/11, conforme segue:</span></div>
<div class="Default" style="text-align: justify; text-indent: 85.0pt;">
<br /></div>
<div class="Default" style="text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">Art. 27. É vedado a partido político, comitê
financeiro e candidato receber, direta ou indiretamente, doação em dinheiro ou
estimável em dinheiro, inclusive por meio de publicidade de qualquer espécie,
procedente de (Lei nº 9.504/97, art. 24, I a XI): </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">I – entidade ou governo estrangeiro; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">II – órgão da administração pública direta e indireta
ou fundação mantida com recursos provenientes do poder público; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">III – concessionário ou permissionário de serviço
público;</span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">IV – entidade de direito privado que receba, na
condição de beneficiária, contribuição compulsória em virtude de disposição
legal; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">V – entidade de utilidade pública; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">VI – entidade de classe ou sindical; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">VII – pessoa jurídica sem fins lucrativos que receba
recursos do exterior; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">VIII – entidades beneficentes e religiosas; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">IX – entidades esportivas; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">X – organizações não governamentais que recebam
recursos públicos; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">XI – organizações da sociedade civil de interesse
público; </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">XII – sociedades cooperativas de qualquer grau ou
natureza, cujos cooperados sejam concessionários ou permissionários de serviços
públicos ou que estejam sendo beneficiadas com recursos públicos (Lei nº
9.504/97, art. 24, parágrafo único). </span></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<br /></div>
<div class="Default" style="margin-top: 6.0pt; text-align: justify; text-indent: 85.0pt;">
<span style="font-size: 11.5pt;">Com estas informações, o candidato está apto a buscar
os recursos mais que necessários para o sucesso nas urnas. Mas lembrem-se,
primordial a contratação de um contador e de um advogado, pois, como venho
dizendo, quem leva sua candidatura “a sério”, tem que realizar esse
investimento.</span></div>Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-131495382109236962012-07-14T13:05:00.000-07:002012-07-14T13:14:06.112-07:00Os Prazos da Impugnação de Candidaturas<img height="240" id="il_fi" src="http://routenews.com.br/index/wp-content/uploads/impugnado1.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="320" /><span style="font-family: Arial;"><small> </small></span><br />
<br />
<span style="font-family: Arial;"><small> </small><a href="http://www.blogger.com/blogger.g?blogID=8070424026296412625" name="art3"></a><span style="font-size: small;">Candidato recebe notificação da Justiça Eleitoral, noticiando que sua candidatura foi impugnada...e agora, o que fazer?</span></span><br />
<span style="font-size: small;"><br /></span><br />
<span style="font-family: Arial; font-size: small;">Primeiramente, conforme o artigo 3° da Lei Complementar 64/90, "Caberá a qualquer candidato, a partido
político, coligação ou ao Ministério Público, no prazo de 5 (cinco) dias, contados da
publicação do pedido de registro do candidato, impugná-lo em petição fundamentada."</span><br />
<span style="font-size: small;"><br /></span><br />
<span style="font-family: Arial; font-size: small;">Ainda: </span><br />
<span style="font-family: Arial; font-size: small;"> </span><span style="font-size: small;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial;">
§ 1° A impugnação, por parte do candidato, partido político ou coligação, não
impede a ação do Ministério Público no mesmo sentido.</span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial;">
§ 2° Não poderá impugnar o registro de candidato o representante do Ministério
Público que, nos 4 (quatro) anos anteriores, tenha disputado cargo eletivo, integrado
diretório de partido ou exercido atividade político-partidária.</span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial;">
§ 3° O impugnante especificará, desde logo, os meios de prova com que pretende
demonstrar a veracidade do alegado, arrolando testemunhas, se for o caso, no máximo de 6
(seis).</span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial;">Conforme artigo que segue, o prazo para defesa é de sete (7) dias: </span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial;">
Art. 4° A partir da data em que terminar o prazo para impugnação, passará a correr,
após devida notificação, o prazo de 7 (sete) dias para que o candidato, partido
político ou coligação possa contestá-la, juntar documentos, indicar rol de testemunhas
e requerer a produção de outras provas, inclusive documentais, que se encontrarem em
poder de terceiros, de repartições públicas ou em procedimentos judiciais, ou
administrativos, salvo os processos em tramitação em segredo de justiça.</span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial;">Mas calma candidatos, os senhores podem continuar com todos os atos de campanha enquanto suas candidaturas estiverem <i>sub judice</i>, conforme prevê a Lei 9504/97.</span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial;"><br /></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: small;"><span style="color: black; font-weight: normal;"> <a href="http://www.blogger.com/blogger.g?blogID=8070424026296412625" name="art16a"></a>Art. 16-A. O candidato
cujo registro esteja </span><i><span style="color: black;">sub judice</span></i><span style="color: black; font-weight: normal;">
poderá efetuar todos os atos relativos à campanha eleitoral, inclusive
utilizar o horário eleitoral gratuito no rádio e na televisão e ter seu
nome mantido na urna eletrônica enquanto estiver sob essa condição,
ficando a validade dos votos a ele atribuídos condicionada ao
deferimento de seu registro por instância superior. (Incluído pela Lei nº
12.034, de 2009).</span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: small;"><span style="color: black; font-weight: normal;">Por fim, lembrem-se mais uma vez, TODO o candidato que leva a sério sua candidatura, que acredita na possibilidade de sucesso nas urnas, deve investir em dois profissionais por vezes colocados em segundo plano em uma campanha...o advogado eleitoral e o contador. Não jogue fora todo um trabalho árduo, bem como os recursos empregados na propaganda, tentando economizar "ninharias" com o jurídico e o contábil.</span></span></div>Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-2899530913410617532012-07-12T17:56:00.001-07:002012-07-14T13:07:46.495-07:00Consulta ao CNPJ dos candidatosJá estão disponíveis os CNPJs da maioria dos candidatos. Para consultar, basta acessar o site <a href="http://www.receita.fazenda.gov.br/PessoaJuridica/CNPJ/Eleicoes/consulta.asp">http://www.receita.fazenda.gov.br/PessoaJuridica/CNPJ/Eleicoes/consulta.asp</a>, e pesquisar pelo cargo pretendido e pelo CPF.<br />
<br />
O CNPJ é <span class="st"><i>Imprescindível</i> </span> para o inicio efetivo da campanha, pois com ele é possível abrir a conta bancária do candidato, arrecadar fundos e principalmente produzir o material de campanha. <br />
<br />
Com a "dica" do Dr. Eduardo Gil Carreira...Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-14300690301212978732012-07-10T18:49:00.000-07:002012-07-10T18:49:47.342-07:00Documentos de grande utilidade para a campanha eleitoral (Parte 2)<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<i><b><span style="font-family: "Tahoma","sans-serif";">CONTRATO DE PRESTAÇÃO DE SERVIÇOS POR
PRAZO DETERMINADO PARA FINS DA CAMPANHA ELEITORAL 2012</span></b></i><i><b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;"></span></b></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<i><b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">CONTRATANTE</span></b></i><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">: ____________________, brasileiro, casado, CNPJ n.º XXXXXXXXXXXXXX,
Candidato a Vereador/Prefeito nas Eleições 2012, com Comitê Eleitoral Central situado no
Município de ___________, ________, na Rua XXXXXXXXXXXXX, n.º XXX,
doravante denominado <b>CONTRATANTE.</b><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<i><b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">CONTRATADO</span></b></i><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">:
(nome)______________________________________________________, (nacionalidade)
_____________________, (estado civil) _________________________, (profissão)
________________________________, portador da Carteira de Trabalho sob nº
_______________________________, série ______________________, portador de
Cédula de Identidade RG sob o nº _________________________________, doravante
designado <b>CONTRATADO.</b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">As partes acima identificadas têm, entre si,
justo e acertado o presente Contrato de Prestação de Serviços por Prazo
Determinado para fins da Campanha Eleitoral 2012, com fulcro no Artigo 100 da
Lei nº 9.504, de 30/09/1997 e mediante as seguintes cláusulas e condições de
preço, forma e prazo.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<i><b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">DO OBJETO DO CONTRATO</span></b></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Cláusula Primeira</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">: É objeto do presente contrato, prestado pelo
CONTRATADO ao CONTRATANTE, a prestação de serviços de Assistente para a
Campanha Eleitoral 2012, da qual o CONTRATANTE participa na qualidade de
candidato a Vereador/Prefeito.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Parágrafo Único</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">:
Desde que não exijam qualificação técnica ou licença própria ao seu exercício,
o CONTRATADO concorda em exercer outras prestações de serviços, tarefas ou
atividades relacionadas à Campanha Eleitoral 2012, sempre que necessário,
bastando, para tanto, o CONTRATANTE ou um de seus representantes comunicar-lhe,
por escrito ou não.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<i><b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">DA CARGA HORÁRIA CONTRATADA </span></b></i><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Cláusula Segunda</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">: O CONTRATADO prestará os seus serviços durante uma carga
horária diária<span style="color: red;"> </span>XXXXXXXX horas, conforme
cronograma de atividades ou a necessidade do CONTRATANTE durante a Campanha
Eleitoral 2012.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Parágrafo Primeiro</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">:
O CONTRATADO gozará de uma folga semanal, preferentemente aos domingos, bem
como é assegurado o tempo mínimo de uma hora de intervalo para refeição, sem,
contudo, prejudicar a carga horária diária contratada.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Parágrafo Segundo</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">:
Sempre que necessário, o CONTRATANTE poderá solicitar que o CONTRATADO preste
serviços em carga horária superior à contratada. Nesse caso, toda hora
excedente lhe será paga com o acréscimo legal, salvo se ocorrer a compensação
de horas, com o CONTRATANTE concedendo ao CONTRATADO a equivalente redução na
carga horária de outro dia.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<i><b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">DAS OBRIGAÇÕES DO CONTRATADO</span></b></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Cláusula Terceira</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">: O CONTRATADO obriga-se a prestar os serviços
respeitando os bons modos e costumes, adotando uma conduta ética e moral e
respeitando as regras sociais, legais e eleitorais, de modo a não denegrir, sob
qualquer pretexto, o nome e a imagem do CONTRATANTE.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Parágrafo Primeiro</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">:
Se, a qualquer título, a conduta do CONTRATADO deixar a desejar ou ferir os
preceitos, não limitados, mencionados no caput da Cláusula Terceira, acima, ou
ainda desrespeitar a Legislação Eleitoral vigente, fica facultado ao
CONTRATANTE rescindir o presente contrato de prestação de serviços, sem que
seja devido ao CONTRATADO qualquer espécie de indenização.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Parágrafo Segundo</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">:
Qualquer prejuízo que, eventualmente, venha a ser causado ao CONTRATANTE em
face de conduta inadequada do CONTRATADO, facultará ao CONTRATANTE cobrá-lo ou
descontar-lhe da remuneração que este tiver a receber, independentemente da
faculdade de rescindir o contrato de prestação de serviços.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Cláusula Quarta</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">: O CONTRATADO obriga-se a cumprir a jornada de trabalho<span style="color: red;"> </span>estipulada, sob pena de lhe ser descontado o atraso
ou a falta, proporcionalmente, da sua remuneração, salvo se este atraso ou
falta ocorrer por razões amparadas pela lei ou plenamente justificadas ao
CONTRATANTE.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Parágrafo Único</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">:
O sucessivo descumprimento do CONTRATADO no que tange à prestação de serviços
na carga horária diária contratada, faculta ao CONTRATANTE rescindir o presente
contrato, sem que seja devido ao CONTRATADO qualquer espécie de indenização.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<i><b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">DAS OBRIGAÇÕES DO CONTRATANTE</span></b></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Cláusula Quinta</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">: O CONTRATANTE obriga-se a dar o suporte físico,
técnico e pessoal necessário para que o CONTRATADO possa bem exercer seus
serviços, tarefas e atividades.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Cláusula Sexta</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">: O CONTRATANTE obriga-se a pagar dentro do prazo
ajustado pelas partes a remuneração devida ao CONTRATADO em face de sua
prestação de serviços.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<i><b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">DA REMUNERAÇÃO PELOS
SERVIÇOS PRESTADOS</span></b></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="color: black; line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Cláusula Sétima</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">: Pela prestação dos serviços ajustados neste
instrumento, o CONTRATANTE pagará ao CONTRATADO a quantia mensal de R$ XXXXXXX
(XXXXXXXXXXXX), a serem pagos até o 5° dia útil do mês subseqüente, perfazendo
um total de R$XXXXXXXX( XXXXXXXXXXX), por XX dias de trabalho.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Parágrafo Único</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">:
Na eventualidade de ocorrer a rescisão do contrato antes de cumprida a carga
horária semanal da prestação de serviços, a remuneração será paga <i>pro-rata
tempore</i> pelo CONTRATANTE ao CONTRATADO.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<i><b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">DO PRAZO DA PRESTAÇÃO DE SERVIÇOS</span></b></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Cláusula
Oitava</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">: Como a prestação de
serviços é contratada para a CAMPANHA ELEITORAL DE 2012, da qual o CONTRATANTE
participa como candidato à Vereador, seu prazo de duração está diretamente
relacionado ao prazo de duração da Campanha Eleitoral, iniciando-se a partir da
assinatura deste instrumento e terminado em 07 de outubro de 2012.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<i><b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">DA RESCISÃO DO CONTRATO</span></b></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Cláusula Nona</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">: Além das hipóteses de rescisão previstas no parágrafo
primeiro e segundo da cláusula terceira e parágrafo único da cláusula quarta, o
presente contrato também poderá ser rescindido caso qualquer uma das partes
venha a descumprir qualquer das suas disposições.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Parágrafo Primeiro</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">:
Por tratar-se de prestações de serviços específicos à CAMPANHA ELEITORAL 2012,
com prazo determinado, a rescisão antecipada do contrato por vontade de
qualquer uma das partes não ensejará nenhuma espécie de indenização, salvo a
remuneração pelos serviços já prestados, não se materializando ou configurando
qualquer vínculo ou direito, especialmente empregatício, após o encerramento do
contrato, consoante disposição expressa do artigo 100 da Lei n° 9.504, de 30 de
setembro de 1997.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Parágrafo Segundo</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">:
Qualquer que venha a ser sua causa, ou a parte que lhe deu causa, a rescisão
deverá dar-se expressamente, na forma de distrato. Não sendo possível a
assinatura do CONTRATADO no distrato, seja pelo seu não comparecimento a tal
mister, seja por qualquer outra razão que fuja à vontade e controle do
CONTRATANTE, a presença do CONTRATADO no distrato far-se-á representar pela
assinatura de duas testemunhas, que tenham conhecimento da contratação de
serviços.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<i><b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">DAS CONDIÇÕES GERAIS</span></b></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Cláusula Décima</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">:
O presente contrato é ajustado pelas partes sem que haja ou gere vínculo
empregatício, sendo regulado pela Lei n ° 9.504, de 30 de setembro de 1997 e
pelo Código Civil Brasileiro.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Cláusula Décima Primeira</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">: É livre ao CONTRATADO prestar serviços a outras
pessoas, desde que fora do âmbito deste contrato, sendo-lhe vedado prestar o
mesmo serviço ora contratado a outro candidato ou coligação, salvo se
expressamente autorizado pelo CONTRATANTE, sob pena de incidir em causa de
rescisão antecipada do contrato.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<i><b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">DO FORO</span></b></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">Cláusula Décima Segunda</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">: Para dirimir quaisquer controvérsias oriundas do
presente contrato, as partes elegem o foro da Comarca de ________/__,
renunciando a qualquer outro.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">E, por estarem justas e acordadas, as partes
assinam o presente Contrato de Prestação de Serviços por Prazo Determinado para
fins de Campanha Eleitoral 2012, em duas vias de igual teor e forma, na
presença de duas testemunhas.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<b><i><span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">__________, ___, de
__________________ de 2012.</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">_________________________________ _________________________________</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">CONTRATANTE
CONTRATADO</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></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-family: "Tahoma","sans-serif"; font-size: 11pt; line-height: 150%;">TESTEMUNHAS:</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
</div>
<div align="center" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<b><u><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">INSTRUMENTO PARTICULAR DE PRESTAÇÃO DE
SERVIÇOS VOLUNTÁRIOS PARA CAMPANHA ELEITORAL 2012 – DOAÇÃO DE SERVIÇOS</span></u></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> </span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> </span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Por
este instrumento particular, …………………………………………., nacionalidade, estado civil,
profissão, endereço………………………………………….., R.G. nº ……………………. e CPF/MF nº
…………………., doravante simplesmente denominada <b><span style="font-family: "Tahoma","sans-serif";">“DOADOR”</span></b>, e <b style="mso-bidi-font-weight: normal;">_____________</b>, CNPJ nº XXXXXXXXXXXX, Candidato a Vereador nas
Eleições 2012, com Comitê Eleitoral Central situado no Município de __________, ___, na Rua XXXXXXXXX, n.º XXX, doravante simplesmente
denominado <b><span style="font-family: "Tahoma","sans-serif";">“DONATÁRIO”</span></b>,
têm entre si justo e acertado o que segue:</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Capítulo
I - Do Objeto</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Cláusula
Primeira</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> – Tem por objeto este contrato a doação de
prestação de serviço pelo DOADOR ao DONATÁRIO, para fins de Campanha Eleitoral,
nas condições estabelecidas neste instrumento.</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Cláusula
Segunda -</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> Para fins de contabilidade de campanha
eleitoral, o presente contrato é lastreado pelo Recibo Eleitoral de
nº………………………, com valor estimado em R$ …………………………..(xxxxx reais).</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Cláusula
Terceira</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> – As partes de comum acordo dispensam a
prévia inscrição em serviço voluntário.</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> Capítulo
II - Da Responsabilidade do DOADOR</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> Cláusula
Única –</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> O DOADOR reconhece neste ato, que o valor
estimado para a prestação de serviços, especificado na cláusula segunda, do
Capítulo I, não é superior a 10% dos seus rendimentos brutos auferidos no
exercício de 2011.<b><span style="font-family: "Tahoma","sans-serif";"> </span></b></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Capítulo
III - Do Prazo</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> <b><span style="font-family: "Tahoma","sans-serif";">Cláusula Única</span></b> – A
prestação de serviços objeto deste contrato, destina-se exclusivamente às
atividade de campanha eleitoral e se inicia na data de assinatura deste,
findando em 07 de outubro de 2012.</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Capítulo
IV - Da Ausência de Vínculo</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Cláusula
Única – </span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Por força do estabelecido no art. 100, da
Lei nº 9.504/97, a prestação de serviços objeto deste contrato, não gera vínculo
empregatício com o partido ou candidato.</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> Capítulo
V - Eleição do Foro</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Cláusula
Primeira -</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> As partes, de comum acordo, elegem o foro
da Comarca de _________/____, para dirimir eventuais conflitos oriundos do presente
instrumento, renunciando a qualquer outro, por privilegiado que possa ser.</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Cláusula
Segunda -</span></b><span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> Os casos omissos serão resolvidos pelas
partes contratantes, de comum acordo, ou pelas disposições legais aplicáveis à
espécie. E, por estarem de comum acordo, assinam o presente instrumento em 3
(três) vias de igual teor, para que produzem um só efeito, o qual fazem na
presença de duas testemunhas que a tudo assistiram e também assinam.</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">__________,
___, ___________, de 2012.</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">____________________________</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Doador</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">____________________________</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Donatário</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">Testemunhas:</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;">____________________________</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> </span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 10pt; line-height: 150%;"> ____________________________</span></div>
<div class="MsoNormal">
<br /></div>
Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-68045757276387144132012-07-10T18:48:00.002-07:002012-07-10T18:50:07.179-07:00Documentos de grande utilidade para a campanha eleitoral (Parte 1)Quando se trata de campanha eleitoral, principalmente nas eleições municipais, com ânimos tão exaltados e rivalidades extremas, torna-se necessário cercar-se de todos os cuidados, evitando-se representações na Justiça Eleitoral, que tomam tempo e desviam as atenções do que interessa, que é a campanha.<br />
<br />
Muitos candidatos se "atrapalham" quando o assunto é contratação de cabos eleitorais, cedência de veículos e utilização de imóveis.<br />
<br />
Frente a isso, seguem modelos de autorizações de utilização de veículos, espaços e contratação de "mão-de-obra":<br />
<br />
<br />
<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-size: 12pt;">AUTORIZAÇÃO</span></b><span style="font-size: 12pt;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt;">Eu,___________________________________________________________________,
documento nº ______________________________, proprietário/responsável pelo imóvel
situado à Rua / Av. _______________________________________________, bairro
_________________________ na cidade de ______________/__, autorizo a veiculação de
propaganda eleitoral, assim como especificado abaixo, do candidato à Vereador/Prefeito _____________________, nas Eleições do ano de 2012.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt;">(
) PINTURA ( ) FAIXAS ( )
CARTAZES ( ) PLACAS
( ) INSCRIÇÕES</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt;">Conforme
dispõe o Artigo 37, do parágrafo 2º da Lei 9504/97.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt;">_____________,
____ de ______________________ de 2012.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-size: 12pt;">__________________________________________
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt;">Proprietário
ou Responsável pelo imóvel</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-size: 12pt;"> </span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-size: 12pt;">AUTORIZAÇÃO</span></b><span style="font-size: 12pt;"></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-size: 12pt;">Eu,___________________________________________________________________,
documento nº __________________________ proprietário/responsável pelo automóvel
_________________________, placa _______________________, autorizo a veiculação
de propaganda eleitoral no veículo citado acima; do candidato à Vereador/Prefeito ____________________, nas Eleições do ano de 2012, conforme dispõe o Artigo 37, da Lei
9504/97.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-size: 12pt;">________________, ________
de _______________________ de 2012.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-size: 12pt;">__________________________________________<br />
Proprietário ou Responsável pelo veículo</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<br />
<div class="MsoTitle" style="text-align: center;">
<b>TERMO DE CESSÃO DE DIREITO DE USO</b></div>
<div class="MsoTitle" style="text-align: center;">
<b>PARA FINS ELEITORAIS</b></div>
<div class="MsoTitle" style="text-align: center;">
<b>Veículo</b></div>
<div class="MsoTitle">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 12pt;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoBodyText" style="line-height: 16.0pt; margin-bottom: 6.0pt;">
Pelo
presente instrumento particular, <i><b style="mso-bidi-font-weight: normal;">NOME DO
CEDENTE</b></i>, inscrito no CNPJ/CPF sob o nº
...................................................................., com endereço
na Rua ......................................................................................................
e <b style="mso-bidi-font-weight: normal;">_________________</b>, candidato a Vereador/Prefeito,
nº ____________, CNPJ ..................................................., celebram
este TERMO DE CESSÃO DE USO PARA FINS ELEITORAIS do veículo
marca................, modelo........................, placa
.................................., para ser utilizado nas atividades de
campanha eleitoral, ano de 2012.</div>
<div class="MsoBodyText" style="line-height: 16.0pt; margin-bottom: 6.0pt;">
<br /></div>
<div class="MsoBodyText" style="line-height: 16.0pt; margin-bottom: 6.0pt;">
1 – A
utilização do veículo terá a estrita finalidade de divulgação da campanha do
Cessionário e transporte de material e apoiadores de campanha, vedado
transporte de eleitor no dia das eleições.</div>
<div class="MsoNormal" style="line-height: 16.0pt; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-size: 12pt;">2 – A presente
cessão será gratuita, estimando-se para fins de prestação de contas eleitorais
o valor de R$ ................... (colocar o valor estimado do aluguel do veículo)
mensais.</span></div>
<div class="MsoNormal" style="line-height: 16.0pt; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-size: 12pt;">3 – Poderá o
candidato Cessionário utilizar, sem embargo de qualquer natureza, a chaparia do
carro para fins de publicidade eleitoral. </span></div>
<div class="MsoNormal" style="line-height: 16.0pt; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-size: 12pt;">4 – O Cedente
somente poderá rescindir o presente termo de cessão de uso após do dia 07 de
outubro de 2012, salvo a existência de justa causa motivada exclusivamente pela
pessoa do Cessionário, caso não sejam cumpridas as condições estabelecidas
neste termo.</span></div>
<div class="MsoBodyText3">
<span style="font-size: 12pt;">5
– A cessão de uso do veículo referido tem início na assinatura do presente
termo e termino no dia 07 de outubro de 2012.</span></div>
<div class="MsoBodyText3">
<span style="font-size: 12pt;">6
– Fica eleito o Foro da Cidade de ________/____, com expressa renúncia a qualquer
outro, por mais privilegiado que seja, para dirimir as questões oriundas da
interpretação e execução do presente termo.</span></div>
<div class="MsoBodyText" style="line-height: 16.0pt; margin-bottom: 6.0pt;">
E, por
estarem de comum acordo, assinam o presente termo:</div>
<div class="MsoBodyText" style="line-height: 16.0pt; margin-bottom: 6.0pt;">
<br /></div>
<div class="MsoBodyText" style="line-height: 16.0pt; margin-bottom: 6.0pt;">
_______,
___ de _______________ de 2012.</div>
<div class="MsoBodyText" style="line-height: 16.0pt; margin-bottom: 6.0pt;">
<br /></div>
<div align="center">
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480;">
<tbody>
<tr style="height: 83.55pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="height: 83.55pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192"><h1 align="left" style="line-height: normal; text-align: left;">
<span style="font-size: 14pt;"><br />
________________</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt;"></span><span style="font-size: 11pt;"></span></h1>
<div class="MsoNormal">
<span style="font-size: 14pt;">Candidato a Vereador</span></div>
</td>
<td style="height: 83.55pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;" valign="top" width="192"><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="height: 83.55pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;" valign="top" width="192"><div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 14pt;">___________________</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 14pt;">Cedente</span></div>
</td>
</tr>
</tbody></table>
</div>
<div class="MsoNormal">
</div>
Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-54105486699010705522012-06-28T18:40:00.001-07:002012-06-28T18:40:45.822-07:00Reprovação de contas de campanha não impede candidaturas<div class="center">
<div class="helper">
<div id="imagemConteudo">
<img alt="Ministro Dias Toffoli em sessão do TSE. " src="http://www.tse.jus.br/imagens/fotos/tse-toffoli-sessao-jpg-1339716662689/image_destaque_interno" /><br /><span id="legendaPaginaInterna">Ministro Dias Toffoli</span>
</div>
</div>
</div>
<br />
Por
maioria de votos, o Plenário do Tribunal Superior Eleitoral (TSE)
decidiu que a falta de aprovação de contas de campanha não impede a
obtenção, pelos candidatos, da certidão de quitação eleitoral e do
registro de candidatura nas Eleições 2012. <br />
<br />Ao apresentar seu
voto-vista na sessão administrativa desta quinta-feira (28), o ministro
Dias Toffoli desempatou o julgamento em favor do pedido de
reconsideração apresentado pelo Partido dos Trabalhadores (PT), que
solicitava que o TSE voltasse atrás em sua decisão, tomada no dia 1º de
março, que passou a exigir dos candidatos a aprovação das contas
eleitorais para a obtenção do registro. Toffoli solicitou vista do
pedido na sessão do dia 26 de junho, quando o julgamento estava empatado
em três votos a três.<br /><br />Após mencionar a evolução do tema no TSE, o
ministro Dias Toffoli votou com os ministros que acolheram o pedido do
PT, que foi apoiado por outros 13 partidos. Segundo Toffoli, a
legislação eleitoral em vigor não exige a aprovação das contas
eleitorais para que os candidatos às eleições municipais deste ano
obtenham o registro de candidatura.<br /><br />“A jurisprudência é no
sentido de que a apresentação das contas de forma regular não constitui
óbice à obtenção da certidão de quitação eleitoral, conforme o disposto
no parágrafo 7º do artigo 11 da Lei das Eleições (Lei 9.504/97),
inserido pela Lei 12.034”, disse o ministro.<br /><br />De acordo com o ele,
a legislação eleitoral estabelece que a certidão de quitação eleitoral
abrangerá exclusivamente a apresentação de contas de campanha. “O
legislador pretendeu disciplinar a matéria de forma clara, estabelecendo
um critério legal que até então era disciplinado apenas por meio de
instruções desta Corte. Não vejo como suplantar o texto da lei, para
estabelecer requisito não inserido no dispositivo legal”, afirmou.<br /><br />O
ministro disse que as irregularidades na prestação de contas de
candidatos, que acarretarem sua desaprovação, poderão fundamentar a
representação prevista no artigo 30-A, que trata de arrecadação e gastos
ilícitos de campanha, da Lei das Eleições, o que pode causar a perda do
diploma do candidato eleito e a sua inelegibilidade. “Aí sim há
inelegibilidade decorrente das contas, mas após a ação”, destacou
Toffoli.<br /><br />“Creio, portanto, que o requisito para a obtenção da
certidão eleitoral no que se refere à prestação de contas de campanha
deve ser o da apresentação das contas”, disse o ministro.<br /><br />No
entanto, o ministro Dias Toffoli ressalvou que as contas apresentadas
desacompanhadas de documentos que possibilitem a análise dos recursos
arrecadados, ou seja, “aquelas que forem apresentadas de maneira
fajuta”, devem ser consideradas não prestadas, originando, assim, a
falta de quitação eleitoral.<br />
Votaram a favor do pedido de reconsideração do PT os ministros Dias
Toffoli, Gilson Dipp, Arnaldo Versiani e Henrique Neves. E pela
obrigatoriedade da aprovação das contas eleitorais para a obtenção do
registro de candidatura, a presidente do TSE, ministra Cármen Lúcia
Antunes Rocha, e os ministros Marco Aurélio e Nancy Andrighi.<br /><br />Na
sessão administrativa desta quinta-feira, faltava apenas o voto do
ministro Dias Toffoli para o término do julgamento do pedido.<br /><br /><strong>Reconsideração</strong><br />
O pedido de reconsideração foi apresentado pelo Partido dos
Trabalhadores (PT) e endossado por outras 13 legendas (PMDB, PSDB, DEM,
PTB, PR, PSB, PP, PSD, PRTB, PV, PCdoB, PRP e PPS). No documento
encaminhado ao TSE, todos alegam que o entendimento adotado para as
eleições deste ano, conforme a Resolução 23.376 do TSE, afronta a
legislação eleitoral e a própria Constituição Federal.<br />
As legendas afirmaram que a Minirreforma Eleitoral (Lei nº
12.034/2009) deixou claro que a abrangência da quitação eleitoral inclui
apenas a apresentação das contas pelo candidato, afastando a exigência
do julgamento do mérito. Para os partidos, eventuais irregularidades
poderão ou não resultar em penalidades de restrição ou cassação de
direitos desde que o processo judicial seja instaurado com as devidas
garantias constitucionais asseguradas ao acusado.<br />
Assim, no entendimento das agremiações, o TSE teria criado uma
“sanção de inelegibilidade não prevista em lei”, contrariando a
legislação eleitoral e os princípios constitucionais da segurança
jurídica e da anterioridade da lei eleitoral.<br /><br />EM/LFTiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-79163154705524514332012-06-28T16:31:00.003-07:002012-06-28T16:31:29.538-07:00Documentos requeridos para registro de candidatos<!--[if gte mso 9]><xml>
<o:DocumentProperties>
<o:Author>Rosana Lopes</o:Author>
<o:Version>12.00</o:Version>
</o:DocumentProperties>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>PT-BR</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style>
<![endif]-->
<br />
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">A <span style="mso-bidi-font-weight: bold;">Resolução
nº 23.373 do TSE trata, entre outros assuntos, dos documentos necessários para
solicitar o registro de candidatos.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt; mso-bidi-font-weight: bold;">Saliente-se que
alguns documentos tem que ser digitalizados pelo sistema CANDex, que é onde o
registro será feito.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt; mso-bidi-font-weight: bold;">Para evitar
confusão, a Justiça Eleitoral pede que os partidos reúnam a documentação de
todos os candidatos e procedam o registro dos mesmos no sistema, em especial os
candidatos a Vereador.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">O artigo 27 solicita os seguintes
documentos:</span></div>
<div class="Default" style="text-align: justify;">
<br /></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">I – <b style="mso-bidi-font-weight: normal;">declaração
atual de bens</b>, preenchida no Sistema CANDex e assinada pelo candidato na
via impressa pelo sistema (Lei no 9.504/97, art. 11, § 1º, IV); </span></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">II – <b style="mso-bidi-font-weight: normal;">certidões
criminais</b> fornecidas pelos órgãos de distribuição da Justiça Federal e
Estadual (Lei no 9.504/97, art. 11, § 1º, VII); </span></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">III – <b style="mso-bidi-font-weight: normal;">fotografia
recente do candidato</b>, obrigatoriamente digitalizada e anexada ao CANDex, <b style="mso-bidi-font-weight: normal;">preferencialmente em preto e branco</b>,
observado o seguinte (Lei no 9.504/97, art. 11, § 1º, VIII): </span></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">a) dimensões: <b style="mso-bidi-font-weight: normal;">5 x 7cm</b>, sem moldura; </span></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">b) cor de fundo: uniforme, <b style="mso-bidi-font-weight: normal;">preferencialmente branca</b>; </span></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">c) características: frontal (busto), trajes
adequados para fotografia oficial e sem adornos, especialmente aqueles que
tenham conotação de propaganda eleitoral ou que induzam ou dificultem o
reconhecimento pelo eleitor; </span></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">IV – <b style="mso-bidi-font-weight: normal;">comprovante
de escolaridade</b>; </span></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">V – <b style="mso-bidi-font-weight: normal;">prova
de desincompatibilização</b>, quando for o caso; </span></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">VI – propostas defendidas pelos candidatos a
Prefeito, que deverão ser entregues em uma via impressa e outra digitalizada e
anexada ao CANDex (Lei nº 9.504/97, art. 11, § 1º, IX);</span></div>
<div class="Default" style="text-align: justify;">
<br /></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11pt;">Obs.: <i>Trata-se de uma novidade da Resolução, que busca aumentar o compromisso dos candidatos a Prefeito, bem como auxiliar os eleitores, que poderão ter acesso ao documento on line. </i></span></div>
<div class="Default" style="text-align: justify;">
<br /></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">VII – <b style="mso-bidi-font-weight: normal;">cópia
de documento oficial de identificação</b>. </span></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">§ 1º Os requisitos legais referentes à
filiação partidária, domicílio e quitação eleitoral, e à inexistência de crimes
eleitorais serão aferidos com base nas informações constantes dos bancos de
dados da Inst nº 1450-86.2011.6.00.0000/DF Justiça Eleitoral, sendo dispensada
a apresentação dos documentos comprobatórios pelos requerentes (Lei nº
9.504/97, art. 11, § 1º, III, V, VI e VII). </span></div>
<div class="Default" style="text-align: justify;">
<br /></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">Obs.: <i>Isso quer dizer que a Justiça
Eleitoral fará a pesquisa, eximindo o candidato e partido de providenciar
certidão de quitação eleitoral e filiação partidária.</i></span></div>
<div class="Default" style="text-align: justify;">
<br /></div>
<div class="Default" style="text-align: justify;">
<br /></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">§ 2º As certidões de que trata o inciso II
deverão ser apresentadas em uma via impressa e outra digitalizada e anexada ao
CANDex. </span></div>
<div class="Default" style="text-align: justify;">
<br /></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 11.0pt;">Para baixar o programa CANDex, basta acessar
o site do TSE ou dos TREs dos estados. Ainda, levando uma mídia na Justiça
Eleitoral das cidades, o programa também será fornecido.</span></div>Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-88515765497535676862012-06-28T16:04:00.000-07:002012-06-28T16:04:53.227-07:00TSE orienta acerca da abertura de conta bancária para arrecadação de recursos<div class="center">
<div class="helper">
<div id="imagemConteudo">
<img alt="Abertura de conta corrente" src="http://www.tse.jus.br/imagens/fotos/tse-abertura-contas-27-06-2012-jpg/image_destaque_interno" /><br /><span id="legendaPaginaInterna"></span>
</div>
</div>
</div>
<div id="tituloInterno">
<h2>
Candidatos têm de abrir conta específica para arrecadar recursos na campanha eleitoral </h2>
</div>
Os
candidatos a prefeito e a vereador que disputarão o pleito de outubro
têm de abrir conta bancária exclusiva para a movimentação financeira de
campanha. A exigência da conta específica se estende também aos comitês e
aos partidos. A conta é obrigatória a todos, mesmo que não haja
arrecadação ou movimentação de recursos financeiros.<br />
Antes de arrecadar e gastar recursos na campanha eleitoral são
necessários: o requerimento do registro de candidatura ou do comitê
financeiro; a inscrição no Cadastro Nacional da Pessoa Jurídica (CNPJ); a
comprovação da abertura de conta bancária específica; e a emissão de
recibos eleitorais.<br />
<strong>Conta bancária</strong><br />
O CNJP para a abertura da conta específica é fornecido pela Receita
Federal após o pedido de registro do candidato à Justiça Eleitoral. Além
do CNPJ, o candidato ou comitê deve apresentar o <a href="http://www.tse.jus.br/eleicoes/eleicoes-2012/prestacao-de-contas/requerimento-de-abertura-da-conta-bancaria-eleitoral">Requerimento de Abertura de Conta Eleitoral (Race)</a>, disponível na página do TSE na internet.<br />
A conta deve ser aberta em instituição financeira que possua carteira
comercial reconhecida pelo Banco Central do Brasil, sendo vedado o uso
de conta bancária preexistente.<br />
O prazo para a abertura da conta é de até 10 dias a partir da data de
concessão do CNPJ. A conta é facultativa aos candidatos ao cargo de
vereador em municípios com menos de 20 mil eleitores. No caso de
município que não possua agência bancária ou correspondente bancário, os
diretórios partidários, comitês financeiros e candidatos não são
obrigados a abrir conta bancária eleitoral.<br />
<strong>Partidos</strong><br />
Os partidos políticos, em todas as esferas de direção, também devem
providenciar a abertura de conta específica. O prazo, no entanto,
termina em 5 de julho e a legenda deve utilizar o CNPJ próprio já
existente.<br />
<a href="http://www.tse.jus.br/eleicoes/eleicoes-2012/prestacao-de-contas/conta-bancaria-eleitoral-de-partidos-politicos">Confira as orientações sobre abertura de conta bancária eleitoral</a>.<br />
<a href="http://www.justicaeleitoral.jus.br/arquivos/tse-resolucao-23376">Confira a resolução sobre a arrecadação e os gastos de recursos e prestação de contas</a>.<br />
GA/LFTiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-52838654049819294362012-06-14T16:36:00.000-07:002012-06-14T16:36:42.471-07:00Conta Bancária de CampanhaSegue abaixo uma espécie de passo-a-passo acerca de contas bancárias de comitês financeiros de campanha, partidos e candidatos.<br />
<br />
ps.: Este texto foi elaborado pelo Diretório Estadual do PP/RS.<br />
<br />
CONTA BANCÁRIA:<br /><br />
IMPORTANTE<br /><br />
ABERTURA DE CONTA BANCÁRIA – DIRETÓRIOS PARTIDÁRIOS<br /> Art. 12, §1º, alínea “b” – art. 14 e §§ da Resolução/TSE nº 23.376/2012.<br />Trata-se de inovação proposta pelo TSE a partir da interpretação da Lei nº 9.504/97. Tal determinação - contida na Resolução/TSE nº 23.376/12 (Dispõe sobre a arrecadação e gastos de recursos por partidos políticos, candidatos e comitês financeiros e, ainda, sobre a prestação de contas nas eleições de 2012) e que passou a vigorar com as “Eleições 2010” - EXIGE dos partidos políticos – em todas as esferas de direção (municipal, estadual e nacional) – a obrigatoriedade de abertura de conta bancária específica (mesmo que não haja movimentação financeira) para arrecadar e aplicar recursos na campanha eleitoral.<br />OBSERVAÇÃO: Não se trata da conta bancária do “Comitê Financeiro”, que também deverá ser aberta.<br />Aspectos importantes:<br /> Pode ser aberta desde o dia 1º de janeiro de 2012 e observada a data limite de 05 de julho de 2012;<br /> A conta deve ser identificada com a denominação “ELEIÇÕES 2012”, seguida da sigla do partido político e a identificação do órgão (municipal, estadual e nacional).<br /> Para abrir a conta bancária será necessário:<br />1) Requerimento de Abertura de Conta Eleitoral de Partidos Políticos (RACEP), disponível na página da internet do TRE;<br />OBSERVAÇÃO: Recomenda-se a emissão do RACEP imediatamente, haja vista que os Partidos têm encontrado problemas para tanto, sobretudo quando se encontram irregularmente inscritos no CNPJ. Qualquer dúvida contate o Diretório Estadual.<br />2) Apresentação do cartão do CNPJ, já existente, se não tiver acessar a página da Receita Federal (www.receita.fazenda.gov.br);<br />3) Certidão da composição partidária, disponível na página da internet do TSE (www.tse.jus.br) ou TRE/RS (www.tre-rs.gov.br).<br />INOVAÇÃO: Nesta eleição, em função da obrigatoriedade de abertura de conta bancária para arrecadar e distribuir recursos na campanha eleitoral, além da prestação de contas do Comitê Financeiro, os partidos políticos serão obrigados a prestar conta de campanha eleitoral.<br />PARTIDOS POLÍTICOS – OBRIGAÇÃO DE PRESTAR CONTAS<br />Art. 14 da Resolução/TSE nº 23.376/12:<br />§1º - Os partidos políticos, em todas as esferas de direção, devem manter em sua escrituração contábil contas específicas para o registro das movimentações financeiras dos recursos destinados às campanhas eleitorais, a fim de permitir a segregação desses recursos de quaisquer outros e a identificação de sua origem.<br />§2º - O partido político que aplicar recursos do Fundo Partidário na campanha eleitoral deverá fazer movimentação financeira diretamente na conta bancária estabelecida no art. 43 da Lei nº 9.096/95, vedada a transferência desses recursos para a conta bancária específica de campanha eleitoral.<br />Art. 19 da Resolução/TSE nº 23.376/12:<br /> Os partidos políticos poderão aplicar ou distribuir pelas diversas eleições os recursos financeiros recebidos de pessoas físicas e jurídicas, devendo, obrigatoriamente:<br />I – discriminar a origem e a destinação dos recursos repassados a candidatos e a comitês financeiros;<br />II – observar as normas estatutárias e os critérios definidos pelos respectivos órgãos de direção nacional, os quais devem ser fixados e encaminhados à Justiça Eleitoral até 10 de julho de 2012;<br />III – depósito na conta específica de campanha do partido político, antes da sua destinação ou utilização, ressalvados os recursos do Fundo Partidário.<br />Art. 20 da Resolução/TSE nº 23.376/12 – aplicação de recursos arrecadados pelos partidos em anos anteriores ao da eleição:<br /> As doações recebidas por partidos políticos em anos anteriores ao da eleição poderão ser aplicadas na campanha eleitoral de 2012, desde que observados os seguintes requisitos:<br />I – identificação de sua origem e escrituração contábil individualizada das doações recebidas;<br />II – transferência para a conta específica de campanha do partido polítco, antes de sua destinação ou utilização, respeitado o limite legal imposto a tais doações, tendo por base o ano anterior à eleição;<br />III – identificação do comitê financeiro ou do candidato beneficiário.<br />
<br />CONTA BANCÁRIA – (candidatos e comitês financeiros).<br />É obrigatória para os candidatos, comitês financeiros e partidos políticos, a abertura de conta bancária específica para registrar todo o movimento financeiro da campanha eleitoral, inclusive os recursos próprios dos candidatos e os oriundos da comercialização de produtos e a realização de eventos, vedado o uso de conta bancária preexistente – Art. 12 da Resolução/TSE nº 23.376.<br />Observações:<br />a) Os candidatos a Vice-Prefeito não estão obrigados a abrir conta bancária específica.<br />b) A abertura de conta bancária é facultativa para os candidatos em municípios com menos de 20 mil eleitores.<br />c) A conta bancária somente poderá receber depósitos/créditos de origem identificada pelo nome ou razão social e respectivo número de inscrição no CPF ou CNPJ – aplica-se à conta do partido.<br />d) A movimentação bancária de qualquer natureza será sempre feita por meio de cheque nominal ou transferência bancária - aplica-se à conta do partido.<br />OBSERVAÇÃO – DESPESAS DE PEQUENO VALOR (inovação da lei):<br />São consideradas despesas de pequeno valor aquelas despesas individuais que não ultrapassem o limite de R$ 300,00 (trezentos reais).<br />Para o pagamento de despesas de pequeno valor, poderão o candidato, o comitê financeiro e o partido político, constituir reserva individual rotativa em dinheiro (Fundo de Caixa), por todo o período da campanha eleitoral, observado o trânsito prévio destes recursos na conta bancária específica, devendo ser mantida a documentação correspondente para fins de fiscalização, e respeitados os seguinte limites:<br /><br />
ELEITORES - VALOR MÁXIMO<br />até 40.000 - R$ 10.000,00<br />Mais de 100.000 - R$ 15.000,00<br />Mais de 200.000 - R$ 20.000,00<br />Mais de 500.000 - R$ 30.000,00<br />Mais de 900.000 - R$ 50.000,00<br />
<br />Abertura de conta bancária:<br /> Os candidatos e comitês financeiros deverão abrir a conta bancária no prazo de 10 dias da concessão do CNPJ pela Secretaria da Receita Federal do Brasil;<br /> Os bancos são obrigados a acatar o pedido de abertura de conta, sendo-lhes vedado condicioná-la a depósito mínimo e à cobrança de taxas e outras despesas de manutenção – art. 15 da Resolução/TSE nº 23.376<br />Documentos necessários:<br />a) Requerimento de Abertura de Conta Bancária Eleitoral (RACE) – disponível no site do TSE ou TRE/RS, anexo III da Resolução/TSE nº 23.376/12.<br />b) Comprovante de inscrição no CNPJ para as eleições, disponível na página da Secretaria da Receita Federal do Brasil (www.receita.fazenda.gov.br).<br />Avisos Importantes:<br />1) Os candidatos e os partidos políticos são obrigados a entregar, no período de 28 de julho a 02 de agosto e 28 de agosto a 02 de setembro, os RELATÓRIOS PARCIAIS, com a discriminação dos recursos em dinheiro ou estimáveis em dinheiro que tenham recebido para financiamento da campanha eleitoral e os gastos que realizarem, na página da internet criada pela Justiça Eleitoral para esse fim, exigindo-se a indicação dos nomes dos doadores e os respectivos valores doados somente na prestação de contas final – INOVAÇÃO: datas.<br />2) Obrigação de Prestar Contas: os candidatos e comitês financeiros que não apresentarem suas contas até a data limite estipulada (06 de novembro para o 1º turno e 27 de novembro para o 2º turno), serão notificados da obrigação de prestar contas, pelo Juiz Eleitoral, no prazo de 72 horas.<br />3) A ausência de movimentação de recursos de campanha, financeiros ou estimáveis em dinheiro, não isenta o candidato, o comitê financeiro ou o partido político de prestar contas na forma estabelecida nesta resolução.<br />4) O candidato que renunciar à candidatura, dela desistir, for substituído ou tiver registro indeferido pela Justiça Eleitoral, deverá prestar contas correspondentes ao período em que participou do processo eleitoral, mesmo que não tenha realizado campanha.<br />5) A inobservância do prazo para encaminhamento da prestação de contas impedirá a diplomação dos eleitos, enquanto perdurar a omissão.<br />6) A não-apresentação das contas ou a desaprovação das contas do candidato impede a obtenção da certidão de quitação eleitoral.<br />7) Os candidatos, comitês financeiros e os partidos políticos deverão manter a disposição da Justiça Eleitoral, pelo prazo de 180 dias, contados da data da diplomação dos candidatos eleitos, todos os documentos concernentes às suas contas de campanha, exceto quando, passado o prazo, encontrar-se ainda pendente o julgamento das contas, quando deverão se conservar os documentos até o trânsito em julgado da decisão.<br />OBSERVAÇÃO – INOVAÇÕES DA LEI<br /> Sob pena de rejeição das contas, as doações estimáveis em dinheiro devem constituir PRODUTO DE SEU PRÓPRIO SERVIÇO, DE SUAS ATIVIDADES ECONÔMICAS E, NO CASO DOS BENS PERMANENTES, DEVERÃO INTEGRAR O PATRIMÔNIO DO DOADOR.<br /> Verificar art. 41 da Resolução/TSE nº 23.376/12 – documentos necessários, na prestação de contas, para a comprovação de doação estimável em dinheiro.<br />Exemplo: Não pode uma empresa de móveis emprestar um automóvel para a campanha, apenas uma locadora de veículos (produto de sua atividade econômica). Por outro lado, pode, por exemplo o irmão do candidato, emprestar automóvel registrado em seu nome (bem permanente integrante do patrimônio do doador).<br /> Os gastos de campanha efetivam-se no momento da contratação do serviço e não do pagamento.<br /> Somente é possível realizar gastos de campanha e arrecadar recursos complementando os seguintes requisitos: requerimento de registro (candidato/comitê); inscrição no CNPJ de campanha; comprovação de abertura de conta bancária de campanha; emissão dos recibos eleitorais.<br />EXCEÇÃO: A formalização de contratos que gerem despesas e gastos com a instalação física de comitês de candidatos e partidos políticos, desde que só haja o efetivo desembolso financeiro após a complementação dos requisitos acima mencionados - §8º do art. 30 da resolução/TSE nº 23.376/12.<br />LIMITES DAS DOAÇÕES:<br /> Pessoa física: 10% dos rendimentos brutos do ano-calendário anterior à eleição. Exceção: bens móveis ou imóveis estimáveis em dinheiro: limite de R$ 50.000,00.<br /> Pessoa Jurídica: 2% do faturamento bruto auferido no ano anterior à eleição e declarado à Receita Federal. Vedada a doação de pessoas jurídicas que tenham iniciado ou retomado atividade no ano da eleição.<br /> Recursos Próprios: limite de gastos estabelecido pelo partido no momento do registro de candidatura.<br /> Não estão sujeitas aos limites acima estabelecidos as doações entre candidatos e comitês financeiros.<br /> Recursos próprios do candidato: deverão respeitar os limites legais estabelecidos para as pessoas físicas. Os empréstimos contraídos pelo candidato serão considerados recursos próprios sujeitos a tais limites.<br />FEITAS TAIS CONSIDERAÇÕES GERAIS A RESPEITO DAS CONTAS DE CAMPANHA ELEITORAL, RECOMENDA-SE AOS PARTIDOS E CANDIDATOS O MANUSEIO DA RESOLUÇÃO/TSE Nº 23.376/12, SOBRETUDO PARA AVERIGUAR:<br /> As fontes vedadas para doação de recursos;<br /> As regras para comercialização de bens e promoção de eventos;<br /> Os documentos necessários para a apresentação das contas de campanha eleitoral.<br />Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-30625891097350424532012-05-20T18:24:00.001-07:002012-05-20T18:28:01.712-07:00Datas próximas do Calendário Eleitoral 2012<span style="font-size: small;">Ainda em maio, e depois em junho, teremos datas importantes do calendário eleitoral de 2012.</span><br />
<br />
<span style="font-size: small;">Tratam-se das Convenções Partidárias, bem como dos prazos para propaganda intrapartidária.</span><br />
<br />
<span style="font-size: small;">É isso mesmo, o candidato a candidato pode fazer propaganda visando a obtenção dos votos dos filiados, nas prévias de seus partidos. Obviamente, como tudo na lei eleitoral, devem ser respeitados alguns limites.</span><br />
<span style="font-size: small;"><br /></span><br />
<span style="font-size: small;">A propaganda pode ser feita na proximidade do local da convenção, bem como via e-mail e outros meios eletrônicos. Ainda pode ser utilizado panfletagem e outras formas de propaganda, com respeito ao prazo de 15 dias anteriores a escolha dos candidatos. Contudo, é vedado o uso de rádio, TV e <i>outdoor. <i>(</i></i><i>Lei 9.504/97, art. 36, § 1)</i></span><br />
<br />
<table align="" border="1" cellpadding="1" cellspacing="0" summary="" width=""><tbody>
<tr valign="TOP"><td width="%"><div align="JUSTIFY">
<span style="font-size: xx-small;">26/05/2012</span></div>
</td>
<td width="%">
<div align="JUSTIFY">
• <span style="font-size: xx-small;">Data
a partir da qual é permitido ao postulante à candidatura a cargo
eletivo realizar propaganda intrapartidária com vista à indicação de
seu nome, vedado o uso de rádio, TV e <em>outdoor</em>, observado o
prazo de 15 dias que antecede a data definida pelo partido para a
escolha dos candidatos (LE, art. 36, § 1º).</span></div>
</td>
</tr>
<tr valign="TOP">
<td width="%">
<div align="JUSTIFY">
<span style="font-size: xx-small;">10/06/2012</span></div>
</td>
<td width="%">
<div align="JUSTIFY">
• <span style="font-size: xx-small;">Data
a partir da qual é permitida a realização de convenções
destinadas a deliberar sobre coligações e escolher candidatos a
Prefeito, a Vice-Prefeito e a Vereador (LE, art. 8º, <em>caput</em>).</span><br />
• <span style="font-size: xx-small;">Data a partir
da qual é vedado às emissoras de rádio e de TV transmitir programa
apresentado ou comentado por candidato escolhido em convenção (LE,
art. 45,§ 1º).</span></div>
</td>
</tr>
<tr valign="TOP">
<td width="%">
<div align="JUSTIFY">
<span style="font-size: xx-small;">30/06/2012</span></div>
</td>
<td width="%">
<div align="JUSTIFY">
• <span style="font-size: xx-small;">Último
dia para a realização de convenções destinadas a deliberar sobre
coligações e escolher candidatos a Prefeito, a Vice-Prefeito e a
Vereador (LE, art. 8º, <em>caput</em>).</span></div>
</td></tr>
</tbody></table>
<br />
<br />
<table align="" border="1" cellpadding="1" cellspacing="0" summary="" width=""><tbody>
<tr valign="TOP"><td width="%"><br /></td><td width="%"><br /></td><td width="%"><br /></td><td width="%"><br /></td><td width="%"><br /></td><td width="%"><br /></td></tr>
</tbody></table>Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-51494043216741462922012-05-18T15:12:00.000-07:002012-05-18T15:19:38.273-07:00Doação de combustível para campanhas eleitorais<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="240" src="data:image/jpeg;base64,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" width="320" /></a><br />
A época é de eleições municipais e, como todos sabem, este é também um
período de grande assédio por parte dos candidatos para doações de
campanha. Doar dinheiro para o candidato de sua escolha é um ato legal
e de cidadania.<br />
<br />
Minha área é mais jurídica, sendo que detalhes mais técnicos acerca de doações e prestações são propícios para contadores. Contudo, vou "dar um pitaco" neste tema. <br />
<br />
Muitos candidatos buscam postos de gasolina pedindo doações. Mas atenção! Algumas regras devem ser seguidas. Para
esclarecer as dúvidas da maior parte dos candidatos e empresários donos de postos, a
Fecombustíveis questionou o TRE-RJ, que assim respondeu. Em caso de dúvidas, as respostas estão na <a href="http://www.justicaeleitoral.jus.br/arquivos/tse-resolucao-23376">Resolução 23.376, do TribunalSuperior Eleitoral.</a><br />
<br />
<h3>
Como um empresário de pequeno ou médio porte deve proceder para fazer uma doação para campanha de um candidato?</h3>
Independentemente do porte, o empresário deve emitir o cheque em nome do
candidato (tem que ser o nome que consta no CNPJ do candidato) e pegar
com este um recibo eleitoral.
<br />
<h3>
A doação pode ser feita em dinheiro?</h3>
Sim, mas o doador deve depositar diretamente na conta do candidato,
através de depósito identificado, e pedir ao candidato o recibo
eleitoral correspondente ao valor doado.
<br />
<h3>
A doação pode ser feita em combustível?</h3>
Pode sim, desde que mediante nota fiscal e recibo. Funciona assim: o
doador emite nota fiscal e dá uma cópia ao candidato para o qual está
doando, solicitando deste o recibo eleitoral. Entra na prestação de
contas como "doação estimável em dinheiro".
<br />
<h3>
Existe a necessidade de se firmar algum contrato com o candidato, ao qual o empresário decidiu doar verba para a campanha?}</h3>
Não há necessidade de se firmar nenhum contrato. Apenas é preciso que o
depósito seja identificado com o nome do doador e que o doador exija o
recibo eleitoral do candidato.
<br />
<h3>
Os carros de propaganda utilizados durante a campanha têm um prazo
para serem abastecidos? Podem ser abastecidos mesmo às vésperas das
eleições?</h3>
Não têm prazo para serem abastecidos. Podem ser abastecidos até mesmo no dia das eleições.
<br />
<h3>
Caso o candidato queira comprar um grande valor de combustível
adiantado, que será abastecido aos poucos. O posto pode aceitar? Em nome
de quem tem que ser feita a nota fiscal?</h3>
O posto pode aceitar e a nota fiscal deve ser emitida em nome do
candidato. O que vai acontecer é que ele vai precisar identificar um a
um os veículos que forem sendo abastecidos, que só podem ser carros
vinculados à campanha eleitoral. O combustível não pode beneficiar
nenhum eleitor.
<br />
<h3>
O sindicato pode doar em campanha eleitoral? Como deve proceder?</h3>
Nenhuma entidade de classe ou sindical pode fazer doações de campanha, conforme preve a resolução supra.<br />
<br />
<br />
<br />
<br />
<br />
<i>* As perguntas foram respondidas por Ronaldo Cunha Barreto, secretário de Controle Interno e Auditoria do TRE-RJ</i>Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-24892228033012591572012-05-16T11:14:00.000-07:002012-05-16T11:14:55.583-07:00Desincompatibilização de Candidato em Município diverso de onde ocupa cargoUm leitor fez a pergunta: Ocupo cargo num município, e vou concorrer a vereador em outro. Preciso me desincompatibilizar?<br />
<br />
Antes de responder, é necessário ter algumas coisas em mente.<br />
<br />
Primeiro, o instituto da desincompatibilização foi criado para vedar que o candidato que ocupe cargo público possa influenciar diretamente no resultado da eleição, tendo benefícios eleitorais em virtude da função que exerce em uma administração.<br />
<br />
Ainda, existem regras diferentes, dependendo do cargo ao qual se vai pleitear.<br />
<br />
Por exemplo:<br />
<br />
Prefeito de uma cidade, sem importar se esta em primeiro ou segundo mandato, não pode trocar seu domicilio eleitoral para concorrer em outro município, mesmo se desincompatibilizando do cargo.<br />
<br />
Já vereadores não sofrem com essa restrição.<br />
<br />
Pois bem, respondendo diretamente a pergunta do amigo, a legislação eleitoral é omissa com relação a desincompatibilização em função de ocupar o candidato cargo num município e concorrer em outro. Porém, a jurisprudência trata com afinco o tema.<br />
<br />
O postulante a Camara de Vereadores que ocupa cargo em outro município NÃO precisa se desincompatibilizar da função, conforme se observa pelo julgado a seguir:<br />
<br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>PT-BR</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
CONSULTA. SECRETÁRIO MUNICIPAL. CANDIDATO EM MUNICÍPIO
DIVERSO. DESNECESSIDADE DE DESINCOMPATIBILIZAÇÃO.</div>
<div class="MsoNormal">
<b><span style="mso-spacerun: yes;"> </span>1. Secretário
Municipal, candidato em município diverso da sua atuação pública, não necessita
se desincompatibilizar do cargo.</b></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>2. Consulta
respondida positivamente.</div>
<span style="mso-spacerun: yes;"></span> <div class="MsoNormal">
(Consulta nº 1531, Resolução nº 22845 de 12/06/2008,
Relator(a) Min. EROS ROBERTO GRAU, Publicação: DJ - Diário da Justiça, Data
20/08/2008, Página 14 RJTSE - Revista de jurisprudência do TSE, Volume 19, Tomo
3, Página 394 )</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Somente uma ressalva. M<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Lucida Sans Unicode"; mso-fareast-language: #00FF; mso-font-kerning: .5pt;">unicípio desmembrado, incorporado ou que resulte de fusão pode apresentar a vedação para candidatos, caso não tenha se desincompatibilizado.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">No mais, pode-se buscar informações sobre desincompatibilização em geral no <a href="http://juridicoeleitoral.blogspot.com.br/2012/03/eleicoes-2012-algumas-consideracoes.html">POST</a>, bem como, de forma específica do caso de Conselheiros Tutelares, no <a href="http://juridicoeleitoral.blogspot.com.br/2011/09/normal-0-21-false-false-false-pt-br-x_22.html">POST</a>. </span> </div>Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-21860682922155170042012-04-17T19:52:00.000-07:002012-04-17T19:52:34.521-07:001º Congresso Nacional de Direito Eleitoral<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="margin-left: 1em; margin-right: 1em;">
<img alt="" src="data:image/png;base64,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" /> </div>
<br />
<br />
<br />
De quarta até sexta desta semana estarei participando do 1º Congresso Nacional de Direito Eleitoral, em Porto Alegre. Só feras palestrando, como o Ministro do TSE, <strong>Arnaldo Versiani Leite Soares.</strong><br />
<br />
<strong><span style="font-weight: normal;">Ficha Limpa</span>, </strong>Prestação de Contas, Propaganda na Internet, Crimes Eleitorais, entre outros, serão os temas abordados.<br />
<br />
<strong>Em breve muitas novidades para os leitores do blog. </strong>Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-50562144095510230902012-04-13T15:44:00.000-07:002012-04-13T15:44:55.614-07:00Prefeito de Novo Hamburgo e PT são multados por propaganda antecipadaDenúncia foi feita pelo PP contra a campanha "Eu cuido, nós cuidamos"Por:<br /><div class="materia-assinatura">
<div>
<strong class="nome cor">Alisson Coelho</strong><div class="info">
<a href="mailto:alisson.coelho@zerohora.com.br" title="alisson.coelho@zerohora.com.br">alisson.coelho@zerohora.com.br</a></div>
</div>
</div>
<div class="materia-corpo entry-content">
<br />
O prefeito de Novo Hamburgo, Tarcísio Zimmermann e o Partido dos
Trabalhadores (PT) foram multados nesta sexta-feira por propaganda
eleitoral antecipada. <br />
A denúncia foi feita pelo Partido Progressista (PP) pela campanha
publicitária “Eu cuido, nós cuidamos”, veiculada em outdoors na cidade
do Vale do Sinos. <br />
No parecer divulgado hoje, o juiz eleitoral Alexandre Kosby Boeira aplicou multa de R$ 20 mil ao partido e ao prefeito.<br />
De acordo com a secretaria especial de gabinete, Kátia Reichow,
Zimmermann e o PT irão recorrer da decisão. De acordo com ela, o parecer
do juiz causou surpresa.<br />
— O verbo cuidar é usado por dezenas de cidades no Brasil inteiro.
Quando a agência concebeu a campanha, a ideia era estimular a cidadania.
O cuidado, nesse caso, seria de cada morador com a cidade. Em nenhum
momento houve qualquer caráter personalista em torno do prefeito— afirma
Reichow.<br />
</div>Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0tag:blogger.com,1999:blog-8070424026296412625.post-87797119476632537202012-04-08T17:07:00.000-07:002012-04-08T17:14:57.011-07:00Candidatos têm de cumprir prazos de desincompatibilização a contar do sábado (7) passado<div id="tituloInterno">
<h2>
</h2>
</div>
Os
magistrados, defensores públicos, secretários estaduais e municipais
que pretendem concorrer ao cargo de vereador em outubro deste ano tem de ter
saido de suas funções até este sábado (7), ou seja, seis meses anteriores
à eleição, sob pena de serem decretados inelegíveis, de acordo com a Lei
Complementar nº 64/1990. Para disputar a prefeitura, quem exerce essas
funções deve sair de seus cargos nos quatro meses anteriores ao pleito.<br />
Porém, com o feriado santo, na prática, o prazo se reduziu para a quinta-feira passada, 05 de abril. <br />
Além da Lei 64/90, a Constituição Federal também prevê a
inelegibilidade. De acordo com o parágrafo 5º do artigo 14 da Carta
Magna, na eleição municipal, são inelegíveis o cônjuge do prefeito e os
parentes consanguíneos ou afins, até o segundo grau ou por adoção, que
pretendem concorrer na mesma cidade do chefe do Executivo, se este já foi reeleito. A regra
também vale para quem tiver substituído o prefeito dentro dos seis meses
anteriores à eleição, salvo se já titular de mandato eletivo e
candidato à reeleição.<br />
<b>Lei de Inelegibilidades</b><br />
A Lei 64/90, conhecida como Lei de Inelegibilidades, foi aprovada por
determinação do parágrafo 9º da Constituição Federal para proteger a
probidade administrativa, a moralidade para o exercício de mandato
considerada a vida pregressa do candidato e a normalidade e legitimidade
das eleições contra a influência do poder econômico ou do abuso do
exercício de função, cargo ou emprego na administração direta ou
indireta.<br />
<b>Levantamento do TSE </b><br />
Com respaldo na Lei de Inelegibilidades e em sua jurisprudência
(decisões anteriores), o Tribunal Superior Eleitoral (TSE) agrupou
vários<span style="color: blue;"> </span><a href="http://www.tse.jus.br/jurisprudencia/prazo-de-desincompatibilizacao" style="color: blue;">prazos para desincompatibilização</a> aos
quais os candidatos devem obedecer para não se tornarem inelegíveis. Há
ocupantes de cargos públicos que não precisarão interromper seus
ofícios, mas os prazos para desincompatibilização variam, em regra, de
três a seis meses antes do pleito.<br />
<b>Prefeitos</b><br />
Os prefeitos que estão exercendo o primeiro mandato não precisam
deixar o cargo para concorrer à reeleição. Os parlamentares que querem
concorrer à prefeitura também não precisam sair do Congresso Nacional e
nem das assembleias legislativas e das câmaras municipais. Os
profissionais que têm atividades divulgada na mídia, como atores e
jogadores de futebol também não precisam interromper suas atividades
para se candidatar a prefeito.<br />
Outros chefes do Executivo, como governador, por exemplo, que
quiserem concorrer à prefeitura, devem deixar a atual função seis meses
antes da eleição. O
vice-governador e o vice-prefeito que não substituiu o titular nos seis
meses anteriores ao pleito nem o sucedeu não precisa sair do cargo para
concorrer a prefeito.<br />
Em 7 de junho deste ano, quatro meses antes da eleição, devem sair de
seus postos aqueles que almejam uma vaga de prefeito e são ministros de
Estado, membros do Ministério Público, defensores públicos,
magistrados, militares em geral, secretários estaduais e municipais, os
que ocupam a presidência, a diretoria ou a superintendência de autarquia
ou empresa pública, os que são chefes de órgãos de assessoramento
direto, civil e militar da Presidência da República e os dirigentes
sindicais, entre outros.<br />
A três meses do pleito municipal, ou seja, em 7 de julho, quem tem de
se afastar dos respectivos cargos para concorrer à prefeitura são os
servidores públicos em geral, estatutários ou não, dos órgãos da
administração direta ou indireta da União, Estados, Distrito Federal e
municípios.<br />
Os servidores da Justiça Eleitoral não podem ser filiados a partidos
políticos, por isso, têm de se afastar do cargo um ano antes do pleito
para se filiar e não podem voltar a seus cargos efetivos se quiserem
concorrer a algum mandato.<br />
<b>Vereadores</b><br />
Assim como para prefeito, os parlamentares que pretendem se
candidatar a vereador não precisam se afastar de suas funções. Os
servidores públicos devem obedecer à mesma regra para prefeito, ou seja,
deixar seus cargos nos três meses que antecedem a eleição.<br />
Confira a <a href="http://www.tse.jus.br/jurisprudencia/prazo-de-desincompatibilizacao" style="color: blue;">tabela dos prazos de desincompatibilização</a> para candidatos a vereador e a prefeito.Tiago Bündchenhttp://www.blogger.com/profile/15317970522871498552noreply@blogger.com0