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<div class="TituloPagina">
<span class="subTituloPagina">Previsão Financeira (R$)
</span>
</div>
<table id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_tblPrevisaoFinanceira" class="tblPrevisaoFinanceira zebrado" cellspacing="0" cellpading="0" border="0" width="100%">
<tr>
<th align="left"><font color="#333333">Fonte</font></th><th class="text-right" align="right"><font color="#333333">2018</font></th><th class="text-right" align="right"><font color="#333333">2019</font></th><th class="text-right" align="right"><font color="#333333">2020</font></th><th class="text-right" align="right"><font color="#333333">2021</font></th><th class="text-right" align="right"><font color="#333333">Total</font></th><th align="right"><font color="#333333"></font></th>
</tr><tr>
<td align="left"><a>Recursos Vinculados</a></td><td align="right">27.000,00</td><td align="right">27.465,00</td><td align="right">29.405,00</td><td align="right">28.057,00</td><td align="right">215.562,00</td>
</tr><tr>
<td align="left">Total</td><td class="text-right" align="right"><font color="#333333">52.000,00</font></td><td class="text-right" align="right"><font color="#333333">52.895,00</font></td><td class="text-right" align="right"><font color="#333333">56.632,00</font></td><td class="text-right" align="right"><font color="#333333">54.035,00</font></td><td align="right">215.562,00</td>
</tr>
</table>
</div>
<div class="col-md-6 col-xs-12">
<div class="TituloPagina">
<span class="subTituloPagina">Informações do Produto
</span>
</div>
<table cellspacing="0" cellpadding="0" width="100%" border="0">
<colgroup>
<col width="35%" />
<col />
</colgroup>
<tr>
<td>
<span class="Titulo">Produto:</span>
</td>
<td>
<span id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_lblProduto">Pessoa encaminhada</span>
</td>
</tr>
<tr>
<td>
<span class="Titulo">Unidade:</span> ;
</td>
<td>
<span id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_lblUnidadeAcao">Unidade</span>
</td>
</tr>
<tr>
<td>
<span class="Titulo">Cálculo da Meta Final:</span>
</td>
<td>
<span id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_lblCalculoMetaFisica">Soma</span>
</td>
</tr>
</table>
</div>
</div>]]>
|
| 364
| <![CDATA[<div class="row" style="margin: 5px 0px;">
<div class="col-md-6 col-xs-12">
<div class="TituloPagina">
<span class="subTituloPagina">Execução Orçamentária (R$)
</span>
</div>
<div id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_grafico" class="grafico">
<img id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chSecretaria" src="/ChartImg.axd?i=chart_575e8f93429149f39ceb1f4efdc4d883_9.png&g=03c90a7d1f914f38aa6988f35301a56c" alt="" usemap="#ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chSecretariaImageMap" height="200" width="516" border="0" />
<map name="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chSecretariaImageMap" id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chSecretariaImageMap">
<area shape="rect" coords="206,163,248,164" title="Total Pago" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaPagamentos')" alt="" />
<area shape="rect" coords="164,163,206,164" title="Total Liquidado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaLiquidados')" alt="" />
<area shape="rect" coords="121,163,164,164" title="Total Empenhado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaEmpenhados')" alt="" />
<area shape="rect" coords="370,10,395,24" title="Total Empenhado" alt="" />
<area shape="rect" coords="395,10,492,24" title="Total Empenhado" alt="" />
<area shape="rect" coords="370,24,395,38" title="Total Liquidado" alt="" />
<area shape="rect" coords="395,24,492,38" title="Total Liquidado" alt="" />
<area shape="rect" coords="370,38,395,52" title="Total Pago" alt="" />
<area shape="rect" coords="395,38,492,52" title="Total Pago" alt="" />
</map>
</div>
<table id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_tableValoresOrcamentarios" cellspacing="0" cellpadding="0" style="width: 100%;">
<tr id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_trEmpenhado">
<td class="Titulo">Total Empenhado:
</td>
<td align="right">
<a id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_hlkTotalEmpenhado" title="Empenhos" href="ctbEmpenho.Transp.Lista.aspx?MunicipioID=1&exercicio=2020&ctbUnidadeGestoraId=6&acaoID=39108&periodo=tpAnual">R$ 0,00</a>
</td>
</tr>
<tr id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_trLiquidado">
<td class="Titulo">Total Liquidado:
</td>
<td align="right">
<a id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_hlkTotalLiquidado" title="Liquidações" href="ctbLiquidacao.Transp.Lista.aspx?MunicipioID=1&exercicio=2020&ctbUnidadeGestoraId=6&acaoID=39108&periodo=tpAnual">R$ 0,00</a>
</td>
</tr>
<tr>
<td class="Titulo">Total Pago:
</td>
<td align="right">
<a id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_hlkTotalPago" title="Pagamentos" href="ctbPagamento.Transp.Lista.aspx?MunicipioID=1&exercicio=2020&ctbUnidadeGestoraId=6&acaoID=39108&periodo=tpAnual">R$ 0,00</a>
</td>
</tr>
</table>
</div>
<div class="col-md-6 col-xs-12">
<div class="TituloPagina">
<span class="subTituloPagina">Valores Anuais (<span id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_lblUnidadeTituloValorAnual">Unidade</span>)
</span>
</div>
<div style="width: 100%; text-align: center;">
<img id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProduto" src="/ChartImg.axd?i=chart_575e8f93429149f39ceb1f4efdc4d883_10.png&g=02d4a04ce4ce494aad44c02d99dd18eb" alt="" usemap="#ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProdutoImageMap" height="150" width="470" border="0" />
<map name="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProdutoImageMap" id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProdutoImageMap">
<area shape="rect" coords="343,6,383,18" title="Meta de 7.000,0 (Unidade) em 2021" alt="" />
<area shape="circle" coords="363,25,3" title="Meta de 7.000,0 (Unidade) em 2021" alt="" />
<area shape="rect" coords="266,6,305,18" title="Meta de 7.000,0 (Unidade) em 2020" alt="" />
<area shape="circle" coords="285,25,3" title="Meta de 7.000,0 (Unidade) em 2020" alt="" />
<area shape="rect" coords="188,6,228,18" title="Meta de 7.000,0 (Unidade) em 2019" alt="" />
<area shape="circle" coords="208,25,3" title="Meta de 7.000,0 (Unidade) em 2019" alt="" />
<area shape="rect" coords="111,6,151,18" title="Meta de 7.000,0 (Unidade) em 2018" alt="" />
<area shape="circle" coords="131,25,3" title="Meta de 7.000,0 (Unidade) em 2018" alt="" />
<area shape="poly" coords="324,21,363,21,363,29,324,29" title="Meta de 7.000,0 (Unidade) em 2021" alt="" />
<area shape="poly" coords="247,21,285,21,285,29,247,29,285,21,324,21,324,29,285,29" title="Meta de 7.000,0 (Unidade) em 2020" alt="" />
<area shape="poly" coords="169,21,208,21,208,29,169,29,208,21,247,21,247,29,208,29" title="Meta de 7.000,0 (Unidade) em 2019" alt="" />
<area shape="poly" coords="131,21,169,21,169,29,131,29" title="Meta de 7.000,0 (Unidade) em 2018" alt="" />
</map>
</div>
<table id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_tblMetaFisica" class="tblMetaFisica" cellspacing="0" cellpading="0" border="0" width="100%">
<tr>
<th></th><th class="text-right" align="right"><font color="#333333">2018</font></th><th class="text-right" align="right"><font color="#333333">2019</font></th><th class="text-right" align="right"><font color="#333333">2020</font></th><th class="text-right" align="right"><font color="#333333">2021</font></th><th class="text-right" align="right"><font color="#333333">Total</font></th>
</tr><tr>
<td align="left">Meta:</td><td align="right">7.000,0</td><td align="right">7.000,0</td><td align="right">7.000,0</td><td align="right">7.000,0</td><td align="right">28.000,0</td>
</tr>
</table>
</div>
</div>]]>
|
| 386
| <![CDATA[<table id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_tableValoresOrcamentarios" cellspacing="0" cellpadding="0" style="width: 100%;">
<tr id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_trEmpenhado">
<td class="Titulo">Total Empenhado:
</td>
<td align="right">
<a id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_hlkTotalEmpenhado" title="Empenhos" href="ctbEmpenho.Transp.Lista.aspx?MunicipioID=1&exercicio=2020&ctbUnidadeGestoraId=6&acaoID=39108&periodo=tpAnual">R$ 0,00</a>
</td>
</tr>
<tr id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_trLiquidado">
<td class="Titulo">Total Liquidado:
</td>
<td align="right">
<a id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_hlkTotalLiquidado" title="Liquidações" href="ctbLiquidacao.Transp.Lista.aspx?MunicipioID=1&exercicio=2020&ctbUnidadeGestoraId=6&acaoID=39108&periodo=tpAnual">R$ 0,00</a>
</td>
</tr>
<tr>
<td class="Titulo">Total Pago:
</td>
<td align="right">
<a id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_hlkTotalPago" title="Pagamentos" href="ctbPagamento.Transp.Lista.aspx?MunicipioID=1&exercicio=2020&ctbUnidadeGestoraId=6&acaoID=39108&periodo=tpAnual">R$ 0,00</a>
</td>
</tr>
</table>]]>
|
| 416
| <![CDATA[<div style="width: 100%; text-align: center;">
<img id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProduto" src="/ChartImg.axd?i=chart_575e8f93429149f39ceb1f4efdc4d883_10.png&g=02d4a04ce4ce494aad44c02d99dd18eb" alt="" usemap="#ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProdutoImageMap" height="150" width="470" border="0" />
<map name="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProdutoImageMap" id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProdutoImageMap">
<area shape="rect" coords="343,6,383,18" title="Meta de 7.000,0 (Unidade) em 2021" alt="" />
<area shape="circle" coords="363,25,3" title="Meta de 7.000,0 (Unidade) em 2021" alt="" />
<area shape="rect" coords="266,6,305,18" title="Meta de 7.000,0 (Unidade) em 2020" alt="" />
<area shape="circle" coords="285,25,3" title="Meta de 7.000,0 (Unidade) em 2020" alt="" />
<area shape="rect" coords="188,6,228,18" title="Meta de 7.000,0 (Unidade) em 2019" alt="" />
<area shape="circle" coords="208,25,3" title="Meta de 7.000,0 (Unidade) em 2019" alt="" />
<area shape="rect" coords="111,6,151,18" title="Meta de 7.000,0 (Unidade) em 2018" alt="" />
<area shape="circle" coords="131,25,3" title="Meta de 7.000,0 (Unidade) em 2018" alt="" />
<area shape="poly" coords="324,21,363,21,363,29,324,29" title="Meta de 7.000,0 (Unidade) em 2021" alt="" />
<area shape="poly" coords="247,21,285,21,285,29,247,29,285,21,324,21,324,29,285,29" title="Meta de 7.000,0 (Unidade) em 2020" alt="" />
<area shape="poly" coords="169,21,208,21,208,29,169,29,208,21,247,21,247,29,208,29" title="Meta de 7.000,0 (Unidade) em 2019" alt="" />
<area shape="poly" coords="131,21,169,21,169,29,131,29" title="Meta de 7.000,0 (Unidade) em 2018" alt="" />
</map>
</div>]]>
|
| 456
| <![CDATA[<span id="ctl00_ctl00_ucRodape_lblSistema" class="nome-sistema" style="float:right;">transparênciaWeb - 3.9.8.29</span>]]>
|
| 458
| <![CDATA[<span style="margin-top: -20px; font-size: 18px; display: block; margin-bottom: 10px;">As informações do Portal de Transparência da PMV são atualizadadas em tempo real.</span>]]>
|
| 459
| <![CDATA[<ul style="font-size: 11px;">
<li>Dados de Contratos e Convênios atualizados on-line</li>
<li>Última Atualização de Dados de Execução Orçamentária:
30/07/2021 às 1:38</li>
<li>Dados de Pessoal atualizados mensalmente</li>
<li>Dados de Ordem Cronológica de Pagamentos atualizados à 00:00</li>
<li>Ordem Cronológica ajustada decorrente de despesas cujos valores não ultrapassam o limite de que trata o inciso II do art. 24 da Lei 8.666/93</li>
</ul>]]>
|
| 472
| <![CDATA[<div class="container" style="display: none;">
<div class="row">
<div class="col-md-12 text-left">
<br />
<span id="ctl00_ctl00_ucRodape_lblProgramacaPagamento">Ordem Cronológica ajustada decorrente de despesas cujos valores não ultrapassam o limite de que trata o inciso II do art. 24 da Lei 8.666/93.</span>
<br />
<span>Melhor visualizado com resolução 1280 x 768 em Safari 6.1.4, Mozilla Firefox 28.0 ou Google Chrome .</span>
<br />
<span>Requisitos mínimos: Desktop - Safari 3.1, Mozilla Firefox 3.5.19 ou Google Chrome (1024x768). Mobile - iOS Safari 3.2, Android Browser 2.1.</span>
</div>
</div>
</div>]]>
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| 501
| <![CDATA[<img style="height: 20px; margin-bottom: 10px;" src="content/images/tectrilha.png" alt="Tectrilha Software" />]]>
|
| 504
| <![CDATA[<a style="color: #fff; font-weight: bold;" href="http://dealarcao.com/" target="_blank">© Marcos de Alarcão</a>]]>
|
| 10
| <![CDATA[<style type="text/css">
div.inline {
display: inline;
}
div.dados {
width: 280px;
}
div.inline-block {
display: inline-block;
vertical-align: top;
padding-top: 5px;
width: 280px;
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display: block;
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text-align: center;
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.ods {
text-align: center;
margin-top: 5px !important;
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|
| 234
| <![CDATA[<a href="#" onclick="downloadBaseDados(); return false;">Download da Base de Dados</a>]]>
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| 62
| <![CDATA[<script type="text/javascript">
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| 68
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| 515
| <![CDATA[<script type="text/javascript">
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| 542
| <![CDATA[<script type="text/javascript">
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| 588
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| 616
| <![CDATA[<script>
new window.VLibras.Widget('https://vlibras.gov.br/app');
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| 641
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|
| 0
| Não há código fonte a ser exibido.
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| 0
| Não há código fonte a ser exibido.
|
