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" id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_rpObjetivo_ctl00_imObjetivo" style="border-radius: 5px; height: 50px; margin: 0px 2px 5px 0px;" />]]>
|
| 244
| <![CDATA[<col style="width: 15%" />]]>
|
| 245
| <![CDATA[<col style="width: 35%" />]]>
|
| 246
| <![CDATA[<col style="width: 15%" />]]>
|
| 247
| <![CDATA[<col style="width: 35%" />]]>
|
| 311
| <![CDATA[<div class="row" style="margin: 5px 0px;">
<div class="col-md-6 col-xs-12">
<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 Próprios</a></td><td align="right">4,00</td><td align="right">4,00</td><td align="right">4,00</td><td align="right">4,00</td><td align="right">24,00</td>
</tr><tr>
<td align="left"><a>Recursos Vinculados</a></td><td align="right">2,00</td><td align="right">2,00</td><td align="right">2,00</td><td align="right">2,00</td><td align="right">8,00</td>
</tr><tr>
<td align="left">Total</td><td class="text-right" align="right"><font color="#333333">8,00</font></td><td class="text-right" align="right"><font color="#333333">8,00</font></td><td class="text-right" align="right"><font color="#333333">8,00</font></td><td class="text-right" align="right"><font color="#333333">8,00</font></td><td align="right">32,00</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">Unidade de ensino com projeto desenvolvido</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">Média</span>
</td>
</tr>
</table>
</div>
</div>]]>
|
| 366
| <![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_2264e2eca2b84365b1faeee00d82d152_20.png&g=28426cc0da6a4042a93f73b25d19a2ba" 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="206,176,248,177" title="Total Pago" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaPagamentos')" alt="" />
<area shape="rect" coords="164,176,206,177" title="Total Liquidado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaLiquidados')" alt="" />
<area shape="rect" coords="121,176,164,177" 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=39064&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=39064&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=39064&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_2264e2eca2b84365b1faeee00d82d152_21.png&g=a4ccc76a616b4c9fb53001322edcd38b" 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="346,8,378,20" title="Meta de 103,0 (Unidade) em 2021" alt="" />
<area shape="circle" coords="362,27,3" title="Meta de 103,0 (Unidade) em 2021" alt="" />
<area shape="rect" coords="268,8,300,20" title="Meta de 103,0 (Unidade) em 2020" alt="" />
<area shape="circle" coords="284,27,3" title="Meta de 103,0 (Unidade) em 2020" alt="" />
<area shape="rect" coords="189,8,221,20" title="Meta de 103,0 (Unidade) em 2019" alt="" />
<area shape="circle" coords="205,27,3" title="Meta de 103,0 (Unidade) em 2019" alt="" />
<area shape="rect" coords="111,8,143,20" title="Meta de 103,0 (Unidade) em 2018" alt="" />
<area shape="circle" coords="127,27,3" title="Meta de 103,0 (Unidade) em 2018" alt="" />
<area shape="poly" coords="323,23,362,23,362,31,323,31" title="Meta de 103,0 (Unidade) em 2021" alt="" />
<area shape="poly" coords="244,23,284,23,284,31,244,31,284,23,323,23,323,31,284,31" title="Meta de 103,0 (Unidade) em 2020" alt="" />
<area shape="poly" coords="166,23,205,23,205,31,166,31,205,23,244,23,244,31,205,31" title="Meta de 103,0 (Unidade) em 2019" alt="" />
<area shape="poly" coords="127,23,166,23,166,31,127,31" title="Meta de 103,0 (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">103,0</td><td align="right">103,0</td><td align="right">103,0</td><td align="right">103,0</td><td align="right">412,0</td>
</tr>
</table>
</div>
</div>]]>
|
| 388
| <![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=39064&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=39064&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=39064&periodo=tpAnual">R$ 0,00</a>
</td>
</tr>
</table>]]>
|
| 418
| <![CDATA[<div style="width: 100%; text-align: center;">
<img id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProduto" src="/ChartImg.axd?i=chart_2264e2eca2b84365b1faeee00d82d152_21.png&g=a4ccc76a616b4c9fb53001322edcd38b" 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="346,8,378,20" title="Meta de 103,0 (Unidade) em 2021" alt="" />
<area shape="circle" coords="362,27,3" title="Meta de 103,0 (Unidade) em 2021" alt="" />
<area shape="rect" coords="268,8,300,20" title="Meta de 103,0 (Unidade) em 2020" alt="" />
<area shape="circle" coords="284,27,3" title="Meta de 103,0 (Unidade) em 2020" alt="" />
<area shape="rect" coords="189,8,221,20" title="Meta de 103,0 (Unidade) em 2019" alt="" />
<area shape="circle" coords="205,27,3" title="Meta de 103,0 (Unidade) em 2019" alt="" />
<area shape="rect" coords="111,8,143,20" title="Meta de 103,0 (Unidade) em 2018" alt="" />
<area shape="circle" coords="127,27,3" title="Meta de 103,0 (Unidade) em 2018" alt="" />
<area shape="poly" coords="323,23,362,23,362,31,323,31" title="Meta de 103,0 (Unidade) em 2021" alt="" />
<area shape="poly" coords="244,23,284,23,284,31,244,31,284,23,323,23,323,31,284,31" title="Meta de 103,0 (Unidade) em 2020" alt="" />
<area shape="poly" coords="166,23,205,23,205,31,166,31,205,23,244,23,244,31,205,31" title="Meta de 103,0 (Unidade) em 2019" alt="" />
<area shape="poly" coords="127,23,166,23,166,31,127,31" title="Meta de 103,0 (Unidade) em 2018" alt="" />
</map>
</div>]]>
|
| 458
| <![CDATA[<span id="ctl00_ctl00_ucRodape_lblSistema" class="nome-sistema" style="float:right;">transparênciaWeb - 3.9.8.29</span>]]>
|
| 460
| <![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>]]>
|
| 461
| <![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>]]>
|
| 474
| <![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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| 503
| <![CDATA[<img style="height: 20px; margin-bottom: 10px;" src="content/images/tectrilha.png" alt="Tectrilha Software" />]]>
|
| 506
| <![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;
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width: 280px;
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|
| 234
| <![CDATA[<a href="#" onclick="downloadBaseDados(); return false;">Download da Base de Dados</a>]]>
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| 62
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| 68
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| 517
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| 643
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