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" id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_rpObjetivo_ctl00_imObjetivo" style="border-radius: 5px; height: 50px; margin: 0px 2px 5px 0px;" />]]>
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| 245
| <![CDATA[<col style="width: 35%" />]]>
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| <![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">4.562.100,00</td><td align="right">4.864.422,00</td><td align="right">5.002.533,00</td><td align="right">5.147.838,00</td><td align="right">19.576.893,00</td>
</tr><tr>
<td align="left">Total</td><td class="text-right" align="right"><font color="#333333">4.562.100,00</font></td><td class="text-right" align="right"><font color="#333333">4.864.422,00</font></td><td class="text-right" align="right"><font color="#333333">5.002.533,00</font></td><td class="text-right" align="right"><font color="#333333">5.147.838,00</font></td><td align="right">19.576.893,00</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">Pessoal remunerado e encargos recolhidos</span>
</td>
</tr>
<tr>
<td>
<span class="Titulo">Unidade:</span> ;
</td>
<td>
<span id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_lblUnidadeAcao">Percentual</span>
</td>
</tr>
<tr>
<td>
<span class="Titulo">Cálculo da Meta Final:</span>
</td>
<td>
<span id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_lblCalculoMetaFisica">Acumulativo</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_f708e4b9ce094e8dadc34bb9e837bfbc_4.png&g=e3eb1e3136ec4ffc900922688281ccd6" 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="234,50,268,161" title="Total Pago" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaPagamentos')" alt="" />
<area shape="rect" coords="200,50,234,161" title="Total Liquidado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaLiquidados')" alt="" />
<area shape="rect" coords="167,49,200,161" 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=38962&periodo=tpAnual">R$ 6.017.187,75</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=38962&periodo=tpAnual">R$ 5.995.869,72</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=38962&periodo=tpAnual">R$ 5.965.881,42</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">Percentual</span>)
</span>
</div>
<div style="width: 100%; text-align: center;">
<img id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProduto" src="/ChartImg.axd?i=chart_f708e4b9ce094e8dadc34bb9e837bfbc_5.png&g=3406ace1a5bf4494af8437e402b194b1" 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="346,11,378,23" title="Meta de 100,0 (Percentual) em 2021" alt="" />
<area shape="circle" coords="362,30,3" title="Meta de 100,0 (Percentual) em 2021" alt="" />
<area shape="rect" coords="268,11,300,23" title="Meta de 100,0 (Percentual) em 2020" alt="" />
<area shape="circle" coords="284,30,3" title="Meta de 100,0 (Percentual) em 2020" alt="" />
<area shape="rect" coords="189,11,221,23" title="Meta de 100,0 (Percentual) em 2019" alt="" />
<area shape="circle" coords="205,30,3" title="Meta de 100,0 (Percentual) em 2019" alt="" />
<area shape="rect" coords="111,11,143,23" title="Meta de 100,0 (Percentual) em 2018" alt="" />
<area shape="circle" coords="127,30,3" title="Meta de 100,0 (Percentual) em 2018" alt="" />
<area shape="poly" coords="323,26,362,26,362,34,323,34" title="Meta de 100,0 (Percentual) em 2021" alt="" />
<area shape="poly" coords="244,26,284,26,284,34,244,34,284,26,323,26,323,34,284,34" title="Meta de 100,0 (Percentual) em 2020" alt="" />
<area shape="poly" coords="166,26,205,26,205,34,166,34,205,26,244,26,244,34,205,34" title="Meta de 100,0 (Percentual) em 2019" alt="" />
<area shape="poly" coords="127,26,166,26,166,34,127,34" title="Meta de 100,0 (Percentual) 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">100,0</td><td align="right">100,0</td><td align="right">100,0</td><td align="right">100,0</td><td align="right">400,0</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=38962&periodo=tpAnual">R$ 6.017.187,75</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=38962&periodo=tpAnual">R$ 5.995.869,72</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=38962&periodo=tpAnual">R$ 5.965.881,42</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_f708e4b9ce094e8dadc34bb9e837bfbc_5.png&g=3406ace1a5bf4494af8437e402b194b1" 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="346,11,378,23" title="Meta de 100,0 (Percentual) em 2021" alt="" />
<area shape="circle" coords="362,30,3" title="Meta de 100,0 (Percentual) em 2021" alt="" />
<area shape="rect" coords="268,11,300,23" title="Meta de 100,0 (Percentual) em 2020" alt="" />
<area shape="circle" coords="284,30,3" title="Meta de 100,0 (Percentual) em 2020" alt="" />
<area shape="rect" coords="189,11,221,23" title="Meta de 100,0 (Percentual) em 2019" alt="" />
<area shape="circle" coords="205,30,3" title="Meta de 100,0 (Percentual) em 2019" alt="" />
<area shape="rect" coords="111,11,143,23" title="Meta de 100,0 (Percentual) em 2018" alt="" />
<area shape="circle" coords="127,30,3" title="Meta de 100,0 (Percentual) em 2018" alt="" />
<area shape="poly" coords="323,26,362,26,362,34,323,34" title="Meta de 100,0 (Percentual) em 2021" alt="" />
<area shape="poly" coords="244,26,284,26,284,34,244,34,284,26,323,26,323,34,284,34" title="Meta de 100,0 (Percentual) em 2020" alt="" />
<area shape="poly" coords="166,26,205,26,205,34,166,34,205,26,244,26,244,34,205,34" title="Meta de 100,0 (Percentual) em 2019" alt="" />
<area shape="poly" coords="127,26,166,26,166,34,127,34" title="Meta de 100,0 (Percentual) 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>]]>
|
| 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;
}
div.grafico {
display: block;
vertical-align: top;
text-align: center;
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@media screen and (max-width:1000px) {
.ods {
text-align: center;
margin-top: 5px !important;
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</style>]]>
|
| 234
| <![CDATA[<a href="#" onclick="downloadBaseDados(); return false;">Download da Base de Dados</a>]]>
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| <![CDATA[<script type="text/javascript">
//<![CDATA[
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| 68
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| 515
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| 588
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| 641
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