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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">37.001,00</td><td align="right">37.509,00</td><td align="right">38.976,00</td><td align="right">40.611,00</td><td align="right">154.512,00</td>
</tr><tr>
<td align="left"><a>Recursos Vinculados</a></td><td align="right">2.917.963,00</td><td align="right">3.012.327,00</td><td align="right">3.098.778,00</td><td align="right">3.164.882,00</td><td align="right">12.193.950,00</td>
</tr><tr>
<td align="left">Total</td><td class="text-right" align="right"><font color="#333333">2.955.064,00</font></td><td class="text-right" align="right"><font color="#333333">3.049.937,00</font></td><td class="text-right" align="right"><font color="#333333">3.137.859,00</font></td><td class="text-right" align="right"><font color="#333333">3.205.602,00</font></td><td align="right">12.348.462,00</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">Atividade realizada</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">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_4331219169de4878b424f7d165907d2c_13.png&g=08bf125a43974a0bbf05c1541bf68abe" 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="236,40,269,151" title="Total Pago" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaPagamentos')" alt="" />
<area shape="rect" coords="204,40,236,151" title="Total Liquidado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaLiquidados')" alt="" />
<area shape="rect" coords="171,33,204,151" 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=39080&periodo=tpAnual">R$ 8.502.615,01</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=39080&periodo=tpAnual">R$ 7.999.799,46</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=39080&periodo=tpAnual">R$ 7.999.799,46</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_4331219169de4878b424f7d165907d2c_14.png&g=5e155d00d74c428babf029a14a471efe" 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>]]>
|
| 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=39080&periodo=tpAnual">R$ 8.502.615,01</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=39080&periodo=tpAnual">R$ 7.999.799,46</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=39080&periodo=tpAnual">R$ 7.999.799,46</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_4331219169de4878b424f7d165907d2c_14.png&g=5e155d00d74c428babf029a14a471efe" 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>]]>
|
| 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>]]>
|
| 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;
padding-top: 5px;
width: 280px;
}
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display: block;
vertical-align: top;
text-align: center;
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padding-bottom: 2px;
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@media screen and (max-width:1000px) {
.ods {
text-align: center;
margin-top: 5px !important;
}
}
</style>]]>
|
| 234
| <![CDATA[<a href="#" onclick="downloadBaseDados(); return false;">Download da Base de Dados</a>]]>
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| 62
| <![CDATA[<script type="text/javascript">
//<![CDATA[
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|
| 68
| <![CDATA[<script type="text/javascript">
//<![CDATA[
if (typeof(Sys) === 'undefined') throw new Error('ASP.NET Ajax client-side framework failed to load.');
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</script>]]>
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| 517
| <![CDATA[<script type="text/javascript">
//<![CDATA[
Sys.Application.initialize();
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| 544
| <![CDATA[<script type="text/javascript">
//var topo = $("#Topo");
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new window.VLibras.Widget('https://vlibras.gov.br/app');
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| 643
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|
| 0
| Não há código fonte a ser exibido.
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| 0
| Não há código fonte a ser exibido.
|
