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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">11.569.100,00</td><td align="right">10.507.678,00</td><td align="right">11.013.774,00</td><td align="right">11.603.731,00</td><td align="right">44.698.144,00</td>
</tr><tr>
<td align="left"><a>Recursos Vinculados</a></td><td align="right">787.500,00</td><td align="right">1.419.233,00</td><td align="right">1.730.755,00</td><td align="right">1.416.158,00</td><td align="right">5.353.646,00</td>
</tr><tr>
<td align="left">Total</td><td class="text-right" align="right"><font color="#333333">12.357.600,00</font></td><td class="text-right" align="right"><font color="#333333">11.927.819,00</font></td><td class="text-right" align="right"><font color="#333333">12.745.480,00</font></td><td class="text-right" align="right"><font color="#333333">13.020.891,00</font></td><td align="right">50.051.790,00</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">Recursos naturais geridos</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>]]>
|
| 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_93927c352e8640249f26531f4b0e063d_15.png&g=b345ca7a1336422e88dba172ae719b6f" 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="236,31,269,151" title="Total Pago" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaPagamentos')" alt="" />
<area shape="rect" coords="204,31,236,151" title="Total Liquidado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaLiquidados')" alt="" />
<area shape="rect" coords="171,20,204,151" 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=39193&periodo=tpAnual">R$ 32.969.098,70</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=39193&periodo=tpAnual">R$ 30.218.659,95</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=39193&periodo=tpAnual">R$ 30.218.659,95</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_93927c352e8640249f26531f4b0e063d_16.png&g=3436814cf75049d7b20550bb5f3e80a2" 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="270,35,297,47" title="Meta de 75,0 (Percentual) em 2020" alt="" />
<area shape="circle" coords="284,54,3" title="Meta de 75,0 (Percentual) em 2020" alt="" />
<area shape="rect" coords="192,59,219,71" title="Meta de 50,0 (Percentual) em 2019" alt="" />
<area shape="circle" coords="205,78,3" title="Meta de 50,0 (Percentual) em 2019" alt="" />
<area shape="rect" coords="114,107,140,119" title="Meta de 25,0 (Percentual) em 2018" alt="" />
<area shape="circle" coords="127,102,3" title="Meta de 25,0 (Percentual) em 2018" alt="" />
<area shape="poly" coords="323,38,362,26,362,34,323,46" title="Meta de 100,0 (Percentual) em 2021" alt="" />
<area shape="poly" coords="244,62,284,50,284,58,244,70,284,50,323,38,323,46,284,58" title="Meta de 75,0 (Percentual) em 2020" alt="" />
<area shape="poly" coords="166,86,205,74,205,82,166,94,205,74,244,62,244,70,205,82" title="Meta de 50,0 (Percentual) em 2019" alt="" />
<area shape="poly" coords="127,98,166,86,166,94,127,106" title="Meta de 25,0 (Percentual) em 2018" alt="" />
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</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">25,0</td><td align="right">50,0</td><td align="right">75,0</td><td align="right">100,0</td><td align="right">250,0</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=39193&periodo=tpAnual">R$ 32.969.098,70</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=39193&periodo=tpAnual">R$ 30.218.659,95</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=39193&periodo=tpAnual">R$ 30.218.659,95</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_93927c352e8640249f26531f4b0e063d_16.png&g=3436814cf75049d7b20550bb5f3e80a2" 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="270,35,297,47" title="Meta de 75,0 (Percentual) em 2020" alt="" />
<area shape="circle" coords="284,54,3" title="Meta de 75,0 (Percentual) em 2020" alt="" />
<area shape="rect" coords="192,59,219,71" title="Meta de 50,0 (Percentual) em 2019" alt="" />
<area shape="circle" coords="205,78,3" title="Meta de 50,0 (Percentual) em 2019" alt="" />
<area shape="rect" coords="114,107,140,119" title="Meta de 25,0 (Percentual) em 2018" alt="" />
<area shape="circle" coords="127,102,3" title="Meta de 25,0 (Percentual) em 2018" alt="" />
<area shape="poly" coords="323,38,362,26,362,34,323,46" title="Meta de 100,0 (Percentual) em 2021" alt="" />
<area shape="poly" coords="244,62,284,50,284,58,244,70,284,50,323,38,323,46,284,58" title="Meta de 75,0 (Percentual) em 2020" alt="" />
<area shape="poly" coords="166,86,205,74,205,82,166,94,205,74,244,62,244,70,205,82" title="Meta de 50,0 (Percentual) em 2019" alt="" />
<area shape="poly" coords="127,98,166,86,166,94,127,106" title="Meta de 25,0 (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;
}
div.grafico {
display: block;
vertical-align: top;
text-align: center;
}
.TituloPagina {
padding-bottom: 0px;
margin-bottom: 3px;
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padding: 0;
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text-align: right;
padding-bottom: 2px;
}
@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>]]>
|
| 62
| <![CDATA[<script type="text/javascript">
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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.');
//]]>
</script>]]>
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| 517
| <![CDATA[<script type="text/javascript">
//<![CDATA[
Sys.Application.initialize();
//]]>
</script>]]>
|
| 544
| <![CDATA[<script type="text/javascript">
//var topo = $("#Topo");
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| 590
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| 618
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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.
|
