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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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<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">72.100,00</td><td align="right">65.485,00</td><td align="right">68.639,00</td><td align="right">72.315,00</td><td align="right">278.539,00</td>
</tr><tr>
<td align="left">Total</td><td class="text-right" align="right"><font color="#333333">72.100,00</font></td><td class="text-right" align="right"><font color="#333333">65.485,00</font></td><td class="text-right" align="right"><font color="#333333">68.639,00</font></td><td class="text-right" align="right"><font color="#333333">72.315,00</font></td><td align="right">278.539,00</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">Região costeira monitorada</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_8003f5b759de468fa116f2615637aa5d_20.png&g=9034e22b77fd4a78943cf2a98a010441" 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="236,29,269,161" title="Total Pago" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaPagamentos')" alt="" />
<area shape="rect" coords="204,24,236,161" title="Total Liquidado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaLiquidados')" alt="" />
<area shape="rect" coords="171,22,204,161" 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=39194&periodo=tpAnual">R$ 18.697.028,12</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=39194&periodo=tpAnual">R$ 18.372.202,40</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=39194&periodo=tpAnual">R$ 17.757.150,59</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_8003f5b759de468fa116f2615637aa5d_21.png&g=7770d3f030604eb0a8289e94852510a3" 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>
<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>]]>
|
| 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=39194&periodo=tpAnual">R$ 18.697.028,12</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=39194&periodo=tpAnual">R$ 18.372.202,40</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=39194&periodo=tpAnual">R$ 17.757.150,59</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_8003f5b759de468fa116f2615637aa5d_21.png&g=7770d3f030604eb0a8289e94852510a3" 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>]]>
|
| 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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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[
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| 515
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| 542
| <![CDATA[<script type="text/javascript">
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| 588
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| 616
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new window.VLibras.Widget('https://vlibras.gov.br/app');
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| 641
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