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" id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_rpObjetivo_ctl00_imObjetivo" style="border-radius: 5px; height: 50px; margin: 0px 2px 5px 0px;" />]]>
|
| 297
| <![CDATA[<col style="width: 15%" />]]>
|
| 298
| <![CDATA[<col style="width: 35%" />]]>
|
| 299
| <![CDATA[<col style="width: 15%" />]]>
|
| 300
| <![CDATA[<col style="width: 35%" />]]>
|
| 364
| <![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>
<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">1,00</td><td align="right">1,00</td><td align="right">1,00</td><td align="right">1,00</td><td align="right">16,00</td>
</tr><tr>
<td align="left"><a>Recursos Vinculados</a></td><td align="right">4.120.714,00</td><td align="right">4.326.296,00</td><td align="right">4.825.723,00</td><td align="right">4.248.623,00</td><td align="right">17.521.356,00</td>
</tr><tr>
<td align="left">Total</td><td class="text-right" align="right"><font color="#333333">4.120.718,00</font></td><td class="text-right" align="right"><font color="#333333">4.326.300,00</font></td><td class="text-right" align="right"><font color="#333333">4.825.727,00</font></td><td class="text-right" align="right"><font color="#333333">4.248.627,00</font></td><td align="right">17.521.372,00</td>
</tr>
</table>
</div>
</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">Projeto ou obra concluida</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">Soma</span>
</td>
</tr>
</table>
</div>
</div>]]>
|
| 422
| <![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_3260219439174d9591fb2307269905ce_23.png&g=093d8efbf49347c7b50137791a8755d2" 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="234,23,268,174" title="Total Pago" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaPagamentos')" alt="Total Pago" />
<area shape="rect" coords="200,23,234,174" title="Total Liquidado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaLiquidados')" alt="Total Liquidado" />
<area shape="rect" coords="167,22,200,174" title="Total Empenhado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaEmpenhados')" alt="Total Empenhado" />
<area shape="rect" coords="370,10,395,24" title="Total Empenhado" alt="Total Empenhado" />
<area shape="rect" coords="395,10,492,24" title="Total Empenhado" alt="Total Empenhado" />
<area shape="rect" coords="370,24,395,38" title="Total Liquidado" alt="Total Liquidado" />
<area shape="rect" coords="395,24,492,38" title="Total Liquidado" alt="Total Liquidado" />
<area shape="rect" coords="370,38,395,52" title="Total Pago" alt="Total Pago" />
<area shape="rect" coords="395,38,492,52" title="Total Pago" alt="Total Pago" />
</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=39021&periodo=tpAnual">R$ 5.653.607,66</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=39021&periodo=tpAnual">R$ 5.585.749,16</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=39021&periodo=tpAnual">R$ 5.585.749,16</a>
</td>
</tr>
</table>
<div style="padding-top: 20px;">
<table id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_tblExecucaoOrcamentaria" class="tblPrevisaoFinanceira zebrado" cellspacing="0" cellpading="0" border="0" width="100%">
<tr>
<th align="left"><font color="#333333">Valores Executados</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>Despesas Correntes</td><td align="right">0,00</td><td align="right">0,00</td><td align="right">0,00</td><td align="right">0,00</td><td align="right">0,00</td>
</tr><tr>
<td>Despesas Capitais</td><td align="right">430.805,43</td><td align="right">80.926,37</td><td align="right">5.585.749,16</td><td align="right">628.662,06</td><td align="right">6.726.143,02</td>
</tr><tr>
<td>Total</td><td align="right">430.805,43</td><td align="right">80.926,37</td><td align="right">5.585.749,16</td><td align="right">628.662,06</td><td align="right">6.726.143,02</td>
</tr><tr>
<td>Executado no Ano (%)</td><td align="right">10,45</td><td align="right">1,87</td><td align="right">115,75</td><td align="right">14,80</td><td align="right">38,39</td>
</tr><tr>
<td>Executado no PPA (%)</td><td align="right">2,46</td><td align="right">0,46</td><td align="right">31,88</td><td align="right">3,59</td><td align="right">38,39</td>
</tr>
</table>
</div>
</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_3260219439174d9591fb2307269905ce_24.png&g=5c27af0394fc41adbc46fb5f928053bd" 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="348,84,370,96" title="Meta de 1,0 (Unidade) em 2021" alt="Meta de 1,0 (Unidade) em 2021" />
<area shape="circle" coords="359,103,4" title="Meta de 1,0 (Unidade) em 2021" alt="Meta de 1,0 (Unidade) em 2021" />
<area shape="rect" coords="267,84,288,96" title="Meta de 1,0 (Unidade) em 2020" alt="Meta de 1,0 (Unidade) em 2020" />
<area shape="circle" coords="278,103,4" title="Meta de 1,0 (Unidade) em 2020" alt="Meta de 1,0 (Unidade) em 2020" />
<area shape="rect" coords="186,15,207,27" title="Meta de 4,0 (Unidade) em 2019" alt="Meta de 4,0 (Unidade) em 2019" />
<area shape="circle" coords="196,34,4" title="Meta de 4,0 (Unidade) em 2019" alt="Meta de 4,0 (Unidade) em 2019" />
<area shape="rect" coords="104,85,126,97" title="Meta de 2,0 (Unidade) em 2018" alt="Meta de 2,0 (Unidade) em 2018" />
<area shape="circle" coords="115,80,4" title="Meta de 2,0 (Unidade) em 2018" alt="Meta de 2,0 (Unidade) em 2018" />
<area shape="poly" coords="318,99,359,99,359,107,318,107" title="Meta de 1,0 (Unidade) em 2021" alt="Meta de 1,0 (Unidade) em 2021" />
<area shape="poly" coords="237,64,278,99,278,107,237,72,278,99,318,99,318,107,278,107" title="Meta de 1,0 (Unidade) em 2020" alt="Meta de 1,0 (Unidade) em 2020" />
<area shape="poly" coords="156,53,196,30,196,38,156,61,196,30,237,64,237,72,196,38" title="Meta de 4,0 (Unidade) em 2019" alt="Meta de 4,0 (Unidade) em 2019" />
<area shape="poly" coords="115,76,156,53,156,61,115,84" title="Meta de 2,0 (Unidade) em 2018" alt="Meta de 2,0 (Unidade) em 2018" />
</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">2,0</td><td align="right">4,0</td><td align="right">1,0</td><td align="right">1,0</td><td align="right">8,0</td>
</tr>
</table>
</div>
</div>]]>
|
| 446
| <![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=39021&periodo=tpAnual">R$ 5.653.607,66</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=39021&periodo=tpAnual">R$ 5.585.749,16</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=39021&periodo=tpAnual">R$ 5.585.749,16</a>
</td>
</tr>
</table>]]>
|
| 470
| <![CDATA[<div style="padding-top: 20px;">
<table id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_tblExecucaoOrcamentaria" class="tblPrevisaoFinanceira zebrado" cellspacing="0" cellpading="0" border="0" width="100%">
<tr>
<th align="left"><font color="#333333">Valores Executados</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>Despesas Correntes</td><td align="right">0,00</td><td align="right">0,00</td><td align="right">0,00</td><td align="right">0,00</td><td align="right">0,00</td>
</tr><tr>
<td>Despesas Capitais</td><td align="right">430.805,43</td><td align="right">80.926,37</td><td align="right">5.585.749,16</td><td align="right">628.662,06</td><td align="right">6.726.143,02</td>
</tr><tr>
<td>Total</td><td align="right">430.805,43</td><td align="right">80.926,37</td><td align="right">5.585.749,16</td><td align="right">628.662,06</td><td align="right">6.726.143,02</td>
</tr><tr>
<td>Executado no Ano (%)</td><td align="right">10,45</td><td align="right">1,87</td><td align="right">115,75</td><td align="right">14,80</td><td align="right">38,39</td>
</tr><tr>
<td>Executado no PPA (%)</td><td align="right">2,46</td><td align="right">0,46</td><td align="right">31,88</td><td align="right">3,59</td><td align="right">38,39</td>
</tr>
</table>
</div>]]>
|
| 493
| <![CDATA[<div style="width: 100%; text-align: center;">
<img id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProduto" src="/ChartImg.axd?i=chart_3260219439174d9591fb2307269905ce_24.png&g=5c27af0394fc41adbc46fb5f928053bd" 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="348,84,370,96" title="Meta de 1,0 (Unidade) em 2021" alt="Meta de 1,0 (Unidade) em 2021" />
<area shape="circle" coords="359,103,4" title="Meta de 1,0 (Unidade) em 2021" alt="Meta de 1,0 (Unidade) em 2021" />
<area shape="rect" coords="267,84,288,96" title="Meta de 1,0 (Unidade) em 2020" alt="Meta de 1,0 (Unidade) em 2020" />
<area shape="circle" coords="278,103,4" title="Meta de 1,0 (Unidade) em 2020" alt="Meta de 1,0 (Unidade) em 2020" />
<area shape="rect" coords="186,15,207,27" title="Meta de 4,0 (Unidade) em 2019" alt="Meta de 4,0 (Unidade) em 2019" />
<area shape="circle" coords="196,34,4" title="Meta de 4,0 (Unidade) em 2019" alt="Meta de 4,0 (Unidade) em 2019" />
<area shape="rect" coords="104,85,126,97" title="Meta de 2,0 (Unidade) em 2018" alt="Meta de 2,0 (Unidade) em 2018" />
<area shape="circle" coords="115,80,4" title="Meta de 2,0 (Unidade) em 2018" alt="Meta de 2,0 (Unidade) em 2018" />
<area shape="poly" coords="318,99,359,99,359,107,318,107" title="Meta de 1,0 (Unidade) em 2021" alt="Meta de 1,0 (Unidade) em 2021" />
<area shape="poly" coords="237,64,278,99,278,107,237,72,278,99,318,99,318,107,278,107" title="Meta de 1,0 (Unidade) em 2020" alt="Meta de 1,0 (Unidade) em 2020" />
<area shape="poly" coords="156,53,196,30,196,38,156,61,196,30,237,64,237,72,196,38" title="Meta de 4,0 (Unidade) em 2019" alt="Meta de 4,0 (Unidade) em 2019" />
<area shape="poly" coords="115,76,156,53,156,61,115,84" title="Meta de 2,0 (Unidade) em 2018" alt="Meta de 2,0 (Unidade) em 2018" />
</map>
</div>]]>
|
| 533
| <![CDATA[<span id="ctl00_ctl00_ucRodape_lblSistema" class="nome-sistema" style="float:right;">transparênciaWeb - 3.9.45.11</span>]]>
|
| 535
| <![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>]]>
|
| 536
| <![CDATA[<ul style="font-size: 11px;">
<li>Dados de Contratos e Convênios atualizados on-line</li>
<li>Última Atualização de Dados de Execução Orçamentária:
19/09/2023 às 09:14</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>]]>
|
| 549
| <![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>]]>
|
| 578
| <![CDATA[<img style="height: 20px; margin-bottom: 10px;" src="content/images/tectrilha.png" alt="Tectrilha Software" />]]>
|
| 581
| <![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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.ods {
text-align: center;
margin-top: 5px !important;
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|
| 278
| <![CDATA[<a href="#" onclick="downloadBaseDados(); return false;">Download da Base de Dados</a>]]>
|
| 62
| <![CDATA[<script type="text/javascript">
//<![CDATA[
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| 68
| <![CDATA[<script type="text/javascript">
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| 595
| <![CDATA[<script type="text/javascript">
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gtag('js', new Date());
gtag('config', 'G-6VVT58GS8C');
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| 622
| <![CDATA[<script type="text/javascript">
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| 681
| <![CDATA[<script>
new window.VLibras.Widget('https://vlibras.gov.br/app');
</script>]]>
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| 706
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