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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">370.005,00</td><td align="right">390.073,00</td><td align="right">402.616,00</td><td align="right">416.500,00</td><td align="right">1.579.194,00</td>
</tr><tr>
<td align="left"><a>Recursos Vinculados</a></td><td align="right">247.569,00</td><td align="right">197.773,00</td><td align="right">200.408,00</td><td align="right">203.843,00</td><td align="right">849.593,00</td>
</tr><tr>
<td align="left">Total</td><td class="text-right" align="right"><font color="#333333">617.574,00</font></td><td class="text-right" align="right"><font color="#333333">587.846,00</font></td><td class="text-right" align="right"><font color="#333333">603.024,00</font></td><td class="text-right" align="right"><font color="#333333">620.343,00</font></td><td align="right">2.428.787,00</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">Crianças e adolescentes atendidos</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">Média</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_25a2d1b8ea1d420d9d7a86a09ebc4206_24.png&g=7b0013941d00451296ccfbafe9d7c3bd" 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="234,52,268,128" title="Total Pago" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaPagamentos')" alt="Total Pago" />
<area shape="rect" coords="200,33,234,128" title="Total Liquidado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaLiquidados')" alt="Total Liquidado" />
<area shape="rect" coords="167,13,200,128" 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=38993&periodo=tpAnual">R$ 4.958.392,95</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=38993&periodo=tpAnual">R$ 4.099.666,17</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=38993&periodo=tpAnual">R$ 3.280.994,50</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">3.573.985,25</td><td align="right">5.029.643,58</td><td align="right">4.099.666,17</td><td align="right">2.953.138,92</td><td align="right">15.656.433,92</td>
</tr><tr>
<td>Despesas Capitais</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>Total</td><td align="right">3.573.985,25</td><td align="right">5.029.643,58</td><td align="right">4.099.666,17</td><td align="right">2.953.138,92</td><td align="right">15.656.433,92</td>
</tr><tr>
<td>Executado no Ano (%)</td><td align="right">578,71</td><td align="right">855,61</td><td align="right">679,85</td><td align="right">476,05</td><td align="right">644,62</td>
</tr><tr>
<td>Executado no PPA (%)</td><td align="right">147,15</td><td align="right">207,08</td><td align="right">168,79</td><td align="right">121,59</td><td align="right">644,62</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_25a2d1b8ea1d420d9d7a86a09ebc4206_25.png&g=bcfa9a84c234470a9e97b0c4430da292" 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="343,5,383,17" title="Meta de 1.420,0 (Unidade) em 2021" alt="Meta de 1.420,0 (Unidade) em 2021" />
<area shape="circle" coords="363,24,4" title="Meta de 1.420,0 (Unidade) em 2021" alt="Meta de 1.420,0 (Unidade) em 2021" />
<area shape="rect" coords="266,5,305,17" title="Meta de 1.420,0 (Unidade) em 2020" alt="Meta de 1.420,0 (Unidade) em 2020" />
<area shape="circle" coords="285,24,4" title="Meta de 1.420,0 (Unidade) em 2020" alt="Meta de 1.420,0 (Unidade) em 2020" />
<area shape="rect" coords="188,5,228,17" title="Meta de 1.420,0 (Unidade) em 2019" alt="Meta de 1.420,0 (Unidade) em 2019" />
<area shape="circle" coords="208,24,4" title="Meta de 1.420,0 (Unidade) em 2019" alt="Meta de 1.420,0 (Unidade) em 2019" />
<area shape="rect" coords="111,5,151,17" title="Meta de 1.420,0 (Unidade) em 2018" alt="Meta de 1.420,0 (Unidade) em 2018" />
<area shape="circle" coords="131,24,4" title="Meta de 1.420,0 (Unidade) em 2018" alt="Meta de 1.420,0 (Unidade) em 2018" />
<area shape="poly" coords="324,20,363,20,363,28,324,28" title="Meta de 1.420,0 (Unidade) em 2021" alt="Meta de 1.420,0 (Unidade) em 2021" />
<area shape="poly" coords="247,20,285,20,285,28,247,28,285,20,324,20,324,28,285,28" title="Meta de 1.420,0 (Unidade) em 2020" alt="Meta de 1.420,0 (Unidade) em 2020" />
<area shape="poly" coords="169,20,208,20,208,28,169,28,208,20,247,20,247,28,208,28" title="Meta de 1.420,0 (Unidade) em 2019" alt="Meta de 1.420,0 (Unidade) em 2019" />
<area shape="poly" coords="131,20,169,20,169,28,131,28" title="Meta de 1.420,0 (Unidade) em 2018" alt="Meta de 1.420,0 (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">1.420,0</td><td align="right">1.420,0</td><td align="right">1.420,0</td><td align="right">1.420,0</td><td align="right">5.680,0</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=38993&periodo=tpAnual">R$ 4.958.392,95</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=38993&periodo=tpAnual">R$ 4.099.666,17</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=38993&periodo=tpAnual">R$ 3.280.994,50</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">3.573.985,25</td><td align="right">5.029.643,58</td><td align="right">4.099.666,17</td><td align="right">2.953.138,92</td><td align="right">15.656.433,92</td>
</tr><tr>
<td>Despesas Capitais</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>Total</td><td align="right">3.573.985,25</td><td align="right">5.029.643,58</td><td align="right">4.099.666,17</td><td align="right">2.953.138,92</td><td align="right">15.656.433,92</td>
</tr><tr>
<td>Executado no Ano (%)</td><td align="right">578,71</td><td align="right">855,61</td><td align="right">679,85</td><td align="right">476,05</td><td align="right">644,62</td>
</tr><tr>
<td>Executado no PPA (%)</td><td align="right">147,15</td><td align="right">207,08</td><td align="right">168,79</td><td align="right">121,59</td><td align="right">644,62</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_25a2d1b8ea1d420d9d7a86a09ebc4206_25.png&g=bcfa9a84c234470a9e97b0c4430da292" 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="343,5,383,17" title="Meta de 1.420,0 (Unidade) em 2021" alt="Meta de 1.420,0 (Unidade) em 2021" />
<area shape="circle" coords="363,24,4" title="Meta de 1.420,0 (Unidade) em 2021" alt="Meta de 1.420,0 (Unidade) em 2021" />
<area shape="rect" coords="266,5,305,17" title="Meta de 1.420,0 (Unidade) em 2020" alt="Meta de 1.420,0 (Unidade) em 2020" />
<area shape="circle" coords="285,24,4" title="Meta de 1.420,0 (Unidade) em 2020" alt="Meta de 1.420,0 (Unidade) em 2020" />
<area shape="rect" coords="188,5,228,17" title="Meta de 1.420,0 (Unidade) em 2019" alt="Meta de 1.420,0 (Unidade) em 2019" />
<area shape="circle" coords="208,24,4" title="Meta de 1.420,0 (Unidade) em 2019" alt="Meta de 1.420,0 (Unidade) em 2019" />
<area shape="rect" coords="111,5,151,17" title="Meta de 1.420,0 (Unidade) em 2018" alt="Meta de 1.420,0 (Unidade) em 2018" />
<area shape="circle" coords="131,24,4" title="Meta de 1.420,0 (Unidade) em 2018" alt="Meta de 1.420,0 (Unidade) em 2018" />
<area shape="poly" coords="324,20,363,20,363,28,324,28" title="Meta de 1.420,0 (Unidade) em 2021" alt="Meta de 1.420,0 (Unidade) em 2021" />
<area shape="poly" coords="247,20,285,20,285,28,247,28,285,20,324,20,324,28,285,28" title="Meta de 1.420,0 (Unidade) em 2020" alt="Meta de 1.420,0 (Unidade) em 2020" />
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</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>]]>
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| 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;
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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>]]>
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| 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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// if (subMenu.is(":visible") == false)
// subMenu.fadeIn(tempoFade);
//}
</script>]]>
|
| 681
| <![CDATA[<script>
new window.VLibras.Widget('https://vlibras.gov.br/app');
</script>]]>
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| 706
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