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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">2,00</td><td align="right">2,00</td><td align="right">2,00</td><td align="right">2,00</td><td align="right">8,00</td>
</tr><tr>
<td align="left"><a>Recursos Vinculados</a></td><td align="right">3,00</td><td align="right">3,00</td><td align="right">3,00</td><td align="right">3,00</td><td align="right">418.691,00</td>
</tr><tr>
<td align="left">Total</td><td class="text-right" align="right"><font color="#333333">101.002,00</font></td><td class="text-right" align="right"><font color="#333333">102.742,00</font></td><td class="text-right" align="right"><font color="#333333">109.999,00</font></td><td class="text-right" align="right"><font color="#333333">104.956,00</font></td><td align="right">418.699,00</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">Atendimentos realizados</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_fb2276e5575e47bfb515ed9f324c6137_0.png&g=72d509b5a5704f33a2f17f875b3eb1bb" 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="229,30,264,140" title="Total Pago" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaPagamentos')" alt="Total Pago" />
<area shape="rect" coords="194,30,229,140" title="Total Liquidado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaLiquidados')" alt="Total Liquidado" />
<area shape="rect" coords="159,17,194,140" 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=39125&periodo=tpAnual">R$ 135.224,00</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=39125&periodo=tpAnual">R$ 120.609,72</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=39125&periodo=tpAnual">R$ 120.609,72</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">103.003,37</td><td align="right">125.854,99</td><td align="right">120.609,72</td><td align="right">169.618,84</td><td align="right">519.086,92</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">103.003,37</td><td align="right">125.854,99</td><td align="right">120.609,72</td><td align="right">169.618,84</td><td align="right">519.086,92</td>
</tr><tr>
<td>Executado no Ano (%)</td><td align="right">101,98</td><td align="right">122,50</td><td align="right">109,65</td><td align="right">161,61</td><td align="right">123,98</td>
</tr><tr>
<td>Executado no PPA (%)</td><td align="right">24,60</td><td align="right">30,06</td><td align="right">28,81</td><td align="right">40,51</td><td align="right">123,98</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_fb2276e5575e47bfb515ed9f324c6137_27.png&g=0d22b6d38b1942f59487210608dedeec" 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="343,22,383,34" title="Meta de 2.300,0 (Unidade) em 2021" alt="Meta de 2.300,0 (Unidade) em 2021" />
<area shape="circle" coords="363,20,4" title="Meta de 2.300,0 (Unidade) em 2021" alt="Meta de 2.300,0 (Unidade) em 2021" />
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<area shape="rect" coords="188,15,228,27" title="Meta de 2.000,0 (Unidade) em 2019" alt="Meta de 2.000,0 (Unidade) em 2019" />
<area shape="circle" coords="208,34,4" title="Meta de 2.000,0 (Unidade) em 2019" alt="Meta de 2.000,0 (Unidade) em 2019" />
<area shape="rect" coords="111,15,151,27" title="Meta de 2.000,0 (Unidade) em 2018" alt="Meta de 2.000,0 (Unidade) em 2018" />
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<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">2.000,0</td><td align="right">2.000,0</td><td align="right">2.300,0</td><td align="right">2.300,0</td><td align="right">8.600,0</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=39125&periodo=tpAnual">R$ 135.224,00</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=39125&periodo=tpAnual">R$ 120.609,72</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=39125&periodo=tpAnual">R$ 120.609,72</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">103.003,37</td><td align="right">125.854,99</td><td align="right">120.609,72</td><td align="right">169.618,84</td><td align="right">519.086,92</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">103.003,37</td><td align="right">125.854,99</td><td align="right">120.609,72</td><td align="right">169.618,84</td><td align="right">519.086,92</td>
</tr><tr>
<td>Executado no Ano (%)</td><td align="right">101,98</td><td align="right">122,50</td><td align="right">109,65</td><td align="right">161,61</td><td align="right">123,98</td>
</tr><tr>
<td>Executado no PPA (%)</td><td align="right">24,60</td><td align="right">30,06</td><td align="right">28,81</td><td align="right">40,51</td><td align="right">123,98</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_fb2276e5575e47bfb515ed9f324c6137_27.png&g=0d22b6d38b1942f59487210608dedeec" alt="" usemap="#ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProdutoImageMap" height="150" width="470" border="0" />
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<area shape="rect" coords="188,15,228,27" title="Meta de 2.000,0 (Unidade) em 2019" alt="Meta de 2.000,0 (Unidade) em 2019" />
<area shape="circle" coords="208,34,4" title="Meta de 2.000,0 (Unidade) em 2019" alt="Meta de 2.000,0 (Unidade) em 2019" />
<area shape="rect" coords="111,15,151,27" title="Meta de 2.000,0 (Unidade) em 2018" alt="Meta de 2.000,0 (Unidade) em 2018" />
<area shape="circle" coords="131,34,4" title="Meta de 2.000,0 (Unidade) em 2018" alt="Meta de 2.000,0 (Unidade) em 2018" />
<area shape="poly" coords="324,16,363,16,363,24,324,24" title="Meta de 2.300,0 (Unidade) em 2021" alt="Meta de 2.300,0 (Unidade) em 2021" />
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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>]]>
|
| 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;
padding-top: 5px;
width: 280px;
}
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text-align: center;
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@media screen and (max-width:1000px) {
.ods {
text-align: center;
margin-top: 5px !important;
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}
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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">
//<![CDATA[
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| 595
| <![CDATA[<script type="text/javascript">
window.dataLayer = window.dataLayer || [];
function gtag() { dataLayer.push(arguments); }
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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