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| <![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">11.000,00</td><td align="right">9.990,00</td><td align="right">10.471,00</td><td align="right">11.032,00</td><td align="right">42.493,00</td>
</tr><tr>
<td align="left">Total</td><td class="text-right" align="right"><font color="#333333">11.000,00</font></td><td class="text-right" align="right"><font color="#333333">9.990,00</font></td><td class="text-right" align="right"><font color="#333333">10.471,00</font></td><td class="text-right" align="right"><font color="#333333">11.032,00</font></td><td align="right">42.493,00</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">Ações de controle populacional de animais</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>]]>
|
| 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_5645087252694021906130c1c793dce1_14.png&g=0b9d966aed2743f5a3eefca8972dc395" 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="234,60,268,161" title="Total Pago" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaPagamentos')" alt="" />
<area shape="rect" coords="200,32,234,161" title="Total Liquidado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaLiquidados')" alt="" />
<area shape="rect" coords="167,32,200,161" 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=39195&periodo=tpAnual">R$ 866.371,74</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=39195&periodo=tpAnual">R$ 866.371,74</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=39195&periodo=tpAnual">R$ 679.878,24</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">Unidade</span>)
</span>
</div>
<div style="width: 100%; text-align: center;">
<img id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProduto" src="/ChartImg.axd?i=chart_5645087252694021906130c1c793dce1_15.png&g=bf48cf6b4675408a93297efc49e6fa49" 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="348,15,370,27" title="Meta de 4,0 (Unidade) em 2021" alt="" />
<area shape="circle" coords="359,34,3" title="Meta de 4,0 (Unidade) em 2021" alt="" />
<area shape="rect" coords="267,15,288,27" title="Meta de 4,0 (Unidade) em 2020" alt="" />
<area shape="circle" coords="278,34,3" title="Meta de 4,0 (Unidade) em 2020" alt="" />
<area shape="rect" coords="186,15,207,27" title="Meta de 4,0 (Unidade) em 2019" alt="" />
<area shape="circle" coords="196,34,3" title="Meta de 4,0 (Unidade) em 2019" alt="" />
<area shape="rect" coords="104,15,126,27" title="Meta de 4,0 (Unidade) em 2018" alt="" />
<area shape="circle" coords="115,34,3" title="Meta de 4,0 (Unidade) em 2018" alt="" />
<area shape="poly" coords="318,30,359,30,359,38,318,38" title="Meta de 4,0 (Unidade) em 2021" alt="" />
<area shape="poly" coords="237,30,278,30,278,38,237,38,278,30,318,30,318,38,278,38" title="Meta de 4,0 (Unidade) em 2020" alt="" />
<area shape="poly" coords="156,30,196,30,196,38,156,38,196,30,237,30,237,38,196,38" title="Meta de 4,0 (Unidade) em 2019" alt="" />
<area shape="poly" coords="115,30,156,30,156,38,115,38" title="Meta de 4,0 (Unidade) 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">4,0</td><td align="right">4,0</td><td align="right">4,0</td><td align="right">4,0</td><td align="right">16,0</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=39195&periodo=tpAnual">R$ 866.371,74</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=39195&periodo=tpAnual">R$ 866.371,74</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=39195&periodo=tpAnual">R$ 679.878,24</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_5645087252694021906130c1c793dce1_15.png&g=bf48cf6b4675408a93297efc49e6fa49" 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="348,15,370,27" title="Meta de 4,0 (Unidade) em 2021" alt="" />
<area shape="circle" coords="359,34,3" title="Meta de 4,0 (Unidade) em 2021" alt="" />
<area shape="rect" coords="267,15,288,27" title="Meta de 4,0 (Unidade) em 2020" alt="" />
<area shape="circle" coords="278,34,3" title="Meta de 4,0 (Unidade) em 2020" alt="" />
<area shape="rect" coords="186,15,207,27" title="Meta de 4,0 (Unidade) em 2019" alt="" />
<area shape="circle" coords="196,34,3" title="Meta de 4,0 (Unidade) em 2019" alt="" />
<area shape="rect" coords="104,15,126,27" title="Meta de 4,0 (Unidade) em 2018" alt="" />
<area shape="circle" coords="115,34,3" title="Meta de 4,0 (Unidade) em 2018" alt="" />
<area shape="poly" coords="318,30,359,30,359,38,318,38" title="Meta de 4,0 (Unidade) em 2021" alt="" />
<area shape="poly" coords="237,30,278,30,278,38,237,38,278,30,318,30,318,38,278,38" title="Meta de 4,0 (Unidade) em 2020" alt="" />
<area shape="poly" coords="156,30,196,30,196,38,156,38,196,30,237,30,237,38,196,38" title="Meta de 4,0 (Unidade) em 2019" alt="" />
<area shape="poly" coords="115,30,156,30,156,38,115,38" title="Meta de 4,0 (Unidade) 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>]]>
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| 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;
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display: block;
vertical-align: top;
text-align: center;
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|
| 234
| <![CDATA[<a href="#" onclick="downloadBaseDados(); return false;">Download da Base de Dados</a>]]>
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| 62
| <![CDATA[<script type="text/javascript">
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| 68
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| 515
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| 542
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| 616
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| 641
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| 0
| Não há código fonte a ser exibido.
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| 0
| Não há código fonte a ser exibido.
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