| 56
| <![CDATA[<div class="fundo" id="divWait" style="display: none">
</div>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:11px;font-weight:bold;padding:0px 5px 0px 0px;" class="fa fa-files-o"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:11px;font-weight:bold;padding:0px 5px 0px 0px;" class="fa fa-files-o"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:11px;font-weight:bold;padding:0px 5px 0px 0px;" class="fa fa-files-o"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<a href="Contrato.Lista.aspx?MunicipioID=1" style="padding:3px 0px 3px 25px !important;">Contratos</a>]]>
|
| 115
| <![CDATA[<span style="font-size:11px;font-weight:bold;padding:0px 5px 0px 0px;" class="fa fa-files-o"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:11px;font-weight:bold;padding:0px 5px 0px 0px;" class="fa fa-files-o"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:11px;font-weight:bold;padding:0px 5px 0px 0px;" class="fa fa-files-o"></span>]]>
|
| 115
| <![CDATA[<a href="Documento.Lista.aspx" style="padding:3px 0px 3px 25px !important;">Créditos Suplementares</a>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:11px;font-weight:bold;padding:0px 5px 0px 0px;" class="fa fa-files-o"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:11px;font-weight:bold;padding:0px 5px 0px 0px;" class="fa fa-files-o"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:11px;font-weight:bold;padding:0px 5px 0px 0px;" class="fa fa-files-o"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:11px;font-weight:bold;padding:0px 5px 0px 0px;" class="fa fa-files-o"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:9px;padding:3px 5px 3px 0px;" class="fa fa-mail-forward"></span>]]>
|
| 115
| <![CDATA[<span style="font-size:11px;font-weight:bold;padding:0px 5px 0px 0px;" class="fa fa-files-o"></span>]]>
|
| 124
| <![CDATA[<img style="max-width: 100%; position: relative; top: -2px;" src="content/images/acessoInformacao_21x21.png" />]]>
|
| 214
| <![CDATA[<img src="data:image/png;base64,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" id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_rpObjetivo_ctl00_imObjetivo" style="border-radius: 5px; height: 50px; margin: 0px 2px 5px 0px;" />]]>
|
| 244
| <![CDATA[<col style="width: 15%" />]]>
|
| 245
| <![CDATA[<col style="width: 35%" />]]>
|
| 246
| <![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 Vinculados</a></td><td align="right">21.484.411,00</td><td align="right">21.660.101,00</td><td align="right">22.137.852,00</td><td align="right">22.776.190,00</td><td align="right">92.157.275,00</td>
</tr><tr>
<td align="left">Total</td><td class="text-right" align="right"><font color="#333333">22.484.412,00</font></td><td class="text-right" align="right"><font color="#333333">22.668.279,00</font></td><td class="text-right" align="right"><font color="#333333">23.168.267,00</font></td><td class="text-right" align="right"><font color="#333333">23.836.317,00</font></td><td align="right">92.157.275,00</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">Lâmpadas de LED - instaladas.</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">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_4331219169de4878b424f7d165907d2c_18.png&g=4fd8a2c0d12e40c2ab642c69ea17bd65" 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="236,46,269,174" title="Total Pago" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaPagamentos')" alt="" />
<area shape="rect" coords="204,37,236,174" title="Total Liquidado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaLiquidados')" alt="" />
<area shape="rect" coords="171,27,204,174" 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=39205&periodo=tpAnual">R$ 22.748.210,33</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=39205&periodo=tpAnual">R$ 21.174.739,61</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=39205&periodo=tpAnual">R$ 19.735.402,92</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_4331219169de4878b424f7d165907d2c_19.png&g=83df75e927ef42efb7ce4fb470713417" 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="347,11,373,23" title="Meta de 25,0 (Percentual) em 2021" alt="" />
<area shape="circle" coords="360,30,3" title="Meta de 25,0 (Percentual) em 2021" alt="" />
<area shape="rect" coords="266,11,293,23" title="Meta de 25,0 (Percentual) em 2020" alt="" />
<area shape="circle" coords="280,30,3" title="Meta de 25,0 (Percentual) em 2020" alt="" />
<area shape="rect" coords="186,11,213,23" title="Meta de 25,0 (Percentual) em 2019" alt="" />
<area shape="circle" coords="199,30,3" title="Meta de 25,0 (Percentual) em 2019" alt="" />
<area shape="rect" coords="106,11,132,23" title="Meta de 25,0 (Percentual) em 2018" alt="" />
<area shape="circle" coords="119,30,3" title="Meta de 25,0 (Percentual) em 2018" alt="" />
<area shape="poly" coords="320,26,360,26,360,34,320,34" title="Meta de 25,0 (Percentual) em 2021" alt="" />
<area shape="poly" coords="239,26,280,26,280,34,239,34,280,26,320,26,320,34,280,34" title="Meta de 25,0 (Percentual) em 2020" alt="" />
<area shape="poly" coords="159,26,199,26,199,34,159,34,199,26,239,26,239,34,199,34" title="Meta de 25,0 (Percentual) em 2019" alt="" />
<area shape="poly" coords="119,26,159,26,159,34,119,34" 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">25,0</td><td align="right">25,0</td><td align="right">25,0</td><td align="right">100,0</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=39205&periodo=tpAnual">R$ 22.748.210,33</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=39205&periodo=tpAnual">R$ 21.174.739,61</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=39205&periodo=tpAnual">R$ 19.735.402,92</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_4331219169de4878b424f7d165907d2c_19.png&g=83df75e927ef42efb7ce4fb470713417" 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="347,11,373,23" title="Meta de 25,0 (Percentual) em 2021" alt="" />
<area shape="circle" coords="360,30,3" title="Meta de 25,0 (Percentual) em 2021" alt="" />
<area shape="rect" coords="266,11,293,23" title="Meta de 25,0 (Percentual) em 2020" alt="" />
<area shape="circle" coords="280,30,3" title="Meta de 25,0 (Percentual) em 2020" alt="" />
<area shape="rect" coords="186,11,213,23" title="Meta de 25,0 (Percentual) em 2019" alt="" />
<area shape="circle" coords="199,30,3" title="Meta de 25,0 (Percentual) em 2019" alt="" />
<area shape="rect" coords="106,11,132,23" title="Meta de 25,0 (Percentual) em 2018" alt="" />
<area shape="circle" coords="119,30,3" title="Meta de 25,0 (Percentual) em 2018" alt="" />
<area shape="poly" coords="320,26,360,26,360,34,320,34" title="Meta de 25,0 (Percentual) em 2021" alt="" />
<area shape="poly" coords="239,26,280,26,280,34,239,34,280,26,320,26,320,34,280,34" title="Meta de 25,0 (Percentual) em 2020" alt="" />
<area shape="poly" coords="159,26,199,26,199,34,159,34,199,26,239,26,239,34,199,34" title="Meta de 25,0 (Percentual) em 2019" alt="" />
<area shape="poly" coords="119,26,159,26,159,34,119,34" 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;
}
.TituloPagina {
padding-bottom: 0px;
margin-bottom: 3px;
}
.TituloPagina .subTituloPagina {
padding: 0;
}
.ods {
text-align: right;
padding-bottom: 2px;
}
@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>]]>
|
| 62
| <![CDATA[<script type="text/javascript">
//<![CDATA[
var __cultureInfo = '{"name":"pt-BR","numberFormat":{"CurrencyDecimalDigits":2,"CurrencyDecimalSeparator":",","IsReadOnly":false,"CurrencyGroupSizes":[3],"NumberGroupSizes":[3],"PercentGroupSizes":[3],"CurrencyGroupSeparator":".","CurrencySymbol":"R$","NaNSymbol":"NaN (Não é um número)","CurrencyNegativePattern":1,"NumberNegativePattern":1,"PercentPositivePattern":1,"PercentNegativePattern":1,"NegativeInfinitySymbol":"-Infinito","NegativeSign":"-","NumberDecimalDigits":2,"NumberDecimalSeparator":",","NumberGroupSeparator":".","CurrencyPositivePattern":2,"PositiveInfinitySymbol":"+Infinito","PositiveSign":"+","PercentDecimalDigits":2,"PercentDecimalSeparator":",","PercentGroupSeparator":".","PercentSymbol":"%","PerMilleSymbol":"‰","NativeDigits":["0","1","2","3","4","5","6","7","8","9"],"DigitSubstitution":1},"dateTimeFormat":{"AMDesignator":"","Calendar":{"MinSupportedDateTime":"\/Date(-62135586000000)\/","MaxSupportedDateTime":"\/Date(253402300799999)\/","AlgorithmType":1,"CalendarType":1,"Eras":[1],"TwoDigitYearMax":2029,"IsReadOnly":false},"DateSeparator":"/","FirstDayOfWeek":0,"CalendarWeekRule":0,"FullDateTimePattern":"dddd, d\u0027 de \u0027MMMM\u0027 de \u0027yyyy H:mm:ss","LongDatePattern":"dddd, d\u0027 de \u0027MMMM\u0027 de \u0027yyyy","LongTimePattern":"H:mm:ss","MonthDayPattern":"dd\u0027 de \u0027MMMM","PMDesignator":"","RFC1123Pattern":"ddd, dd MMM yyyy HH\u0027:\u0027mm\u0027:\u0027ss \u0027GMT\u0027","ShortDatePattern":"dd/MM/yyyy","ShortTimePattern":"H:mm","SortableDateTimePattern":"yyyy\u0027-\u0027MM\u0027-\u0027dd\u0027T\u0027HH\u0027:\u0027mm\u0027:\u0027ss","TimeSeparator":":","UniversalSortableDateTimePattern":"yyyy\u0027-\u0027MM\u0027-\u0027dd HH\u0027:\u0027mm\u0027:\u0027ss\u0027Z\u0027","YearMonthPattern":"MMMM\u0027 de \u0027yyyy","AbbreviatedDayNames":["dom","seg","ter","qua","qui","sex","sáb"],"ShortestDayNames":["dom","seg","ter","qua","qui","sex","sáb"],"DayNames":["domingo","segunda-feira","terça-feira","quarta-feira","quinta-feira","sexta-feira","sábado"],"AbbreviatedMonthNames":["jan","fev","mar","abr","mai","jun","jul","ago","set","out","nov","dez",""],"MonthNames":["janeiro","fevereiro","março","abril","maio","junho","julho","agosto","setembro","outubro","novembro","dezembro",""],"IsReadOnly":false,"NativeCalendarName":"Calendário gregoriano","AbbreviatedMonthGenitiveNames":["jan","fev","mar","abr","mai","jun","jul","ago","set","out","nov","dez",""],"MonthGenitiveNames":["janeiro","fevereiro","março","abril","maio","junho","julho","agosto","setembro","outubro","novembro","dezembro",""]}}';//]]>
</script>]]>
|
| 68
| <![CDATA[<script type="text/javascript">
//<![CDATA[
if (typeof(Sys) === 'undefined') throw new Error('ASP.NET Ajax client-side framework failed to load.');
//]]>
</script>]]>
|
| 515
| <![CDATA[<script type="text/javascript">
//<![CDATA[
Sys.Application.initialize();
//]]>
</script>]]>
|
| 542
| <![CDATA[<script type="text/javascript">
//var topo = $("#Topo");
//var menu = $("#Menu");
//var linkMenu = $("#Menu > ul > li");
//var subMenus = $(".subMenu", menu);
//var conteudo = $("#Principal #Conteudo");
//var sistema = $(".sistema", topo);
//var linkSistema = $(".link", sistema);
//$(document).ready(function () {
// DefineCores();
// subMenus.hide();
// PosicionaMenu();
// menu.show();
// $("html").click(function () { EsconderSubMenus(); });
// linkMenu.mouseenter(function () { MostrarSubMenu($(".subMenu", $(this))); });
// linkMenu.mouseleave(function () { EsconderSubMenus(); });
// $(document).scroll(function () { PosicionaMenu(); });
// $(window).resize(function () { PosicionaMenu(); });
//});
//function DefineCores() {
//}
//function PosicionaMenu() {
// var ulMenu = $("#Menu > ul");
// ulMenu.css("left", conteudo.position().left - 40);
//}
//function EsconderSubMenus(exceto) {
// var tempoFade = 100;
// if (exceto == undefined)
// subMenus.fadeOut(tempoFade);
// else
// subMenus.not(exceto).fadeOut(tempoFade);
//}
//function MostrarSubMenu(subMenu) {
// var tempoFade = 200;
// EsconderSubMenus(subMenu);
// if (subMenu.is(":visible") == false)
// subMenu.fadeIn(tempoFade);
//}
</script>]]>
|
| 588
| <![CDATA[<script type="text/javascript">
if (Function('/*@cc_on return document.documentMode===10@*/')()) {
document.documentElement.className += ' ie10';
}
//<!--Piwik -->
var _paq = _paq || [];
/* tracker methods like "setCustomDimension" should be called before "trackPageView" */
_paq.push(['trackPageView']);
_paq.push(['enableLinkTracking']);
(function () {
var u = "//estatisticas.vitoria.es.gov.br/piwik/";
_paq.push(['setTrackerUrl', u + 'piwik.php']);
_paq.push(['setSiteId', '8']);
var d = document, g = d.createElement('script'), s = d.getElementsByTagName('script')[0];
g.type = 'text/javascript'; g.async = true; g.defer = true; g.src = u + 'piwik.js'; s.parentNode.insertBefore(g, s);
})();
//<!--End Piwik Code -- >
</script>]]>
|
| 616
| <![CDATA[<script>
new window.VLibras.Widget('https://vlibras.gov.br/app');
</script>]]>
|
| 641
| <![CDATA[<script id="f5_cspm">(function(){var f5_cspm={f5_p:'JIGHGOHODMFHNGGFDGOPBOAHNBKLGADBBPPPONPLOHLBAEBKAJEHOCKMHJEPMPBPJHKBGGBBAAJDOFJNHPCAOOOBAALKACLBAMEJOPLACOBCCDDIGCFNBBEDOKCKKDNM',setCharAt:function(str,index,chr){if(index>str.length-1)return str;return str.substr(0,index)+chr+str.substr(index+1);},get_byte:function(str,i){var s=(i/16)|0;i=(i&15);s=s*32;return((str.charCodeAt(i+16+s)-65)<<4)|(str.charCodeAt(i+s)-65);},set_byte:function(str,i,b){var s=(i/16)|0;i=(i&15);s=s*32;str=f5_cspm.setCharAt(str,(i+16+s),String.fromCharCode((b>>4)+65));str=f5_cspm.setCharAt(str,(i+s),String.fromCharCode((b&15)+65));return str;},set_latency:function(str,latency){latency=latency&0xffff;str=f5_cspm.set_byte(str,40,(latency>>8));str=f5_cspm.set_byte(str,41,(latency&0xff));str=f5_cspm.set_byte(str,35,2);return str;},wait_perf_data:function(){try{var wp=window.performance.timing;if(wp.loadEventEnd>0){var res=wp.loadEventEnd-wp.navigationStart;if(res<60001){var cookie_val=f5_cspm.set_latency(f5_cspm.f5_p,res);window.document.cookie='f5avr1082384618aaaaaaaaaaaaaaaa_cspm_='+encodeURIComponent(cookie_val)+';path=/';}
return;}}
catch(err){return;}
setTimeout(f5_cspm.wait_perf_data,100);return;},go:function(){var chunk=window.document.cookie.split(/\s*;\s*/);for(var i=0;i<chunk.length;++i){var pair=chunk[i].split(/\s*=\s*/);if(pair[0]=='f5_cspm'&&pair[1]=='1234')
{var d=new Date();d.setTime(d.getTime()-1000);window.document.cookie='f5_cspm=;expires='+d.toUTCString()+';path=/;';setTimeout(f5_cspm.wait_perf_data,100);}}}}
f5_cspm.go();}());</script>]]>
|
| 0
| Não há código fonte a ser exibido.
|
| 0
| Não há código fonte a ser exibido.
|
