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Sites Verificados

Lista com todos os sítios que foram verificados pela TIC Web Acessibilidade. Dentro de cada domínio, há informações detalhadas sobre as páginas coletadas, bem como os erros e avisos de cada uma *.

Endereço Nota Erros Avisos

www.valec.gov.br/

91.27 31 108
Recomendações Avaliadas
1.1 Respeitar os Padrões Web.

Recomendações

Número Descrição Quantidade Linhas Código Fonte
1.1.3 Presença de CSS(s) in-line 7 335 380 380 418 437 456 944
1.1.4 Presença de CSS(s) interno 1 383
1.1.6 Presença de javascript(s) interno 3 70 948 1189
335 <![CDATA[<ul class="padding-top10 padding-bottom0" style="right: 0; left: auto;"> <li> <div class="mega-menu-box"> <h4 class="mega-menu-heading"><a href="/ouvidoria" title="Ouvidoria">Ouvidoria</a></h4> <h4 class="mega-menu-heading"><a href="/servico-de-informacao-ao-cidadao-sic" title="Serviço de Informação ao Cidadão - SIC">Serviço de Informação ao Cidadão - SIC</a></h4> </div> </li> </ul>]]>
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418 <![CDATA[<img src="https://www.infrasa.gov.br/blob/ver/464?w=0&amp;h=0" alt="Norma de Pedra Britada para Lastro" style="width:100%;">]]>
437 <![CDATA[<img src="https://www.infrasa.gov.br/blob/ver/420?w=0&amp;h=0" alt="DIMEI" style="width: 100%; display: block; margin-left: auto; margin-right: auto;">]]>
456 <![CDATA[<img src="https://ontl.infrasa.gov.br/wp-content/uploads/2023/07/texto-central-banner-guarai.png" alt="Consulta Pública - Concessão de Uso de Área - Terminal de Grãos em Guaraí - TO" style="width:100%;">]]>
944 <![CDATA[<div id="map" style="height: 450px; z-index: 6;"></div>]]>
383 <![CDATA[<style> @media (max-width: 768px){.logojasomosinfra {width: 88% !important;}} </style>]]>
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948 <![CDATA[<script type="text/javascript"> var locations = [ ['<strong>FILIAL</strong><BR><BR>Edifício Parque Cidade Corporate<BR>Torre C, SCS Quadra 9, Lote C,<BR>Torre C - 7º e 8º andares<BR>Brasília - DF - 70.308-200', -15.7957341, -47.8934851, 1, 'FILIAL'], ['<strong>SEDE</strong><BR><BR>SAUS, Quadra 01, Bloco G, Lotes 3 e 5.<br>Asa Sul - Brasília - DF - 70.070-010', -15.7996903, -47.8780872, 2, 'SEDE'] ]; var options = { styles: [{ "elementType": "geometry", "stylers": [{ "color": "#ebe3cd" }] }, { "elementType": "labels.text.fill", "stylers": [{ "color": "#523735" }] }, { "elementType": "labels.text.stroke", "stylers": [{ "color": "#f5f1e6" }] }, { "featureType": "administrative", "elementType": "geometry.stroke", "stylers": [{ "color": "#c9b2a6" }] }, { "featureType": "administrative.land_parcel", "elementType": "geometry.stroke", "stylers": [{ "color": "#dcd2be" }] }, { "featureType": "administrative.land_parcel", "elementType": "labels.text.fill", "stylers": [{ "color": "#ae9e90" }] }, { "featureType": "landscape.natural", "elementType": "geometry", "stylers": [{ "color": "#dfd2ae" }] }, { "featureType": "poi", "elementType": "geometry", "stylers": [{ "color": "#dfd2ae" }] }, { "featureType": "poi", "elementType": "labels.text.fill", "stylers": [{ "color": "#93817c" }] }, { "featureType": "poi.park", "elementType": "geometry.fill", "stylers": [{ "color": "#a5b076" }] }, { "featureType": "poi.park", "elementType": "labels.text.fill", "stylers": [{ "color": "#447530" }] }, { "featureType": "road", "elementType": "geometry", "stylers": [{ "color": "#f5f1e6" }] }, { "featureType": "road.arterial", "elementType": "geometry", "stylers": [{ "color": "#fdfcf8" }] }, { "featureType": "road.highway", "elementType": "geometry", "stylers": [{ "color": "#f8c967" }] }, { "featureType": "road.highway", "elementType": "geometry.stroke", "stylers": [{ "color": "#e9bc62" }] }, { "featureType": "road.highway.controlled_access", "elementType": "geometry", "stylers": [{ "color": "#e98d58" }] }, { "featureType": "road.highway.controlled_access", "elementType": "geometry.stroke", "stylers": [{ "color": "#db8555" }] }, { "featureType": "road.local", "elementType": "labels.text.fill", "stylers": [{ "color": "#806b63" }] }, { "featureType": "transit.line", "elementType": "geometry", "stylers": [{ "color": "#dfd2ae" }] }, { "featureType": "transit.line", "elementType": "labels.text.fill", "stylers": [{ "color": "#8f7d77" }] }, { "featureType": "transit.line", "elementType": "labels.text.stroke", "stylers": [{ "color": "#ebe3cd" }] }, { "featureType": "transit.station", "elementType": "geometry", "stylers": [{ "color": "#dfd2ae" }] }, { "featureType": "water", "elementType": "geometry.fill", "stylers": [{ "color": "#b9d3c2" }] }, { "featureType": "water", "elementType": "labels.text.fill", "stylers": [{ "color": "#92998d" }] }, //trirar marcadores { "featureType": "poi", "stylers": [{ "visibility": "off" }] }, { "featureType": "administrative", "stylers": [ { "saturation": -70 }, { "lightness": 55 }, { "visibility": "simplified" } ] }, { "featureType": "transit", "stylers": [{ "visibility": "off" }] }], zoom: 15, center: new google.maps.LatLng(-15.797463092502047, -47.88436492029485), disableDefaultUI: true, mapTypeControl: false, scaleControl: true, streetViewControl: true, rotateControl: true, fullscreenControl: false, zoomControl: true, zoomControlOptions: { style: google.maps.ZoomControlStyle.SMALL, position: google.maps.ControlPosition.LEFT_BOTTOM }, mapTypeId: google.maps.MapTypeId.ROADMAP } var map = new google.maps.Map(document.getElementById("map"), options); var infowindow = new google.maps.InfoWindow(); var marker, i; for (i = 0; i < locations.length; i++) { marker = new google.maps.Marker({ position: new google.maps.LatLng(locations[i][1], locations[i][2]), map: map, icon: 'imagens/icon-lacation.png', title: locations[i][4], }); google.maps.event.addListener(marker, 'click', (function (marker, i) { return function () { infowindow.setContent(locations[i][0]); infowindow.open(map, marker); } })(marker, i)); } </script>]]>
1189 <![CDATA[<script> new cbpScroller( document.getElementById( 'cbp-so-scroller' ) ); </script>]]>