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Recomendações Avaliadas
1.2 Organizar o código HTML de forma lógica e semântica.

Recomendações

Número Descrição Quantidade Linhas Código Fonte
1.2.2 Presença de tags HTML sem atributo e conteúdo de texto 46 42 54 125 159 160 161 210 446 510 574 609 629 631 842 946 996 997 1000 1034 1052 1061 1096 1097 1100 1101 1101 1101 1102 1132 1133 1136 1144 1173 1174 1177 1185 1214 1215 1218 1291 1292 1295 1318 1319 1322 1332
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1034 <![CDATA[<div style="font-size: 12px; color:#666666;"><!--A Indústrias Nucleares do Brasil - INB dará mais um passo para o aumento da produção nacional de urânio enriquecido na próxima sexta-feira, dia 25/11. A empresa inaugurará, na Fábrica de Combustível Nuclear- FCN, em Resende/RJ, a 10ª cascata de ultracentrífugas da Usina de Enriquecimento Isotópico de Urânio. Com a ampliação, a INB finaliza a primeira fase da implantação e reduz o seu grau de dependência na contratação do serviço no exterior para a produção de combustível das usinas nucleares nacionais.--></div>]]>
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