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) | SÓNIA CRISTINA CARVALHO RODRIGUES | Co-Coordenadora do Observatório da Legislação Portuguesa. Foi Assessora do Grupo de Trabalho para a Consolidação Legislativa da Assembleia da República. Mestre em Direito pela Faculdade de Direito da Universidade Nova de Lisboa. |
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) | ANTÓNIO PEDRO DA FONSECA DELICADO | Exerce atualmente funções na Comissão do Mercado de Valores Mobiliários. Enquanto docente universitário lecionou na Faculdade de Direito da Universidade de Lisboa e no curso inaugural de Direito da Universidade Nacional de Timor Lorosa'e. Leciona atualmente nos cursos pós-graduados da Faculdade de Direito de Lisboa de Legística, Proteção de Dados e Defesa Nacional, sendo investigador do Centro de Investigação de Direito Público da mesma Faculdade. Advogou e, no Ministério da Justiça, foi Consultor do Gabinete de Política Legislativa e Planeamento, Adjunto da Ministra da Justiça (XV Governo), Coordenador para matérias penais (funções em que representou Portugal junto da ONU, da OCDE, do Conselho da Europa, da União Europeia e de outras organizações e diferentes países), no quadro da Presidência Portuguesa da União Europeia coordenou as negociações europeias em matéria de assuntos criminais, presidindo ao “Comité do Artigo Trinta e Seis” (comité coordenador da área da cooperação policial (...) |
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