Conheça aqui as medidas de segurança contra tentativas de fraude

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(/figma)--&gt;"></span><span>Casa Eficiente</span>

Casa Eficiente

Faça uma gestão mais informada e consciente da sua energia

numeric promo

Saiba onde gasta mais

Descubra onde gasta mais energia e como a construção e equipamentos impactam consumo e conforto

Veja ações de eficiência

Explore ações concretas, com ou sem investimento, e saiba a estimativa de quanto pode poupar

Saiba a motivação da EDP

Perceba porque a EDP promove a eficiência e poupança e como isso beneficia o mercado de energia

A construção da sua casa e o funcionamento dos equipamentos e eletrodomésticos têm impacto no consumo de energia, no conforto e no meio ambiente.

Não é preciso ser especialista para poupar! Conheça as ações que têm maior impacto no consumo energético e no conforto da sua casa.

Estamos empenhados em liderar a transição energética, em reduzir custos e melhorar a gestão da oferta e procura de energia.

Ações para ser mais eficiente

Descubra as mudanças de comportamento e investimentos que mais impactam a sua fatura de energia