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(/figma)--&gt;"></span><span>Conheça a sua energia</span>

Portugal é o 5º pior da UE em conforto térmic

Apesar do clima mais ameno que em muitos outros países europeus, em Portugal, mais de 1,7 milhões de pessoas enfrentam desafios para manter as suas casas quentes e confortáveis durante o inverno, surgindo como 5º pior país da União Europeia 1.

Esta dificuldade vem do facto de 65% das casas não terem o isolamento térmico adequado, uma vez que foram construídas muito antes das primeiras normas de eficiência energética em 1990 2.

Além do conforto, 25% das pessoas vivem em casas com infiltrações, humidades e bolor 3, que são prejudiciais para a saúde de toda a família.

<span>Portugal é o 5º pior da UE em conforto térmic</span>

Afinal, o que é o conforto térmico?

Conforto térmico é entendido como a satisfação com a temperatura do ambiente. Na verdade, acaba por ser um conceito subjetivo que varia consoante o espaço onde estamos: a temperatura de um ginásio deve ser diferente da temperatura de um escritório e a temperatura ideal dentro de casa varia conforme a época do ano.

Idealmente, devemos sentir este conforto sem grande esforço. Por exemplo, se estivermos no inverno, dentro de casa, não devia ter de vestir várias camadas de roupa para se aquecer.

O SCE (Sistema de Certificação Energética de Edifícios) define temperaturas de referência para os certificados energéticos: 18 ºC no inverno e 25 ºC no verão 4. Apesar desta referência, temos consciência que manter estas temperaturas em casa nem sempre é fácil — nem leve para a carteira.

Afinal, o que é o conforto térmico?

Viver com conforto, seja qual for a época do ano

Melhorar o conforto em casa pode passar pela utilização de equipamentos mais eficientes, como o ar condicionado, mas também pela redução de trocas de calor, melhorando as janelas e/ou coberturas.

Saiba mais sobre a eficiência das casas, paredes e isolamentos

Perdas térmicas e isolamento

As perdas de temperatura são um problema comum em Portugal, onde as casas geralmente não estão preparadas para lidar com as oscilações entre estações.
É por isso que é tão importante investir em soluções eficazes de isolamento: além de garantir maior conforto em casa, ajuda a reduzir os custos com a fatura da energia.

Um bom isolamento é essencial

Segundo o SCE ², a cobertura, as paredes e as janelas são as maiores responsáveis pelas perdas de calor, com impacto direto no conforto da casa.

Neste caso, tanto a qualidade da construção e dos materiais utilizados como a idade do efifício podem contribuir para estas falhas no isolamento.

Sempre que possível, devem ser usados materiais com bom desempenho térmico, calculado através do coeficiente de transmissão térmica.

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(/figma)--&gt;"></span><span>Um bom isolamento é essencial</span>

O que é o coeficiente de transmissão térmica?

O valor U, também conhecido como coeficiente de transmissão térmica, mede a capacidade de um material transmitir calor. É medido em W/m² ⁰C — que indica a quantidade de energia que atravessa cada metro quadrado, para cada grau de diferença de temperatura entre o interior e o exterior. Na prática, quanto menor o valor U, melhor a capacidade de manter a temperatura no interior: neste sentido, e sempre que possível, opte por materiais com valores U mais baixos para elevar o nível de conforto.
Para mais informações sobre o valor U, pode entrar em contacto com um profissional da área ou, no caso das janelas, consulte sempre a etiqueta CLASSE+.

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(/figma)--&gt;"></span><span>O que é o coeficiente de transmissão térmica?</span>

A eficiência da sua casa num certificado

Em Portugal, dados da ADENE mostram que a maioria dos certificados tem baixa classificação energética, com cerca de 65% abaixo da classe B-5.
Os certificados energéticos oferecem recomendações para melhorar a eficiência e o conforto em casa.

Aprenda a interpretar o certificado energético

O certificado energético é uma ferramenta útil para compreender o comportamento térmico da sua casa.

Para além da avaliação energética e das características de consumo, o certificado mostra-lhe ainda:

  • Informações sobre a climatização e águas quentes sanitárias
  • Localização da habitação e materiais de revestimento
  • Medidas extra para melhorar o desempenho energético em casa
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v4jAuT8GQB3k/MfEyDnzxIg5z8hQM4PEiDnPyVAzn9GgJz/nAA5f44AOf8FAXL+PABlor5AgJz/kgA5/xUBcv4iAXL+NwTI+UsEyPnfEiDnLxMg578mQM5fkUcDPXCtZtiuxR1CJi6WRZ+y0ZtM6ORIa3s63qNbNhvjX6s0HG8KKTcPZ1EsbKkjTMKycWG3y/yIHhn8r35v1lO0i8JeH/SjsbCshCa+vTMdkqg6GOJkW6Y36fRfjKCCkEszdgp+Xrzb648vxQCt3cHOLs7ou/D74En2o1lvMARUiDCWmE4GPMoDnOEjhI4AL8yiPRVr1EWLB4NNnD23CC+pKwDdrLnWFdax/79NbsFjmvYwtmWxvDklzxFaRu6Y6oywrlULcFrILU6EeJGwxvQwZ3TA7YNBPNiEtyVFAYm5uTkpijE88VhsywXwHsXb4+me2BWLA7Uar5BiSUHhLtznEbsO1HJvBCQOFR6LiDmtMXD54JFi2RbFGeTzlxRnxTGN2R3vD/tl9q/RGwGB/lw7HeN0gsro5krMKgCOb6u5VZRmSV8lxYkJR1pVRbDW4mS0N37xoIwW2ogeY44X5akDJSSvlOIsIr07gxFOMGx5Y9CfYWDiqjlsLeI8An31FluCAysetMU1dE4bWKsKhE9YxYvRoRgJuQ1sfTBKKmF1iakMdiL0zsbpATnt0r5UFJjZ0IRFXAUgB+YDPU7L7uFCO+ztoGFJsMlZgxwnmqMCzrrxM1u7Pbr50TQGhUxzqiGvwiFbMeHWQTRF3DMKe1hf8UpL2kMVDFXBsk2sOm5rhuh9jK1HFneGh5PdGHuOXOinNy4xdhy5uIlj38WX7I+pmG+R8rRms44OgAQ9XtrGYNLZea2Uy9u94XATcbAqCmIxksd2IYhTNHaxNL4fXN4g5QpygL5kyeOzNIKKU+nUnNqK4oTBR/10fk8OxzuMtiuScFxOxt7a3o6jGSyLWJan9gZJzC2td6aWa19YhU3E5/qx6OPQp+2FOSHauwkdHOAi4pNmioS1BO3UZxgYqUtKdLDcLLsAwCaQtlZgzom30APkFqHM42lUz91JQXe3B9N4lvYfk1iECubzC6tcEGEtbI339nrobUnbvOwQuyn0OqOrMIXbGLJaWbR/OfNe/8BYjYVKurownFMcyzEPsJwpJxpis9yQywNzv1GCImC6FLrRm2IezQzm+6DP/UoKWJOZZjS7NAa56TxmYq83RDf7qq/JEC4XVe4UiNhjAiTXJhb3SRkc7m2Oh4Z9rDJoFxuIhhMmMRlYOM3TdgXoe1TFPMD+YZ0SthAVtQlZllp3OQEOfhJOnjAdq9GIFhczZNoa5znL/TiqYoFXucthHIcjdWaX2JkG29ut0fDQhxGC4ipqu4Jz+QFN497+jKNTBlHzteb5ImMUynJiiLMfbYOGpgZqnhRCVqEkM7Q+3p94mP5EdGUvqfNOSRrMqvfQxWrCvIcsV5YJncX0/l8ogmj20EQBRJAzxMaAixCTgQxay9uDYbSmxxWrQrCAB2DGWOthM0dohSzbWBezVjF8VFlI3IPicICNcHrIBQ3Hwf4mQzKbICMCJwJJvZmMR9BB3dLi/mh7yCsghvbzLJcGcScpiiDiYll3u5zUb/RiaJFeMnsrwWqucrK/ORzEu2DGhtndcBxGvb161j02Yh1txPbgJ1ElWxg1ZSCYcdiZrJFVazu4hJ5CegwxRRSb+VwX5qXoynzXb/t/4gzF7w2D3IokVTRr/WgAtlC5FVezJ9gilVuh7C/U2Z7Cyu3TBylk/kURSepfLMSTadTrg2Ix3h1fwlzDMypFmME+dQ/kSyEdD2XjvNE23TvV3rqQ/X2tlqhsteEkjFlQiQ4GW8lVZBIQ5YlZXZfKMmIYKqpjKRxipIylIQ/NZEU/8TWg+6ZyubzRVV6yPNIIdg5mxEcxV7GxXxgNhu71sR6D7QGsLSQXtTTPj8G5amEOsWO2jdkOyUAspfdaAmHxJIYuCaclFnNJJN1GIBfjSCgLJpsSFw0iocetcLOjogWLpgMl7Mc7sBojrDnkGSYRvUEr6ah5l4SwtL7/YYTePD6QlzHQY0hrIhriVbrJ05jLyR0IGvYiSpllbaZoxeVTmMoMVU4EqtmDD6zmUFGJYtNZRzBOxRsFLgnM2x4ZbKgIoMWUbwUVgW1uC9RtW8GFYz2dBfCnoaQxrE+8v72NcDKUd0CPTzUA/diCuzOjTZ+J7xB2fLBDjVd+GBYRWZxcKJ8PQp6Ra+3PuMvTLUM5jA3mFL4OzT/yi6Cojqdb0D6+ZIAFuRgDvYStw9mMx8P9WWQ2UJgb08H1VdOCsLxqt+m6Jirv1DecCwEAWVd+F++yMYoZu30XDC68RWHBeKbqZo/29wIoKiYvFnBijHLiXBFrbEDRhSewsw9zNDW5xS0z90sTWilclN8tlldhgrFoyjtFIzJlldh7uw1jAoJLUF9Mr3o4uSRgGOZ8Fr3Jw6TARwgIhuw8A85agPjyAwmi035rjRjLPEG03WpVP+EoIJbX8gkVzZ39AkwHzLTil9tcdFvaNCa7ptlRkv2IBFgSDJJLjN7HxJgqMdYi0VXkrWyvMncosFUQTkwVEErOuDYYAq6euxs1F/pT8+qVbqva1cUIh+NSTr8CxQihWxdMCStaznQr7QWcX0yiM9rBLOLUCKOZy1oDXBJP/cS+2tpO1+Grou7+dIAeyv4gngx7h0pqV+iQqKwSUvS/PdzHQce0NlEZzCSqwVnBKQMVLuqBtlWZHw17cMB3dYXCRCF1hT2cM6E6AKE2aqkB2oO4Eg0j+OsQwkJjfzgbsPVoWh1Ew/66Xgos0BYkH3MPYZD5yyXcKGGAdNQaPR5/c/JhLs5pHpFYxgba2uQBKiRWr5jaw4WUmzvqT3gWxJgjA3KjQZtwVybJSm/iPkk3+w/QoLQyAGjwsM1a6HqOXCseqoFE03KaA0Asx6WVV6ngPhCXnDBLSnARP05Q+uY6uffXVRsD3Tk0EwNJLv8E45ipXEqNNYdhgciiGbdeam1oQwHtccw8SON+NMYHkdlDx8P+mlpd+LoQ/Woq1laOtjbA6X966CHogCrxeB8mTE1Wn5Ol8+Uj7sfGoL8TQWXQdSyqBRc/oXf7Axzm2Lo9G0BkZr29iReP774LMVr0A8ZwCkKwGKJHJI76Do/eNmFMijISVsXl83YMSmzUcOFUajk+hyuhwRc1ie3U2zUGrnn3C31zAUn1QNM8c1ZePc5DI4is9YXEdqmDhT5z3znZ7cWRWBCWAjTyrgmsRXKJ+GJh57Ka4BkzNn9MKKdAo+4e9ZTqFZlq1DMHcVs7ifSXoRrvlnCo4K1O1BqviA9bw2wF1Hz9ixQvyyPNsoivS/ljRkd/S9s5SPGiuNWAur1oEAfj7ZlRxYBFaPQ9EkGF8agz6ePwYDryy8BBDoYJzU8grzesBPPTMiYUYnyIFCJarLKVue7/VmJlAf+CxCivYGK/JBEYzhVl9vqLEpHiIzb3I9b4xfAAg32cxYNoaxophVVWhJz+ApZwF6cqhn103zEL9yHubdC5IaiCtyYF1LIM/XMJ2uy/acE70gLl72YFP58UcAvO0O9M0Ln+YPPX3UD5r8tYIftAkgQCID5llo84TZiU/GGuhB0m7tM5nO4UsX+Uw7JHxH0m51+1e1DJGDcW8rflFXtYSknRy4+qxYdwrAIzERLB3jjNwg/GWswO17lRtKZ9LLj4S0v+Q7KmaivKFvX9UrwU3BR2Xva/FVBaIX8K+7Z8wTr4a1H4Do1ObU5Opj4gEayKFf28QL5O7idHLXDPN/I2ROxgwToPUfyV5DSHaaIS/1mSV8v85/RqdC/WlAp+DjNWvg2D+ouELkp3uRWE2nVcsTxf6esZF05qJdqOYQDkq7Er5tCYylh8wJLfb5kBcsBvleIlWVYrO5eC4YUgxfOk9u2wGTy34VCiC9QAfnC+aQdb785oD7lYfMiSr8FJBoFfZxqV9jexWNzEfzk9AAY8ReJ6Rf6znEPhYPkhKf9FmVLlCj4gxTjJ6C5Okgr16CAaiqL4bRUlNW7nNQmsiT0Y2d7OtDfZpZ3FZrgsrj2C0oTnUmzyaGJZXHcUp0nXZlAjBzH3/FPfJ4pHXgGtK4RpyTqEntEv8WTxqMuQmrhDfBmbhrhWPDqBddE6s7lw2/XiMfMYTbYxxH5ugofoWJbTxS/kDDWxnSDi/KQE1kXfothx0V8vxZOTjC67j6QqSjPCpcze3nhU54lqH8dVIcV3zpVi575/tt+DM5lRvAy6kpJUBlCwiF3GjpSn+q48ld6mODV5kpfnSWA7GGoH+rvz6AAeALTn3mg6RtEr8kVN87JFv6qZ4P728kKz3GKKKP/lpYi4bbHrYoar3lxxma9eDnCLkMOlu9D9uATGBgpjkzAf4mpUUaYq/klQ9DAeHdS9UXwU91AjqPzOPYySYiB/nCDqmBnk/8TiRHfg99TVUS5htYj7wdl4B35+vzVqheaFSyy+Tf5hikdoMV/waZmGqsW/WLiroyKT19ct8aBSMDUiomJYRPkK1XRp0B9kjf6owoU6yk7Uc8Sb0OO41uv7YT1EGfr8ttzJcsGAWsKehXDRRWUnFjWk0c/O7piWDKgLnoOaaRhoOc3owufGsAFwp1eYatTzcRpPL6BwSWAyuvAFfUgMjAwWaISg/4lcVhM4e/AP0bfTTDWqQtCLW/rojrKzcwhNVCVOOTyvsMRv5rbTlh4LhnXVZUhddRV6nT+i4Qopy2uSWqw2e3MPtCxuzOc1SVOjlKkRjxQPy2U1wT0aA/EVjxYPTzO60Nd59duJx4pHZDldHGzDA8gcg8dnWV1+r66gUaR4Qh6hab45Ui4I9i0pn2JgXdLNJqZsogm3HUFpwm22uxqN96IZ3NrPS3l7HqFpdnTLCZJUd8yjNN0u7zCgZhDL8aQebcOeZbOOKf4hmSfwOdFHKF6fUZTGs9l47wpcfvgozZUYvSEjykoG3LYmEHYoKGTuR47ShGPszyjNSN4ouRXDJ4VOxrDOGDWmX2naj/LU5GweCSG93Noc0xPA+Gpq1wfupwxO9zZFP2DQHGKK/GmDVGNKsW81WCwu3GkIOlXm7QaJprTQYtg/Z3C6qRT9DoNmUyny5w1SNZVi32mwgVpfjY7nJ+UXrF3sLXqbTudkJh4ubr4SXotGO+ZjfBoZURIwwSajC1+s8hwXDDT6cDGf1yRDhWr3+jTyINnL5zUJGgSqjJWA6VFKKqrifoU8t69/y1AThyqvSyviM1Jla2m3DUM08Me6CCZaeRhZwWd1Ac7a8LHOiT/RWe0mIP+gzrexD2GDDgYvZa1z4m/m0Kp9D0f7GF36W12U77guqoh/Z4p2B8O+qbo6HfO97t/pEtMttYTA/vs5rBYCoL+q0YqN4h9Ew21Mzt9rfLLTooqoix/AWQZIHy7iNI7u5dLfj0X/QY1Wv7Zoit/ROdNns1Jo6WMWrnwxaJxRbfG7iOPcn2Q+PldD9QIyAs9/Jtriz3EpE4wg26u9PehSb0oF+5wFATK3Dzx1Ks/5+6mQ+iIgYJAuLXhNVlBCOzuZnYPp+wGZsVLH+o9I8WM5XIhauNV4cw5VyS44flxGvfSF+3ncu2dUbbgA0fQgClQ8Ukjxq/DsVWwIhYrexxEsQ/FHIyvi17K+mtuMj0scoqAsyWVAiCIRit/INRUibjPe5yp/KE/Z6CGD/5VN+k2JTFKSG8GHGedAQFPlsctiaYc9Rsc/kmsgUO8/AgjZzFFvRmhk/ijrqpexjsVXLfnlrEgtBWZIhZ7EP1nif0gdo6QTDFmVnzL5uUDmV6X8QjI3PHuDh/hHKf5LhnNxHgbmv2aYOkaqjs3inyWCcile1cbWi334v2VY1Ne4r2W4MqQOi6W6GqMx+b+yMjpaafDva1L8b4lD75FftR8X/1ljO1h5o/bL4r9jhtXx7wq3y++Q4l8fungdaoYphTKKz1ojiPORO++3S0zBFvCI4G9drGO72me8988s8d3WED4nRPBgEF1StC+3xRst1TnjSsJBleLNSRSzjKFD4eJ0X/lxeJT9aNyGMGxCacSrLPEu6uneRLF7mS1+0bqkgoq8W8fZlmEI8TpL/FAOXdY/plwUrzfIih4qboJn0yj5reVrLfHDprzc28IJwwHDGHOOuRFvMCXeaLI/S6P6n7LET5gC7syIYUN3ftJgauMDGB4lCa+xxM/AgGwofABzfZETjOH9rKFtRLNenwP6tIUzuca5B5wJ8UlLfq/BtLHTw9ofNqLRvjbAD1ry+yy1Wv74UmIlY3RBvE+jYV/290ZzJb+qS1BBy0aMzVu8XyM1+QZ3DoX+NYTPoFM4hbmj/b0q5Q+Hk89Z4n9qPUZBBd1OCj5vie9CcAIGFJN9TAF653teT/1ecgSJwqhPZjldXOLaaoPojtgPmopTlyE1cTlSMbhEVMwt2pnLsZrcjaF4HtRnqp53QBOun8dosvreAOOpD5CA5AYkJqeLGzNqF4zLRRgRENyUz2uS1iZEYO4Xxo8Xjz2K06TnIRmQgrwTAufkcZdjNfkFnAz7iJGqn+SiPfF08dQjKE34Ij0JAc6iwMXwBOTT5lGaDjqC+IRahJi737PE0+cxmmwTWgeDznhhjACX/KZcXlNs6Yc7lAHEVMUtWVaX97dpRBo4JSEqoNYQSxVfhtTE0EXV9riKNZCCh9ckqwkO9FhKmHUtF0l9UF9iIAnG5HNSvlpi5pRsUgpQ9loZq90v+zXUveKnYLHoUQd74/FsF1ODRX3A0OH8HOMaZROWTbcYcnJi3LoSAMNfMoRYKKzTlgqdY07FC8V7wTbFofdg8isSN8gIS9K3mUajyoAWjVf/7zNcUnPyZYmoWc/c8X1Fit9JbLIOzBFdVyuwbixyUXxMjlAXARRklfH/jBS/q8JuwyPPCD4hsYebAm5yMzBOCNDL30vKstn1OIsYCQk+KcHgMgonu6z/tBS/rwggHOqy6D7xp2ouetgPpwjPcx7NDQL9dgcbn1oA2v+/1G5eGTzRJOaN63FO/FXGgAF+cngIBl+UF6NDRFZ2djCz/2wh8n8whtfi0oS2d6eIsmG+/1qyp7ToOPzvlqLt8RTeDQI3HOB98j+YAHEdW1YMn1f+RznDcjMcw5kXX7TEf8KCoKO7LYSPoafoKHbJMewiolKA0ZHvwY4XzzJ381VWtLcZ9RWDf7WwxyDGtNuI+gP9/vFjNvYqCAXWmauM7hlJwg72I1Y82JsMcSpI3t20e6NoyOG+xdqd7amY4t/Z4t0Wgzc+7Iz4oi1+yeptYZAq9FLvbSKIuiLeYx2QBBjV6IO2eG+KKcPW7O9hPHTUJtjnxK+kZTz/lA4DbE8oebOFyG9SQhwKYRVs+YE8Fp7u+6T49RTlRzh+QoK1CNrig2kJu6KuCKCztvgNCy7DqN9LJJItvt0Sv2fQyf5I9Lss8Qk48YjdkjDAdOE8/SVb/D522NxlFqbpkxYmGls23OmXWeIPsDPB2cYmus2Q/d/a4k8tvZyYdLXyXh9XX/Bbtqiqvg7XZTbjqzb2t6nG6jPHiviCtQ5xz9wTy+7Bhk6QRfNyD8336mP+WBE3xjiEs1N2g1hH8xTLbf04RbSdTsDrR9xbr/L7CsR3E6TV0L8ntztNAxUMGbPdFFtUX+yqtvwNfe+5oPIlp7xmEIsKoS7Il7DLw6fIeSnWAiYG58gB9k+cViSUkoqWIfIvwntTdQulC7HwGFkBuCBXRWOLg7ilq+n8gm63YizbnAuGa2SKLk4AvKqE9it7ANDKvRCgDFgSij0dQHZeb0k5X+ii5BCsYBGwQtl7hfWc4IEsx+ON4HGk1EURmNh0d/VlIvpzkKOhFqWyrCneZAl7fQ4jbm54QeCp3ziKcsvnp3N8p+J1+JpD8ntQqz4/fsYf+WsqK0N6zYqrPtBg47K+teZ2N5JPSRSCEEuaq1XUiLZT4Vckkndf/E5YDqsfRCzOI5PHEEvz6PS1xPK6F3ilOoXrGN/ZqE9VIbOygStk/u7wePqBixPpN7DYlOpE9+iYT87TqNYvIzqVEel+XJnX6cvIrszuTKnlV4Bgg+kUnjVIUzPFX2XwqsUUe7XB6gZS9DXqKwrNsMvf3bp+6Lls71o9leVWh89Lcqt0XcNrdpN5u77hnE8zN7AkncgbWZTmbkpEigY3tcaZ8L4lJ7x5EhflkOBURoGFVsE4p2JMaqDuE1bILA4EZeX+521w1s4DaOch6VwQsbFBH+yyhzLQuvkq3CVBLjK2b7uMraFxQZCxjIGE2bEctR20TQMgy7F6B1hdVu6iMGMzMQXsmSb1cI5Sm5OwzHczRPLhOsMsv/dkjb07bSxX7qIwa4xI7L1JSwkd7CxPPuiCnLHhd4ICBxLYxGayIPYMoRQcUbBxvdcShQPcEKnM+yxR3NuPB1sq935LLGjWYUpuyRnhejTaQfAPNksTrCccLDhGM2z6MKxZaSNlCQM8xu5WYedidGoWglsjBqmFe8HsPhh3zsIqjtBfbejAqh9tox6E6aXjvc1BVDW/6mjqodpb+erNtOIHMbz8U7Bi+cp0opAZIpE3RJIPPH2vAlvZDdRnC7voBlbTa9Zc3wu7fC/YDfg7el1gz7WQXWxj7MkQoCHcMz6ChZkjrnDUS3pxR3pcOB9DoHrD9aSGjX0suxlcEQXcM2fVPdYtqmX/KFYvP/LFyZRvIuAHKl4xIpViaa55hceexDOlhqHMdFF1Bte66rWSzkGI5iqHbJNPgdWvkdUUIpHJQ1xMF8xWs+x2+ToWiPna7SN9g5xADUY7Jrsi5cD4qHwqbrAft6Tl5dDzTMBjxj59whJ03jFV34A4JCVWo9Vot5p6VxToL3wfflmO/ZXarVAePzZE/SkZ84UYoV4pI5UcdtetQCz0qzrLCWGsa24FEgISfhEn6OoPp7IYO28HppwtdfL4gm5sPhgkbPNZHxH6nWbZCV2AUn240LwzM8/fMkMw97BSw+s40EByFMqEfZpa1OwNleNyIE6QBoH01Cw6ZfNUXQQufQj9Jc5sffmxMDMdtkJ2A7eODVSVGm8SUBFd5UwZLy3fGELy8ITHUx5+INoWvEEFoOszSCQ8MIBmiPl67CTUZmJQZjT5OgNQqGF8Bvoz2FI8C5p7jJCjLMaqaVxsKxxKoTmhvuuGDiziVm8bSGgLtr+5GKQ4HV5ou0HZ99SP+0W5zQWS5jfvVjnghm2fc9adlKZQCxtUkeK5QM3ngvLG7iFqsX0hrCnk0ipd6OVAoY8FG55yuFbWWnxSCOi43wmIOVFy1NcbTsKd5/eZlNKd8ujVIjzh5mJqMGTqW50yKaxAQpJCWHUkyhI6OPTzu1EP+dgKCzMxSMyJNmXUUCuEpajjcErGwioMAULKwG1zfwgjpBbgyzB5A5xtcOrmTCevcNRP1pr7OMlOkStoTiPtB1tLQ4Cq9legyleobfWTM1RviGOA+Fus8jyKY4ba/h02g/740ghHOz4ZwpkE9rIoipCIGL2NRluHGXaBA8BETGcmXFMUi3yiOI1V31rbdZRDOpZK2fBEQflxSodFp5llZOpswwvo1vUnIWzy0fWKav2AE6ZOQiNTLgnGUu7DPZ2W0n+75jooBlSozA0ZhHX1wQThq++OyPliMyOwiQ395TGQCPd8Cme/NiFlEqWxigNuMBITj8p/j8XUBbhFsOT8k+sYawQ3i7+i3QOxMTuYxGLK2VVcrMVB1kIING59sMopau56B8KTFuRud2wY+DCLzsChuSw4U0TQDKvMCvQ5EORCvYU9npVriP8Bhfxi2rd148OGynGCgmDg78V2WB6PcOQHk97QUb3gXtUzECYBZ0pDoA5wKT9HkQjrxqwbdD6gIJjODBeCFNdwVobJj3LuEq6Q0bD3ekC5UV7xMou/DeFFD8oVG58/tUgw+mpuiQd2nHWvEMNbvjwWeCxrEDsq7oNyN4Erur9V3MOwXCzL41DsaU8TGK3aFCdmao6TGVdTcnIet04jIz5pi1NqwcxkvtoSp8HONO+j9ZmOliQ9RtQehmrUmQ69UTO6hGMAUGfnWYt/sMRV8yhldrB6V6vGgouDSTjmFGN+r0lRpUNnT3m5y+JaTKFec1yY2PK6NJvJyD9a8vojXdWzkOvrDUcIvETUD6LUV2Jw7sZUqAL0m1H3trqtQzDBbH0InOWeoGY/FMAeb7SkghuzrQh2Z829kDxih8Faa2IHx8myiYBAva7Mijxfap3vwikCbLWDO5DY2I/Cco2nUuQKa5nuqaAId8lYFCXEWmFNW1+Dtaih0/qZmGXtqx87q8eaWHCrgdGxj1ZB5eWezkd9XjJ6fZBaKap0mCLtbcTa1pR7V3Cxf+hIqHXccI+nWx0FWbPBDIuNCrPkawG6oHCJl1FYxeKuuq0CtBCRUYi+onwxpff2YMtqvZi/3lnahiZgnfO45cl0fAD5Y+j9GC5NdgYQAG5lyK9gSnJLchwrZ24YLXs/GQuPTljNwISoiIIbDML5Edcxf9C19MrTWtpXI5HJELk/Jx2x5xsuXHE0xSuMZmGecsPM0tHpSOZsaR3dYQAdC7jVGx30YsaoI/MqCKZ7gjuKoek2hNhS+UpEgVfxPl1pVUtDocFv1JKVjts9VUhdrpjWx1s9NZ5NYeXQATYfaMt4xJ/V949yLA9xKyokj844TE6UxqB+cEQL1f0z6M3VSWqkrBALCmGGj6jNo5DqN6yATAtydzyLJ+OZyVoxDhkGTrQurazXrTjWOUP1jRhgRbXKe4lRGI9MWcFUK8FETnBmmnl98YDkNgsjAup+wJ0YCreJjTDYQjCUzj+aM63H4rU2nLfU9qR+AvQ9i/QK38U5WAWLZcinbXC92qi9iSN48mOWxTH2G9XY62whR9GlNGNd1scK+2gDSkYDDMYyiGua0hs1o0tHhoBB9dPOvd6Gk56c52Y027x0IddFL0MjFGE6V4yZU63Io80m3Qvm+KB3ccInhy6oX+WIt9iiSOUuawm17Hhe/IzAmkVSj1ubEC2Tt0Pkg6TGkdqwnn04Et+w/vzct1WXhM1vgnk4GKoVcxBU1CBOaY2GF+qMNV8VtlNdl6IPE8UFA+Ozlh3MPZ8RwnCaX0shYwecRASi+DMFqGc8NzNy2ItniXBo7uINWPzL0QHY4FLlJ22Y4xz7AsQTSpfytzfn5SURWQ9ngPuhxlas6FMlTWdF/7IIEnl50+zRFToapD0yTE0nYvFWW853UtkOhMAyK4QriIRblXOpWQq4W6iUzlcsHrDlIspwQNe/WESEAssKY4sJh2GEzQt13lqnA5ud4+lV0knDLS/CXh63AVnDzehsM+rNsKTQU5eBChVzECWEh9Oc7GDjQKPskHVzjJbRZ0wnjGDKFD21jO+AOBrusMSLoIq079olLNJoK+P+CmjdHvoZiVfaYjEVWtxuLo030dABxikW5XI/woYSNTXPY9BZqLGywLF4lS1X9BQnVjcWr7b54ZV5G4kbIVueQFNT9HZFnFRrltDUtMJCE07N4dtXsJOofh8dRUOSsK9wZmH6zkyQy4QGEWNbnt3KrdLbbXHVwdx6vAO+IdRzY4rAAubuGn5GqQo3LcBqQ4ikuDZnOhIThGsg+IYzLLAxGW+yxfXMBuksvtkWN6SL4qhDSYCFunF7vLUft0YhiE1dKW7aTdf/nba4OcAM48Tem+zesx+pGHFsnENaDUwAnMIJ1BRKQ4TpUjoiS24OsYAqAmDUCQKiG/MjPY8g0jKhvQ32zsSElwZxu4eVoiDJGfB+tNdD4HK0o0O7WBJ4QsCrrD0DxEVdFAU0VKLvVjRh4UUcu7GePgQG89kPgA1BjbHsTVTlxRioDj9kASeskcWVoYJZF1CBKwciNM4KgCDa35gz9p5gNp7A2QKLdPc0I5RzigNJRllpOu71t8ATAfe54q35aXsvbMoMTU3F+2DvJglj8QEbtiSR13YerWPw4v1QtgYYYyjCegSpqM/5piyIrQLUPaJZVPFKSxYwFUbrY/EuWxbV8oqXS7lAqNSLoSHaiD6cAere0OjqYm9rCw2IgliKGQoJ0vDgcpIP2ZHniWNJvjxGv0ca/QKxon7Ri04VxXEFGnHCOU9lq6m/flI33O4dDjGRQJyK54RY3YLY8nRuaKm8vscWZ7bBad2EFRbFWcXdgxRA6mEkD1v7s3jQj9zR1hB2BsdQWmYs7VWKsI1JhR29T1w9iMs4OkOLhzDow86oPw5wZ39RfMiW1yqUH+VQ120mqx6LD9ry+mm0pRU2iF6yH0HjTRRrUdyg2inBr9raDdSPlavosB76jarMxSkRATjO28stcdNkjHjT4WjLUWKDkJq4Of0pH64RIuUY8ttDD4MXNDvkwxBPXw7U0SWM4BGVwfZ2eXefx6uV3KzBIEu9ty8wVqZ+ht9EMQQF9l65GWoqCho2613UOS9WphQLhRYWtsg9dtTvLDCn4S5mjyg0sbiJ0z6nH7JQG8D4Trd2D9GEXJpcjlu+EnEyvmOTK+NXOL5EXHDJhSEkIwRLbcEo4hijmYdYfBi7N7MltkeywiahtmqhOc+hOLkSdsFPXtSolRKW+e53pYtE/V0DkfzxG5mSViikFk6sgGv6QCWnSaHi81FYhXzAQSERTMT9ies0wUxU6y0nRCpxPa8veC2n7qk/6aUj7AD4JQrfDcyfCSo21P3AQv6eajFpxI/0S5mssYVv3FjahuZazHNdSLg6Ix0axibwENdGK8LaxoqZHHxIxB97MYNpBeVraPyLRDG6fzKF6YHsa9SnYf72zGWP+CzdDfOIRmPeg9Crm1ZJg0ziDJ8YpHcV5m+t6Cz/8gK/uq//OoEOx6r7E/OHnyoeVxJQwb2n49Q508VmC3c5zCGzgNsb/iUpNWWLaaaLy46EZGnV599y81UB8sv5fJ7wmP5c8oqa4uNoBckJPflelb05iVpN/cc2TqG/3QZuj7v1VmtNXUedzoYOOYvSTDoPn4Kbm6Gd6c4+wycqQJXKXSOZXRW3wUrpaD5oMtkEDbY/hY/FZ+zsLQDlCC66KmFoTvaBUIL1cVRHu/PS9gnsfUnVAHdUUDLUHtDuyJG2ONiq5642U3oyWWc7CLamF+SfP9IXTeCilN7PHvhDUsH8IEejRqYveXClChsGV8oMDhuUpFT4fOcmXmS+8iFKnTDUsoOLF15cFRwfN3l1F+Ajmjosdgfvw9QtDjJ3hbzkA/A885UgLXq1xFj4DNhjkdVfLwqSzG3IhEnmdmQ6SeYOZNaTDD+AupFk+BHU88yoON2Fags3AoTu5aeSSupj1N/MvzmkO/DCBi4YGNnT1xDforrZNX/K7r6N5E/o4RLSLa8h5AfY4sdtDIXdcJsdL3T5ZqeYwDnahQTHZzGcucVW27S8hDghtCAIdJ+WE4pjuBJDlFFjVwLX8cs1zex4/oqRfzVQD/Fk0Paa6YKc0lFIQKcxFiRnkLSdpvqzTGd5FaaZXRX6rsueAb4aB+FSS+Ov4eiQXst7FY26joNAej1T3a8bVG95mqLW3YgmSA7wJrJFejNTw+phTpsXKMmaP3zupuaRZSeZkUeZSX00TGyn0UzX8DEVfhU8MV6PreAC1cCPq3h8jdRS5uDxFfO39QA/wW20a07gBYCfWHXVCf9JVW+147PNJ6+6TddX35t/SjKGp7I5yA/Ap3kNJk/H3bwLqVYtfZMZ3y1MzbTdiv2OE31bw9UidjvsFfnfyc0HHUlG/Axf/ZW2u5EkzT0TMFtU9Z4VILCsmn42LDPWX1+JPkd9dz/NPheNsNnn86+9IH1BiH1KLwdkokV7DbBUcvin4gCVsartussZ0fayYuTca1YpaC6Ox+RXpQoghTCu6v56WuoAnXMQ7mbja/UW+1dvOP49HbXCDX09DwgcG6rFlqKueI4mbqfQPY0j70Yt2Y/7ZT7RV9+xUH+0U52ytF2NYK5ozL4CY5YvcoGHGVOfHaQR2yYeTqWKpTTG8GgGOMMcdTntMjfUtnmAiuCmv0rFEBUvwP3ihW77dmQk75/5tFfUEyOXmTSZGQwL9guJDeHSe2KNFqtYuw3/LtTIabF2B/5dqt2Jf5drd+HfY7Vk2VfSNT+eGqYT2JkhLwHAk6Q5VSP2NGQIyZk5ZTmrXpFc1eG/V2NhO0ivqfM79ddWiLuuEuLf6ysU9xtScb8RUKZlN5nlvhnbOpKH8TXPw5U8PyIVw0cGDUep4qPYq0fj7pN8HnMP/nlspcraj3NKJXbz8eZO/wlKSp7ocwBPMm+Enky5QPoU/l1SpE/Ffo3kaYH+a6RPX9N/oQAij+QWCDuSWzmY24i4nYO7A/LG7eXOkvoa/12lClfmGQEMGtK7VReeuaGSZ7W9cqgH/Oyg1fHVV4Weo1X5uUbUn1d3SsoQPj/5W5svSA2nox9mACqx/9RzwGXY62TxKoD1HELfz0OpXI6y2uqEmtdqYtEB1xKb4FX510D1hw7P1V1YHg56rXzFt87CNnunUA8hw+yv9EgFEMMSIKz/A54OAADtWGl0VFUSrvdu0kkgCSABEVnCJiBbEpIQIO8+UBFBkEUWZVHbpBsiIcEQFlEiawdUFJBFVkFEdhREjUIiAiK7DDIwiuyLIqCCiisy9dXrNE/PnDlzPHPm13hOrK+77q1b96vtNoZhkqLo309enhAV8yy98fUUSpoVm9RxUEqn1PsSunXo1Scjp1uvezL8PXsOpYoUtyL6qyJPJbqVqlOYxyAyKcwIvys3Y9hgX04+eYzIp4koispTsUlkkFinWhRmhnf1DvDFJ95YEg3B/4mQ9RUByxkjeGPYsijeOeGXbVEmb44Ov883LD/Pm92MZZOERFpn0BLDWGMYGRmZ/kd9SampLVMyWqb407xpCf7kpARvsj8z0evLaJHmT0pLSEnwk5naqnkCkYciSs8vO5FoKv7+4EiM40ocVcXH6kYNqkm3GQaZ+Oj+U/gf392g+jTNoOkGvWjQDINmGjTLoGp0y1jW16PGtMjg+4SvtErvU5vCYsJ7PNDj4fbNemdl+py7KL5LCl8j0ZeZnJSa2NKXnJHcoqUvKS3Tl5yU7E1MyfD5vaktM3ypfh+ZyakJrRJbEFWaQNQmnultwGCq0bDzsOysoQOpu2/AsGxvHjkfu+cO9uY0Kf3udqO7d0B8YlJzCiOKpBgj9mn2rwLfyRhj0FiDxhk03qAJBk00KGBQoUGTDJps0FIO5i6Ddhtqr0H7eIVJs03DzWeASE9gP/4Vn1XdVPLX0LkZrEaxNxhrakzkNcb+Cj/PrMCskcEpwJRl5Wf7aCFSYxn4/EuXbzskz5eT6Y33xmfl5Pvy+FO+Ny8+Nz7Dl5ef5c/K8GbmxvtyfHkDtq7Iz8rIpbBJgesVkCThJl95z542ZiFRsRo0b86csAlz50yL4LPbhJOnCjFhfv9AVkdOUfzlVJe6iqcpeZrg4rCgKEy+JU/BxW4jyTDM8bTokFtjeAqSmzfn2jEnUMIqt8b0jL777aFkKHMi7Yh1a5SnoHFhZS4c1uz3uTVhnoKkyMacgqyZutWtCQ+e4zEDtLmCW+MJaiJYU9TWrYnwjJ51Z1lnz4xebk2ka89zAbcmKrgnkjUD57k1ZTxPPZf9BbwO0Mi1bk3ZoNdRrHngqFsT7Rk90O8HBwG6+JNbExPkwOQopN3k1sQGeTNYsznerSkX9Bp7NqW5NeWDexRrItu7NRWC50SxZlc/t+amoG8e1mx/zK2p6Dpnyzi3Ji54TgRrOk5zayoFeSvDmqI/8FbZU1CjT11nz/T1bs3NwT1lTcnH0q+reEZ3PPkLLsPJlurW3BK8DJLtkQ5uTdWgY1GsKb/drbk1eM1ITqmfqro11YIBjWZNlbZuTXVPQY/T9eAY75nv1tQM+uZhzdQLbk18kLRwDvXmem5NraCmDGuKero1tUPUBCh7vFtTJ0gNEueel9yaukEOkIZ7tro19YJpiD2rr7g1twX3IKBVyrk19YO8xbAms7pb08BTkL0pmYxY1hSkuDUNg9aQUm3udWtuD3FdSOkPujWNglyXZc22R92axkFGkThNh7s1TRx2IqOiDMPpkKGGySNubfu2Ku7+dpd6NppzrPLUQJeD5+ZNGtxRXVJhFL7IQ9HSvNkURfDoKJ0d5ZoS59QhtCo0JbQfjuPWALcUjk1btAk0BJQ+ihzljMJFiaIYUXaFXGAopUIuGpQHCgEpj+SG8VSkpiQh0g2JRZG5jOfzQRf4oHp8UE+EG4FFCBEshAUBANUgFfSBKFDy1+edEUGl8650NDjzDm8nGWtTKG9W6dTD5+pmaPDho/vPPQFn49Fw0VDuOWjKHJRXA3gnfjqY4R0wuHK82fFdcrKfiL/TmzPcO5Q8pV45zjjmHSdCr6rn2QVPuaV8r+L8F9P5SzLX5S3Xp0Yl2+aJLnsd0HVKC5s1ZKZNruWAGLOsfeVAZ22eGhVnX+yWps1hL1bRAtImt9WiWnX5gMVrySy1TEbqQ+/pqw2q2ebNn96na04cpM1X2qXqd74brc29e6JtAfUTI21R9c3c6Cwu3UXLeex/sGuxdWuz/iUmwO7FH2oFsP/HT/SZpfOsc/tPadV1ymyrXJMreujAaVbF8WSLbwLKHq6jZ1TZpvlGNwtQC7+prw92PqXXVOuj7377O62O1Q3oc/tNe+sPy0WqFdt3C0g4ekZP3fKDVjuH/657nj6rB/g9doPEHVplTYuxfylYqSErjh/jfPFkXFNZcccjZy31+c+/a3ba4g/6wZYb0sVocX7FTTgFUn27LCDgQO2+eu+ePelq6w8N9LUVj1vw/dqKy5b4HgJszGEAgIz52xbpQyOzLAVCAA7UPqInVf7UUl/ddlmPKKmpIcU3gN9WrNNYMWHzLi1bqvc5o2EDUl0/OFLA3j2dnBUf7KolWyDFBgCMYoWcgi04FjYgaZZJRtP1C5z4A+TetFUrgJdyDui5c+ZYIP3fROrc/tq6/wtbJMF0x+gtWnUvqoHDJMkWfvOFVoEL3fRbO67qQZvyOYWuabV8+7MSqe5FC0WqAf7XBCRFrmZj/EW5Juv1J51N+6N739Fr2xu2+daOt3XT9Ue1WlT1df1M2xMayT9/2wmtPun8Cl/4JCfGXJFq7MzxAu54xKd1mcNavTbvLr2xwx7NM0cjVxV8Rh5A8s20XIIJcBhgSfQb8/L+y3Ml1GrMY+kCsqZdshBqWGSilIYkGiNHWPBoRMnL1rG627W6tdlRC7Hhqcn3/h5f9OfzTPulnOki1dQtbwm4cmCvsKOQquCr9htXxF319VPXOR3WaUhQZgIggubr7U9aIdCocJY2cZaAM0uP6PTjL2gFcP1gke7UYid/8bFWoHDU+XMaHkCqjPIPCOgd20Qjz1XHaFMOhASLJgBqXTRN11dnbSI4tdTr7b2SQFzLIlWtN9YL+HbZdt2w3wuWQt5yPC0mjTvIBcsc/MWvXHmDLRVjXtDfXzuY7j27XzOL6QpRBr+lhFOA2UfRcCBIqge5z9n8H/cPBLTVhh3abFRYWYDCJQf4z+k2KQ853aF+4iThH5UNqRoXHhIAh3vHXtIKmch+SkaiYEwA9oiEZJYOaJOy0GEbZcAtQXM/RfMp0WUPn0ZGiFSf7RshAC0XMVdoD5/te4e/rKNXXp6upV+wUefGLIkC3Ecffm+ykKLSj3cRELW6mtOb+By0FQtVyg3LSUu0M0ipfwAkOlZIB8QW5BlsCAswikvjFEh117OrBYDxB1ty4vpaH+cvTklqvlvjQ83enbwBuDRsc/ficDsE2G0y0TRYOoAPskxsB1AjSo4zGCZlwmyly4m4F1yAJAMZilySlAXgdWgpFlfuKWa0pjgkNwRAy8MK6YHYgmKADUh1tUE/AR/GJzgr3q0RLlsgxQYAjGKFnIItOBY2IGWePW49I+4JZQDg8L8eB5wCyfm6RgBoknkH3sAmiMREFPoF8DuSL8JZX2ltBM81stUT5z02CuNYXY8Nhnh2hNsoHUhE9kakYIWlA2RswRyARB7tDhuY33TF5Sw3h5OQrkihhAF4ncMhXAWpkMIBAGjHCokDtiAwsAEptAMgDrICgcEWSLEBAKNYIadgC46FDUgyqP+fWgcIkdIKAdY4Kpb81jnRZYrFvQ3PqCnW99f4GYVeEQIhFQBd5wcYWiOur/pmthbAf9xpIiyF1ojuBInObwJgSpmcF61DQDyBKgTGzaxjmzuHa75EQweICr0pBGQ7VCGwqGozNBqtf77/tLXqcnf9ZNxaS63LG8g5Nczq1GKySIXmAoD2Ws8z1pKRyVqZWPzms+QlmXvT+Nbc1hczUBt1mdncl5ZsVHxxXlJxU+md6Ty35sCFafJB4TEGgHYrpYCgoBQwR/mmTinATUgJIcCXv65gWhdYldZ+pGULL+Vkr60LbC4FGEXm4xRISRQAvEhkxVNxX/N0P6unX/pNiw3kOYxCyikAOBYreKUlW+AYbIinMArXcQqkcyvkkLQQAAxheMeD56SkHaSYB0BiYmpKpr7Szuk6sAHJ06+vAGSqrEDqYguk2ACAUayQU7AFx8IGJH3MVJ8aNUPck/cDQMLRutx0N6Xz8iMWT2Gh+tDI8w7VmM+QHaPHOVSjZHkEcTLsxBvkqIWBj9Rc0o6fHBiGYBanQIa6DvoKuJO5hjGAmY37mFcbfK4x4xXqOGLs3zUe/VGrP9ecd8s5Z07z+wC5wxMP1gHKNUlyOOCoCAeQaZPHOl+gIrGCu40lW/BGgA1IfvYvE1DnyLsy5hWCwpey4Aeuzb9wLjDIAn9H0FzSx83cihy+0a5wO0j6GxOKauOqJyk7qSTOjz+VJl47ArAGRAk4vKS8LRU+wH+bjXdF4EKizY+EO/SrQywZoJCKC0pAG34WYCiqQyNX8JOltY2X1ZpqrWwTgH812PwQWqUft263uRcxwY1sroU5fLnGNh5wkOrNBbkCdJnemiNvS7WjEUHe/Gms0ysudvtJs9VEx+mlQ67dAHxTMtH5WTpAropdIcAahw6W3A9v7/exHGECSBvECzwEQioA+iCMDJ5qnBuZJeofS4YIwMt//4/3l/CPXtLjZt5Z0uP0Uot/i5TIKZw9xYr/LQdjrfjLXxuidZaoVhvu4d+wcSUcSv3+y1VLuD4mcsHVKuFHnkj16pBiAXg2YqtCPnKTKobkgG+SR3B4r1htcmII4H52Ekuk07BXluIOyfmcnI73NKTynu0qAJOYf2NaMpo5hjLN2apTRhxQqSv86JQvUChY8fB7XFfYgrclbMg0h1GUEU6BVM/PXisAfqCcxDFMZniKYhPfUaTc6r90wtdqQyQ3M57mGOuY5syTM82/XeaRaQ6J4WwCsFetRcOFVPzmgm80U1ui0O8QEvZVpPzzAYduAX4LFgkI77UPKaD5QXpaKhFSLgqQ3PxNpnKftDrZAkdhA5I7Sn8BSD5Zga6GLZBiAwBGsUJOwRYcCxuQtJIfVxhNKNH//9QSDZcWa/8nP7XkNdMrNsY2L3Yr4p7QxjbxDygC8BoQVekaon8C(/figma)--&gt;"></span><span>Aprenda a interpretar o certificado energético</span>

Indicador global de desempenho: consumo de energia para aquecer/arrefecer comparado a uma casa eficiente.

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(/figma)--&gt;"></span><span>Aprenda a interpretar o certificado energético</span>

Detalhes técnicos sobre a construção, como a orientação solar e o coeficiente de transmissão térmica.

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(/figma)--&gt;"></span><span>Aprenda a interpretar o certificado energético</span>

Eficiência dos elementos da construção: avaliação de paredes, coberturas, pavimentos e janelas.

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(/figma)--&gt;"></span><span>Aprenda a interpretar o certificado energético</span>

Detalhe das perdas de calor através das: paredes, coberturas e janelas. Mostra quais as áreas prioritárias de intervenção.

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(/figma)--&gt;"></span><span>Aprenda a interpretar o certificado energético</span>

Propostas de melhoria: apresentação das medidas, com estimativa de investimento e impacto nas condições da sua casa.

Como melhorar a classe energética?

Melhorar a classificação energética implica investimentos consideráveis, com estimativas de cerca de 4.000€ para subir da classe F para E e 6.500€ para saltar para a classe D.

Em casas com baixa classificação energética, a substituição dos caixilhos e vidros duplos e o isolamento de paredes e coberturas são um ótimo ponto de partida para reduzir as perdas de calor. Caso tenha classificação superior a B-, pode aumentar a eficiência com a instalação de painéis solares ou investindo em equipamentos de climatização eficientes, como o ar condicionado.

Para orçamentar estas melhorias, o portal Casa+ tem propostas adequadas às suas necessidades.

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fwJAYTzbwsgnD8pgHD+HQGE86cEEM6/K4Bw/rQAwvn3BBDOnwG4Wzj/vgDC+bMCCOc/EEA4f04A4fyHAgjnPxJAOP+xAML58wII5y8IIJy/CGBM1J8IIJz/VADh/GcCCOcvCSCc/60AwvnLAgjnfyeAcP6KAML5zwUQzl/VRwM9uFYztmt1p9Kxi+WJT1nrTSbi5Ghvdzo+ELdsNuZfrzAcbyutty/NwkhltI0wKS/Dhd2+5EfikeF/9XuznqFdVpnNQT8cK8+LaaI7OtOhEK0Phpxsi+JN5vsvIqig9MpMOoWfF+33+uOLEaC3P9jb54y+j9+HJ9kPZ73BECgbMpZInAw8yguc4UNCR8BLs/DAxBpt0fKFwTZnzx2BV8wVgG3WXesq79j/3yZ38JimPca2qla3p8JzRMvkjpnOKO86swBXKb0jE6FeqLyxeJgzccAzFwbRYBtvS6ssibu5OalyEZ54pHb1ErxH0e54eqD21fLArMbLtVoxUHsf93kkXQe12huB5FBRkSLBXGUxuHx4pCzbsjpNPn1JcbU6Nh1zBoGEzqxFUgBwfNfMYFH66xbulVqdmMh41k0RNlmdDA/GLxoU4dMkRsxMLutTF4wovEKrq4nn7g1GnFOkxa1Bf0b31TUL2HIoswX62h1pCTdVfS6jrhMXtMaKlBAx5eXOh5fUSOldsNXBKK7EGgqmNNgL6V2GMwI567i+RGUls2UJcwT8ycF8YMfpZXpcW7d7ezSsBazL3CCtsX6YsLJt/PTOfk+c+XAaQaGTnGmoUpIhe5HAjQvhlOhm2O6xiuoVns4MTcjThMS2WVvuZIb0PmKD0bm94aXJfsTOopf6yb1KxL6il7c53J1/8eFY1O/NWl9l2WzSAUjo8coug0lm5zVar+72hsNtol3rFERqpI/tI25TGjtfGD8Al9drvUYO6MuePj5L4qScPafubJZTJxw+7Cfze3I43pOYuiFpj4vx2Bu7u1E4w36oVX3qYBBH1pJ6p8up9pWX3SYK149Un6OdtQruHJjZj+lwc3NEId0UKW8FHbQnFUzRRSM6LLeUnQPICJC0lpVcPtqhB+SWUdnxNKymbp7Q0N3BNJol/WcScyhaOr+0IQuivKWd8cFBj94WrGWbH1W3lV1nuorB22XIZmVp/3Lmvf4FZxuWSsnqYh6nHL6ZB+xjwknMrVtu5PKCu8UooAhMl0HXelPm0c1gug/2dG+kQGpKph7OLo4hd51nJg56Q7rZN32Nh3C5qMp+QFyeCdCyNpG6X+vg0sH2eOjYRyZDu2wTFo6ZRMLA48wuFiqg7+E684CVY51itoiK2Wo8z6y7noDDG+J8ienYCEdiV5kh19Y4zVkfRuE6C7whexnjuDQyJ3PN/jPY3W2MhpdaGCEU11BnSpy+L4gBPDicyeiM2bN8vUW+ZJxCefkIcW6Fu9CIqUHN40JkFSWZ0fr4cFJh+mPR1b24zju10DCrlQcvNhNWedByY5noLNP7f6EIwtmDEwWIoMyQNAYuJPKCDHqru4NheNaOKzKFsGCfd2Ms99iyCaAIyybr4tYqwhPV2dgJyA0HbHfTS7Kg7XFwuC2Bl23IBIHfr0VvJuMROmhbWj4c7Q7lokcC+GmWK4OoExeFiLhatd0uxvVrvQgtskuW2YmxlqueHG4PB9E+zKRh6W573A57B9V596QR72gjmQrekKhkg1GLDAQzGfZc1oRVYze4SE+RHkcsIsqWvdCFRSm6Mt/N2/+fOKP4vWGQWpG4imVtnwZgC43zcK30hC3SOA/G/qLOmSlW7lA8jezci8iRJF7EUjSZhr0+FMvR/vgic43/UwiZwb7oHuQrbXEvjI2rjHbFiTPtbSrdP7RqSWWviZMwloJSeGGwE184xmFPORebS1FdJFJhYjeewREJlYgZeTRTKrZiXwPdd5WLxa2u8YX1kUbYOSSjPspcRc5+MRqGXumzHoPdAdYWyaWW5fkxXKgGc8iO2XRmuy0M1Epye6UIfseRci1wUuJJLo6XZwjXMo6YMuuyCXHOIWJ67n7rHRMTWHYdKLAf72E1Rqw58oxJpDe0koxabowIPttbHonDuycG+jIGdgxJTWIelVI3fgBzOXkeQWMvEinzvO0Ebbh8iqmco4qxQNV7eLpmDg2VytXzm4TcTFRRcRXgXvDoYMvE+TxJ5UWgIci4OwFzp5b1cZ+nswCvGSWNsD7R4e4uQWOUdyAen2kA/djB3ZmJTZ+pb1GZ6MKeaLzxw1hEspxPRD4/hzyTaxzOZJcXt4xyjA1ziq8j5p/8MhTr4+kO2ifvFbAg5yPQK2wd+e1oPDychW4Dxdy4Dm5uuBaUV1nv1n3fxd7z1a38uQBAV43fJTfWjGIm3b4Lg4u3qDyMZ6JumdHhQYCiMnmRwolxysnpIbLYQEQXT2DvEHM0dbnlHTf3KxOxUlyH361WNzDBLJrxTmlEJ6xie59pYkwguIj6Mr3meeSKwjAs+Cx2k8ek4CMEAral8xJWtgIk7ztIiEG3GmcF47mHhhl/fd0+1MgSsWu0BMq5m/klTAdm2vBLbS62LWsa413T7SjxfiQELAmDlCWm95FgXJWItYh1lbw336vcTQm2CuFkqkAYOZO1YQhcMHe3yj76U65US93GetcWE/Tm6s2+9WSE6NY5VyIVvfx0J+kFzi+TmB/tMYucDTGaqaw34Cp42orta8ba6Sq+KnUPpwN6qPuDaDLsXTJSuyYOickaIaX/zeEhBx3X2sRkmEmq4axwyqDCeTvQpilrhcMeDvi+rZCdGKStcMBpEtUBRG3MUgNmBlEpHIb46whhtnY4nA2k9XC6PgiH/U27FCzQDpLP3CMMOn2FxL0RAxRHrdaTQ25KPtz1uJhHEs/ZwIw1eUDZ2OrlEnu4lHDzR/2JnAUZc+hA2WhoE3dlEq/0NrdGttm/RYOSygBo8LApteh6itwqHtUgsbQyzQGQlHM1VSmVuPXjKhOzZASXKHGMsvfT8e2+rVob2M7RTARSuPw9xnGucgk1a45hQWRpxq8WGlvWUKA9eTcP2rkftfGF0O2h42H/rFldfF1Efz0Ray9FWx5wxp9eqhBaoEo0PsSEmcnqy2TZfPGI+7E16O+FqAxdZ1E9XPyY3u8POMxJ65nZAJGZ9Q4mlWh8911EYukHxnAKISyG9EiIw35ejt4ZgZkUYyS8ki+P2BmU2uKa3y808i0ZrkaDz1uSTL7aLEt4Wm540TcfSJtnmO4xs/HqOQ+NEFnvC7HtMgcLe+Z+2mS/F4VqSXkGsMi7JliL+KrwRSqTylqCp8+k+WPKOAUWdfeoZ1QvJ6lFPWMQNa2TKP4yqvFujUOFtzoxa7ymPuwN5ytg5uuftXppGumWRf2L1j/kdPTXrJ1DipfVbQ607YWDKBjvzpwqBlJEo+/RBBXGo86kz+HBdeTnwSEHw5jmR8jbDSvG/LiOBGozPuKBxIRNtrTQ/V+LrSzwz2hGeQUT+2VN+DdVNLfXX9LEg4/Y3I944xfhAQaHnMWDcGcaGoU1VkQ4fQFLuM+pSsI+tu/Mwv1Etx06NQRT8Na4QLRsjv6pGO3236TgHUmB8XfnBT8dF8gWPEe/M0an+sPmb7tB+S/ryCD7IIUEAVCfcssnOEsYl/xuqkQ6LLhPp3C2U4L9vRRWeiS4z6T8q2YPlYy4l9C/rq/Yw0JCSi8/ahYf4dgAM1GakG6UZPGDWYvZpU3ZKBrTPguu/tTTfxuvqdmK5ov6fq1eAjeDXZT9fwOUVEifwr4pXbAJfysK32LRic1JydQHNMGqyNAvCuRr9WF81IJ7upG3EbHDgnUepPir8WmOaRIl/qM4b5b5j8Wrsb04a1Tw88xY8XYG9YWYLkx2uTUC6jauWFys9C9zLjKppXA3wgDoV7ErptBMZaQ+4Onv9twAZcBv1erF86xVdlkKCS8ECV5Oat+MzZBzG4cSW2AG8L2LTefZevdGB+Qi9SFPv5qTDOHd/DQsHG6zWLKJ/3xyAAzkFMkliv4nvYDiYPkhrf/ZmFLjCr5Fq3GcsV2cxBWq4YVwqHLq102U1Lmd18WwJa5gZHt7095kX+wsm+Gquv4IyhKeSbDx04hVdcNRnCU9O0ON8kTW0w96H68ecQW0rdBOSjYReol+qSeqr7sMaYk7gi+yaajr1SNj2BZtSjYVbrtRPWoRY8m2huznLnhIx+Y5W/wCmaE62wkR5yfEsC36RsNOFv11Wj0xztiy+4XURGlGXL0cHIxHVTlRHXJcVVp960IpO/cDs8MezuSc4qXoSkJSGqBgoXSZHSlN9W1pKrtNydSkSV6WJsF2SKgd9Len0QEeANpzXzgdU/TydFHdvV+xb2cm3NJeXuiWW02J8l9eSsRtR7quZlzopoqL8rblArcIKVyyCz3AVS8bKMYmZj7kAtRQJir+SSh6jMcGdW9WH+W2aYTK790jUVIG8vsxosrMkP8DTya6g99TNUe5mNUyt4Cz8R5+fr8xarTdO5ZIfZP+3QRPaDFd8GmdhKrVP3vcyIkiC69/8dTnjIKZEQkqwiLql5umC4P+YN7oDxpc20bZBfVs9UZ6HJV7/Va72qaMPr8tdbJccqCVsGcSLjpv7MSyhSz6WfObpBUH2oJnUzMJA60mGVv4nAgbgDu9JqlFPY/TeHLNxCWBy9jC5/eRGIwMCzQi6H8ilbUE+QP8Q/p2laQWVRKwEjXs0Z2yqxcQlmhdcMbhebmnfjW1nTbsWBjWNZchbdUN9Dp9ROMKaZ63JOXIbPbuHmhV3ZzOW5K6RRlTox6hHprKWoJ7LAbxVY9UD0sytrBl8+YXEo9WD5/nbHGwiwcwdwweO8/a8vtsBYsSiselEZbmG0LjgrBvaf0kB9uS7nxiii6acPsRlCXclXY3wvFBOMOt/aLWd6QRlmbPthwjherORZSl25c7DNQMsRxPquEu9mw+60zx9+k0QUsm+gjF6+YUhfFsNj64ApfvP0pzJUavnxPNSwaybU0QdhQUmfuBozTtMfszpXOSN2jZivFJ0ckI68yomX6jaT8op6b89pEQ0su87bF4AoyvbHZ9cD/mcLa3CfotDi1DTJA/7pBmTAn2rQ7L4uJOI+iiMm93SJqyQsuwf8rhbFMJ+h0OLU0lyJ92SNNUgn2nwwZmfS06WpyUn/H22VvsNp3MyUw9TN1yJbwVjWYkT+7FyKiCwgS7jC18kcnLuDDQ9OF8Om9JhgbV7PXFyENykM5bEhoEVWQlMD1GSdW6esAgzxzaXyyU1SWTt6Ul9RltsuWk244hDfy+LcJEGw9jXvBZW8BZGx/rjPoDm7VuAvnP2XyTfYgNOhi8RGqdUX+xgDbtVzjaR3TpL21RuuO2qKT+vSvaHwz7rurGdCyvcv/KlrhumSUE+x8WsFYIQP+1RRs2hn8QDneZnL+x+HinpYqqqu/hLAOyhYs4jcL7ZOkfYNG/16LNbyrq6jdszvXZrRQtfczjypdBc0bNqN8kjvNAnPn4Qg3TC2QEz3+mmuqPuZQJRsj2Ru8AXepNRcE+7yFA7vZBTp3Gc/5uUUh7ERBIkC4pePW8oEA7e3M7h+n7Hj1nZY71H9Hqh1K4NrW41XhTClWaX3D8sA57yTv2e7l3n1M1cQHC6YUwMPFIpdUv4tmb2BCFhr7FEWyOkp+GrKlfmvfV3WZ8XHOIQlniy4A2RaqtfiXVVJu4zfhQVvlDacpajwz/G5v0q5pMXJIawYclzkFA0+TZZVnaYU+i4x9JNRDsjw+H/QAhm+XNyxAxMr8372plzjpSf+3pr8yLzFIwQyb0pP7eU/9D2xilOMHIqv6Uyy8EMv9a6z+J50bO3vBQf6fVf53jfM7DYP7bHFNlpObYrP5JE5RL8KY2Wy/78D/MsdS3uH+c44pIHYtluhrRmP5f8zJxtJLg3z9q9b81h94jv10/rv6LxXZYeaf2q+q/M8Pm+HeF2+V3aPWvD168iZoxpSij+qw3QpyP3Hm/XTMFO+CJ4O+cr7JdHUq894889e3eEJ8TEbwwCC8a2pdl1Bs80znnSuKgavWmOIpZZOgoXJTsKz+MR9kPx02EYRulUa/01LtETw8mht1LM+pnvYsmqCh365xtJQyhXuup70uhi/Ynk8vqdQ5ZskPlJng2DeNfVL7GU9/vyou9HU4YeRhGzDlzo17vSiqjyeEsiep/ylM/4gpkZyaGje78qMOUxxcwPEYSXu2pn8CAbBl8gLk+LxPM8H7S0dbCWa8vA/q0x5nc4vwLMhPqk57+TodpstNj7S/VwtGhNcCf8/R3eWa1WuOLsZWM6IJ6n0VjXw4PRgslv2hLqGBlI2LzVu+3SEu+JTuHQf8S4TN0ilOYPzo8WBf543DyeU/9T6vHFJTodlzwRU99G8EJDCiTfcwAdud7bs/8KnKERDHqk/OcLS7I2lqD6I+kH2IqTl2GtMTF0MTgYlFxt2inL8dacj9C8Sqoz9Q870ATblzEWLLqwYDxVAckkNxE4nK2uDYT7cK4nMeIQPCQdN6SNLYRgYXfET9WPfoozpLei2QgBWknBOfkMZdjLfk5ToZ9YqTmh7e0p56qnnwEZQlfaCch4CwKLsIT0E9ZRFk6dIT4hFmESHa/Z6qnLmIs2TZah0GXeGFEgEt/fSpvKXbswx2RAWKq6tZ51pb3d8WI1DglERUwa8hSRZchLTG6aNoer7MGWsnhNc5aggt2LAVm3cpFXB/qixJIwph8XutXaWbOyKZIAWWv0ZHZ/ea/ebpP/RgWSzzq4GA8nu0zNSzqWxwd5+eIa5RtLJttsS2TE3HrKgAMf84RslCs044JnTOn6gXqvbBNcPQeJr+guUEmLCm+zTQclQZi0eTq/32OS2JOvqKJmvXcHd9XtfqN2CbbwJygq2YFNp1FzqmP6RF1CaCQNcb/M1r9pgm7DY88I/iEZg93BbLJzWAcE9DL34rL5rNbkVlkJELwSQ2Dyyjy88v6T2v124YA4TCXRferPzRz0WM/nBKel3l0Nwjit+fZ+MwCiP3/U+vmFeFJk8ybrMcZ9WdzBhLgFw4PwuBL+nx4icjK3h4z+08ekf8LY7wWX0xoc39KlI35/nMtPRWLzuF/vxDujqd4NwRuZID36//oAsRVtqwIn1f/Jz1juSUcIzOvvuSp/8yC0NH9BuFj9JSOskuOsYtEpYDpyHew40Wzubv5Si882A77hsG/euwxxJj2a2F/YN8/fizDXoVQsM6yynTPSRI72A940eBgMuRUEL+7afZG4VCG+2Zvf3ZgYop/lVHv9iR408LOqC9l1M95vR0GaUIv1d42QdQ19R7vgpCAMY1+LqPem2CK2JrDA8YjjtqEfU79QlIm55/CpYDtiZI3eUR+4xLBUYhVyOgPpLF4uu/T6pcTVCvk+IkEWxHMqA8mJdIVc0WAzmbUr3i4DKN+L5ZIafHtnvoth473R0G/y1OfwIkndiuEAdPFefrLGfXb7LCpyyym6ZMeE82WjTv9Uk/9DjsTzjab6K6E7P8yo/7Qs8vJpJuVr/S5+sJv2USE5y6Hl+lhFydkYakPYNmrjuVnhtwCc7CWhjI1weatqqjVpn1wopr5TiBXitxFb8iXEQTfjZFezf4SPNOpOyjryCTbTbA5862t9UZry95lLpl8IV886xDLBmEuvVfYufETUp6Ht8RgORsO2BM5gWgUTZRnjki/5e5Nzc2SLWQxGVkWXJCqYrG5QdSw1Wx+ybZbctZqwa3ialjEEa9erh/RaKPjgF7q1l/W1dMo63SAPLzO03qx0KfkEqzQcuR5/gZhMyVMkKV4vAEeR0p9imCSERfWXhDSnwspGtGMRD4txRs9ldlcwKgba5UgqJhfJ6pioyUfvWnlS5WOvNDQ8iWnjZZ8tkx+nm+pvDmyUi/55tMKGS7gG2f97lb8EYgsN//Fs6laOYto5kvy/Yf4LZd84SuFtY8clheR8QOHlUV08gJidbMSVApVEa5j8nbGfGSKzNoW18Lyi8HjyacpTiRfr5KmTCe6R8d8cpHGtH4Z0ak5ke3HlXlddRnZldmdLjRaJRDSYDKFVzukq5ngr3F402KCvdZhbQMJ+jrz/YN6uyu/mPVb7Yov7V1vp7LY6MiTkdQq3RALh5jDxFbOxfDNKTFMk/iUI4uJtIFFPzCdiUAKNaj7ldeWLO560TjnaQs5b+cttPOgdD5E0tigD7v5Mxb0Z7GK7GGQqznbt13G1tH4EMxZRiAxIF7eGOumawCyFKt3wOqycp/COZuJK5CeWdIKpxyzdSjPfbtCxR+Pc8zSO8O8sXcnjaXKfQrnjQmSnTFuKabDYsq5hC7omTT8Tig4LmDd6vGCZGYEOjhAsK2811PZC9zfmMz7PJU7OIwGOyb3fk8tWdbthNzTM4Gr4WiP0BzWxxJsxhw83JYZWzImcl5aS1hiSsejPfpA5yI6NWvDrRZB6nFrN7+t5UZYebkR/bUmC1b9cJd6CNNLxgfbg3Dd/eaiboea2UlXrycVP8jw0g+1csUr06ns3KSotEnR8vyyVSlh9bqB+XRgl26wmpV62W9V2l15zdcN5LfstiCz0ML82pmxx0NAQ8T6f4SFWSAuyahX7OKO7Lg4vSJQveFmXCPDjjS/t1tTWW6B59UrUjdnlv2jrF565MuTqbxYwEszvCLiiGploXmDZ3eRE5+FUWZxIG2GS1fzlsjmEKKFym1pUx7qml8Emykk0fEzWaYLA1Qv+l15uwpisXbzSN+QE9RgtOeya1oPnAcpD7kd9uOe9iop9CITeMykT5/wlLjWTNXXIG4LJavRqDUbdbu/KfqLFyNfd5P+ausgGH+crc1+zsV9pUWZN8SkWobd9UuIhX3z5uXbmN2yX0JCIJGv0gRd+/FSKWYP7WCUpaVOGp+1jS2GalTGfVpHtVudejHf9gG1+XigewXmHqfNDcHCs0cLb3LcQHIMygVl6lbUMlsmJ8vBKT4J0dipWc4X3UNyFfjiDdivYc7XVz7Y5aYjY5DdwK+yFZpS5xcC5eiqzJTzt9KNETDnbDueytEE0fbw6wxA12dIJL4UoBtiup50ErWZOJQbTbrOAAozjM+gP4MdwzNruUcEBHUuMk1z7WxwlKI5bXsTjQ4sc+e2CxJtYftbiBCqq9rnmn5QbFXMD+xVsSkLpN3vzr1iIFtv5kx+M5/QZMvtmqhI7kxg5nPJ+FX3CGq5ea5dNsiVDXGGVwODPhZsVYzrtHa2IQ/+gI63OoFgThTy5gsKJ3HM5RtJRulOVcQ/JXjgpyJeGDLzvUwdF5aQkLgQq05iLGGeI7l8u+lBn0KxMBOHZE6sKRMN9dpYiipHR2GsvOwQECmD2/bhECNkFuArmLwBZ0XOxDLT8RsZ84Oy+iHnzCm5rOU0sh6ttzIENLW/iipfobbXj6MivSEOvfpLVnkRJWNGbf+KzaA/vjji4CUPejhdYC9zKodERPQ2HO1cmmOXZABMxHTmgik5tSwPCKeR6Vtjt0o50rFSmA9PZY1HZnRYderzjE7cZryAbtV+liEjfGy9nFk/cMrViWl0wiXGeMZ9uKfTMPqfKft5ioGypYUhQ1g1Hy1QLfPtD71Y7GYEm1izX/+CRPn3JvD8tyBCGcdQvNxANhjNxFP5b1hMW0CM39OLD6Ij1gg3a4SWHEDszA6TmEs4+4aLtzyYt9AGzZ0Mq5ygFi5fEJ6kIHX3ksHAt+exExyay0InOUJarLJUEJ+DEBT1lg7k1FsmOgeK/HLSt03nw7aN44SCMPD3sh0WxyMO5DDpDfOmF7JX9RzEJHA6dATmKJbwyxsS5d0874Y4HygI0znHtSHlksybY9KjXLgiy85ppPd2QKlRXvGqSX65IdcwlBs2LfkhRIyxF2crcvTm1HqFCNvq5ZG6Y/MG2VG5rUnd063Z/q5zSyLlalUfR7GnPUvgtGpbnZiZOY5n3EzJyUXcphgZ9cmMOmUWzE3mqzx1Fexc8y1an9m4R9xjYuoYqlFnOqyM6uFFjgGgrl5krf7WU9csoozZYfWuNY0F5weT9limmPm9LkEVLuUPjJe7qq5nCu2ac52R0Tck2bmM/J2nbzzSVTsLqb7edISgEov6hTDxlSR0dnMiVAH9lph409ylERZwWx9hrdQD0fkzfvZ4pyUl7rN2QuzOWf9c/MQcg3W2zg7OGbHO0b5aNWZF31to3NvFKQL2msGdJBn2o3axLOdLctmzc90z4Q3ZJSOV04i1wbq2/hFrUabT9hGX5x2anyKbp5QsuFdjdNJHL2Py+sDmw75cAVb6kHoJqnApQWZ8Ng0bnPSOO5bRdKdjIG82mLHCUM3in+nbguxFuR9i6XL75gIJaCkURm06SPlyQl85wICVe5H8oGZlF/FncdO41cl0fAGhk2j4Me4x9gasuuxf5NeYh9Q6HGe53KWflzmMByDnJZYwcBEmQeH7Qrg4zCqThoIlt5DeyqEZiY6HKJty3JHMYsPZK44md4XRLC1SbrlZOjod8ZytbNIdiWmz3e/0Rhd6kYSNQ/dQB3s94dpg6LqN5HomXwpFyk24zlbasCKQrcnHYYWVDbs9WWlbbphWxzs9M55t5aXQATsOKjIeyS/d+0c5FodcVCot52VOkBOjJtQPjqieuRKG3t1mJJbJa7OgSDCOobWJSpuflQK5FvT+eBZNxjOX9SJOFg6OVS2pbNctN7Y5R/W1GLCiVs8rsSUYj1xZ1lUrYBcnHJRmlb56i5a9FcsBdT+Q7Rct22b3C3aIZYrHT3Ou9Ui9JoPHlhicxDlAyeeBWtXyOfyaWK9uy2sz/K0mtbc5d8e/L1kes8mYxl6bUXoUXkwy3mV9LEkfM0DxaMAwlkFUtpSVUT28eGQIDKqfdO51GTzz+BA3E1st9yDCdbkyRxN/cJ3LRZIzreijzcbdCxb40Lso5pNCZ80PZdSbMyonyl20EuplokXxcwLrFsm8N60jWi6faZMP4hpHamMy+3gPX7P+4tw3TZdURj7GVeE0aFYsT0zQghzNarVK22a8xapnw0vmBpM+TAwXBiYvTfaYe3nZh+F0P2AikwlkEok+yS8HUM9oYWb0sBfNYuGw3NXrWfzL0QFsuOf40QzmOMU+i3iidAn/zPaivMQiW8HxfwA19iJDnyhpMiv2xz5I5OVNS4+u0NEg6ZFj6joRqbdm9GInje0g7jW3QtwgxNzWZS4tS4WPRaVkviL1loxepoxTuf0RIWEJlhVjy4RjGLF5bZv3NsVrnR/exZUUz4yLV2JdFdkGdJnLytl22JuxpOipL9EJE2hQBaK7SU532DhoVDrk3RLRMn1mOjGCCVN66jmHgeAZ10rqhaii2HfrB+bEaBvj/nK07oB+huoVGbWcCC0XjivjbRq6wDjVsl7th2woYd3yPIbOosbGAkfqlRm9Zqc4trqRelVGvoWyaCO50MnoEzQ1pbdr6qRZs5imbBUWTTi1gG9ewU5S/X7xDh1JzL4kM4vpOz0hNxcawsQZffVOapXenlHXXFhYj3fgEKKeW1OiCczddfL9onV8s4DVRoi0uj5lOmITxC0ODuGMBXYm440ZdaNkg2QW35RRNyWLkjcnkYCFunl3vHMYNUZtiF1drR6yn6z/OzPqloAZ5pjem+zfcxiawHDkPEKxGkwAnuAENUVpBOG6lIzI09tDFtAc+506ISC2sVZo5xEiKxPW25DeuUDwyiBq9lgpESQ9A98KD3pEK0d7Np7LkuAJgTfZzAxIFnVZZWmoILGDnIsFL3PWZj1bCAzz2Q/AtqFmLAcTU3k5AtWRb0vghNXmwWRUcN4FKsjKQUTjUgEI0f7anNl7gtl4grMFi2T3dCPUC4qDJFNWmI57/R14EmVfKN5ZnLb3YlNmNDVV78PeTWLG6gMZbEksr8002gbe1ftRthqMGYryHi5Uos/ppjzE1gDmGtAtqnqFp7NMhdP6SL0ro3NmedXLtF4SqNCL0BBrRB8mUene0Onqcm9nhwZUVq1EEv8IkpjgapxvS0eeq47F+eKYfo8s+vlqzfzIlk7l1HEDOnHicGey3MnKngPDk7bhZu/SkIkEcSpaEGJz9ZHRV6WGlsjrezLq9C6cNl0sYVldbbhXkAKkHiN5qXE4iwb90B/tDLEznD3FMrO01xjCJpOKHb1fXTuIipyX0eIhBn3YGfXHAdfo59WHMvp6g2qFKdQN2/GqR+qDGX3jNNyxChuELz4M0XgXulpWN5l2CvhVO/uB+f3wOh22Q7/ZlPkcDYm6yby9zFMPmYwJMl0a7eSN2BBHU7ckv67j7iA0jqF8DuiheEGzS/JWo2JvBKp0iRE8vDTY3S3uH8qZai01axhkbff2JQmQmV/G1ylGULD3xs0wU5G1sFvvnM1VImNKWShaWNoR7lHe/PSBOW3vM3uCoonlbY74Mv3IQnmA8Z3u7F+iCb0yuRy3eiXieHzHJlfGr8n4YnHhZoshxCOEpbVgIuKM0c1DpD7M7i3ZgrQnZNltgZqmhfoih9zkStilVvzIxayU8twHt0tdEvMHBVT8V2d0QloSIfU4pgKX7YFKT+NCw+ejWIV0lMEgiSByaeLn6zBT69VGvk2quV2397Nevloxf0vLhtUB5OMQLZ8bfBMqztXMpcBS+nJqOW6kFdrHK/PGlr52Y0kblmsuzXUp5pof2Xgwm8CD3BWtKW+XFXM5fEiCjr1IImhZ42tY/AtVLnxgMsX0IPsW9WnM34G74VGfFXfDvWuxmPcQb/WTKklkSZ2WFwLJBYX7Iyc2K3/yQD53b/8sgI3BmksT9xeXShVZSaCsf08nX5WZztUbXOBIjswSVzbyJ5zMlC0nmS43HDHJykZL/ogal/kUkF9N59OEx+x3itfMFB+nFZITdvIr69Kbk9Sq279ycYr+dmtcGXerjcZZcwd11XzoyFmYZJJ5+BRu7hydn+4dSszERKUSuavFs2uCNayUDeFDM5dNaNj+DD5Sn8nMHwCIHOGimxKJx+k+CCNYH6c67S5K2yfY++KqARdTKBm1B2J39MhaHLbqhfvMhF6YbEo7RFiTW/EvHumLJfApFe/nAP5IKswvpGjMyOzNDveo2DBcKTc4NigtUtGSp2eq6z68oQqddtvKDrctcluVzbe4vqv6gA+Xyy9zZUPmrrbc6AE8132wx4pcOTYSLYnOs7jmzwUFceZ2Mu04cweZTpy5k8xmnJEvjm7FGfnq6L2SMUG5c+sNwv8C3SdfLSqYrz9/g/yRH9uBF9S4TZAwnr1z+EbTza7723H3F8t+8SxRPWBPvi7j8JmaX+9U2r48sMnFcIp2KcbJGxaZp+VG07W3QigQmQ8C25PVmOIYt14EEi12LfDzrWLZMjuevkWUP85nB3YyaFbqyfSfsoFGoKsYAclpkma+bv760dVy22WZXdNu+b70DPhajr2FhsVfJ6MjvV6uTizqBhkE6Y2S2n7dZHorZyfRsZtpQsgBHyJsSW+R1LF6aL4pdyTxSj9s4TLmEcV8PCNf5yb1kRjUTq2erNyjSvLx7dhUPbrEHamDH1OqyNOhhlH+x5bcn7ADfpxfa5bzQSUAfvy6b87zT1ivbHRa0uYTN/y63zKfdX9SPIYnS3NIDeBTKjVJnsr1u48Mm5a+3o3vVkndtN3G7iYTfXvNt4J1R93GfO/ESkn6NNly6FA88qe3zB9Fu5skbvYZwNKyqf/MgBiy6cKzsMfIgb39fLb5zH2SfQ6NSfPPkz+uQvr8NruTXRZkoyFWGrBQyMtfZgMqsrrNqi8zY61kyUl5pb4uAudzKBZ+66IApAjlhu1vxUof0Jk8kW1p/Gy1If2r1vKtezpmpWv2Jh4IjjXTYsNQlyp5S9xMoHtqRx5werof9YvyVt58UML8jUxztrLWNMRIiQn7KiYsXeSDx3iZ7/+J6doVPK6kiaDUxvgxA04uRx3NTFG20aZ7CUpIs7UhCqJKlYCrxHPd5h1ktFw1yxtbVY1N29yQ6bm58LBeJBmEzO6EZbFXufLt/LtUFk7L5Tv5d6X8NP5dLd/Fv8fK8bKvJWt+PDFLJ9iPkZcA8KTQnCoL9ipkiOT0gtJcbR6MXNORf69lYTuk11Xls/DXlwR3Q6nNvzeWROxvSsT+ZqC5tj3ELfctbOYkD5WHOw8zcv3wRAwfEdTyRiW/Tnr1SK45hc+j7uGfR5fWpfZj8oWCdPOx7vr+cUZKHt+SATzBPQd6osgF6ZPkz4CSPpldmuQpgf3jn089a/8gACJPcivCTnKbDOZ2Qdwhg7sTeZNN5WkF8/H7uwolWZmnBxg20rtNF56xZZJnNivFth3ws4JGp2U+7/Nsq9LPcaL+3Gq+YAzi8+I/bfn8xIDm7RsMoIL0X/QduIjdjhevBGznEL2/F6XyZZTrjU7b8tqILTtwObYNlXX545v2i4Nnqj4WSAZ99v8A6g8AAO1YeXAVVfa+3fflJQESdpBAICCoiEASQiCQvs0IDsqILCIoguMjvAA/QtiRUYiyJAFBWVRWWTLKpoADg4oSItswsml+yICMIGJYVURwK0WK+b7TL6Fnyqqpmpo/h6pwvtfn3nPvPct3brdl2UqrKicKl71jx81WH8c+p+5dEZ/abXjb+9MfSO51X9/+Wbm9+t6blf3QQ2NVTVVrXZUvtgZrq/oqUQWCllK2ClhRXUZmjR8Rzh2nglbM00qpWFVNbbeVspRYV41VwI7qGRoSTkq5OaQKBf6JkPE1CataT2BiYHksZi77fk+sjclVoh4Ijx83JpTTGrJlSrLaZKlXLGuDZWUNzmgXCqenZ4TSQ1mpaSmDwsmDspJDoUGD2oTaZLRrnx0e1D4jNbmtstM7tE1VKqiiy9evnK/UXP7900bivK3UUgn8mWg1VI3UbZal7Ek1qlcv/6NK8z+c3VK3q3mWmm+pFyz1oqVestQCSzVQ9aZA30zdpVZaOE/Ua075eZqoQFxUn4f7/L5r637DBoe9s2icpW1qenpKeHBaanpKRjgtK61dRji1/eBwWmpaKKVtVjg7lJ6RFU7PDis7LT25Q0o7pWpPV6pTEtx7B8Bcq3n38TnDxg5VvcNDxueExijvZ++RI0K5Lcuf3Wn1Dg1JSkltowJKxag4K/5p7E89bT1jqSmWmmqpaZaabql8SxVYqtBSMyw101KrEMr9ljpg6UOW+gAjbLXQtvzeLFDKTMcufs2bCX5H4jF1fv81UPE3/dXKyscYq7T67AXV4TNlIQHgsGHjcsJqORNjDb35Hx2988gRI5NGhHOGjhwTGpMUSsrKCY0dG04K54bHDNm9btywrJCrAjPgV6ZFlI1jHjzYyS5Ue/fo4UsXLw5MX7J4XjTW6xSlgnUVnJSdPdQuUNPXaDyc61PXDTZRwSY8LC1oFZCnKpjXqe1jyrLsaUqt8GusYF7D/k1RLfZ01bPAr7GDee1n7uScfLWyh1+jI3M0NDGv+zWB4OQFnSvTWr7accSviYpYC2DXLyf7NcFg3l2FdZCo0CQN8Guig5Nm55xXVhCa5JF+TUwwLzXmLu6tQFVb7tfERvYWDc2eA35NpeDk3741Vlkx0Iy64NdUDualtWnDOYUqrYpfUyUyR0NTnODXxEVOGgPNnc38mviINc65zfFrqkbmxELzYle/plpwcrfTP9MHhWrQo35N9YgPuM4Xg/2aGpF1KkFzbpJfUzM4Off8NU9TMtevqRXRBKBZ8KpfUzsSBe764Xf9mjqRXQdsybryx3UjEyojpZIG+DW3RIITQErNHebX1IvMiUZ6lFb2axIijq4CjbrHr6kfzMspTlNWHDRDV/k1DSLW4qEZ9YtfkxicPDQ7W1lVEerkBL+mYcSdsdB0aunXNIqEgOkxu49fkxRxdDVo1k7zaxoHJ0/fsV/FxMZallf3FTSg7Kc3dv2NrvXgPZcearH40zpzC3ocObd0xohu+pIOqKiVQVVFKAmmVDTosJwPqzZRUqIoRpYdC4ylxKJheeA8I5nyTG6mMROWqckkZLoxsZhCTBamBROAoWZQYRj1xZDQ+XQzHQrXwWgC3cGD84j/KSdbOAi5FZw8I0JlHiezuwv1ssWXMzN/J9oV5MzuVv5HlZ+lF7KtfWVpP1fbwtXS1+hFheZmR92XOy48JjeUk9QjN+cPSZ1DuRNCY1WwfFfeZrwm4G2iou8/jy0Eq39oK2u0s99sH1ezWH/44wsCfrhjgGk+oKqjHxhUzezcX+TUPf6BU/nYrUa//e1k5833JxjK4cVbvAeTan1tOKJRfmVXpjz7mySXNhrlt3DF6Jvvp7tchVJ//Mo3AmbnRLuhs8mublFYx42zW7g79zd2nyhp5Nq3flLPrXs83tXD5sW5SxbXc9vPtNx9Exq6Os7+0kx96VYXOShSHzo4W8CMOo8YLO3q8S/cYtIf+9lQyg4J0AlMZISRKXaLQoc2KMUoAVd5qtZGR5Y1lY453EfP5+oamzvrU7bKka2eWVXf4d7vfjycKYehy3g6SnURDi34cp780Bsa9BdwrrSJeSRjS6aeUee4U7/1QKfV5mXO3Y+fdfTqpV2clQmtDWXNac8YeXDh2jrDEbU3/tXIFAw1tJHnfm/E6LlS2+UqlPqvv3tbwKLcw94IBoRT5l/6xYiNT5sGXRqllFUIuCxHYKQjU7gx2pCd0ii3zlUovVMdnTjM0W++/5aAbfcdhFePO3rn/tMGgUOqnDZinuCXdZvMur0HDN2s/3jPWyax/xlDG5T6cJNHBfwlKdkb8U7DKJlCKTYIaJQjZBVO4bK0Qak2477C7ERCK4SoyDlQ9BeuXeSU/viRObNqqXOu9HOjez630Kna8qoZO3QeXKxcmxkhgC7tsOV9Br+OAKRCC/NQ2VljKvUzc3fBld2qTBXfwqpIPNgloF7gqHnlnh+Mvpb3hXny4jlzfd0V882avca+cO2iAP3bt741lY+VideHF39n9KLcGi7nYl38wVhWtfYCzpXe7faLv2SQed3d764fMZQv71lpbAIcT9k3jrS/CTq1XW40wcA5u8yi3FT39SuHjUYLcrne298mitRXD8cJSOwfcD/rcchobpiBpaQbbQIYVfahgwdvAjFPQPOW2mHEfFqbP8txTKWFIrHZEQI6bLnXiHlSBM1TinkCGPWiAwn6Ur+gQN5bsUSSSj/zf5kChs275FxfN9qrh5E1tNSDUkgDgk1j1iIVVjifNoVX67c+6TBz+pQ1Q4HDq0hbicii3Pki9dxdbwq4evgQiAYhYkSXXz5vmvzpqmHS6q8n3TBf3LbJUK7dO8vYBDeOTDT2G11POxWgReECY3MtAWdWfWIyT80xmuDGka3m/nb78OBDIwXBFOAOKBHXhwX0i28pNYCssWVByikvTTM2AbjT07TanAhtCjx7zNFvdA1JeiN/RerGf9osgDnVfMAcFsInJjVmvQOngWK/dOwR568hY0Z4TIb0yQydLTXw4s0qLne4av0vJYMAuBKmCgCNp4JU6gz6XvkPeVoxrgLckRKpIAImoRmSfQ459JhXQR22zJBokH8o4ZyPBTy/8GvTZdZXRg+cY7usWEosYWwCrKfE5ZAeCHdc4fl+ZI3dkm/bx33EUL6HfCtDz1kpEmUxUcDVw93xF8nKv3/gZSWbkWwaRr3zQCq1ADlJwgVUNgGX0ATkwyWLFztHuv9bJmGx2J8/WQtB3mV0760NSVvmq17tJfd0wZe9JBuHF49D5K8bzcSjH3pvXS5SD8leLQCxhTE8qNpys/mou+0yihu7Wq7NRGu1+aTRKxPewIk/M6yMl/d8ZvRH3f8o9LuhwRKRmllGgC7FvJJCkuTHxc48Onib0dzzz3mvYckmBiczcgg4wPMApFJrwbCjnWfhadRq5qkeAmLXN/BaBFhBmhn9I00ESzhP1WolxSscTsAlOEKyg1NYjbQh2UGjPDNXodT94jcIYK2TQPUTJacMvU8nvnjLHjbj0x7Atdbzfu2N0WhrytV/uBh0GSAyrnD/gaIoSS1KdgebAAdj7E97hyUAdztijkCHO54CGC3tBCyYiZxeLyfnJimVxUpnTUqBEWAcw+1obpVti1J8QMDGxhHS6TiFpEIblJpXJQJ2OhnB1scplGKDgEY5QlbhFC5LG5SK97jPn3xRtieMSJB8sinKtDiTjOGAV+TacXTiRS9SZBxKtjh5wGOSZslrsHHSIYWRZtklNAuageEqlBWRYix4j5DafCTjO0MW4nnsH+444XVCnj16yt9wMXsXoT9hNPOWRVrRS2idoGrLVM8HCKH4gLL9zCneA1YuRyBCjkwh69EGpV5+eY2AWz95R0pUM91xKIf74LFt7ozuokMYkMypL+0GnYAoMUxcxtNRqotI/RHnn5Ifet8EI+D+drEoqLMduZSzeumeTLoN3nZAUEudnx4sczSyyKGW4VrQeZaDs98vN6v5lyaJhGeXCegya70UBppgMd0Eai02o51KRh4sv3w7jrrZVH84w3PXur2/k6ZaL9DX2FiXBzEamwe5PYFA7kEOzuaDaQ77NyWblDy4c8CHNOaQMtBgTqPXXgGRJIIIrhk9fUc3CSQpgxIlt0IAM1Uiy/nstfC7ST6JyD4wqNSj+2bBnQjiMXS6DaD8T43GieQGtXrpdJFyfgISw5LFx428IZCYKZkQ8qBR/utYsgkoq4i3xXTc3xfB4GMeY5MiWXwaH1RAjVNRO4eRYoNJ7mVYqgsyo8xE9Y33HtSctgNZcQwMM97RvJkjmTN5fUEMM3Xs+pcJisujqwpQO1hXKA908N+4R7Lx/1MXvD3F64K7v18rUt9VeFQAm7hc/cj46N04nu1d/QiwI6/5QXqAsZVKY7tBCnt3s30TSsQFjBylZk4Q/GoXfO3K/F/rgjsDymL44NgSvNiMEsD+VfrjgyV431R40+pcwvcgvA+V2PAw7yTbNb6VkKq3X7jWHC6ILkHLv9egEZYwQ99bkVAC/spHZBuXwIUi9aujtgvgRYVTNfmi8rFXtlMip4vl2sWA2ihcAcxbDpG3IuzK0XhXA9+kZbKRUurQ2Z4C2F1QP460m+3jXpAOBasezb06ymHK4DZZ4D1g7nLE79/d53UoRo42JHI0ykBxFUr9/MKNArgP0p1sjBnCnZIMZe8kUXv39xe8DOmwJcbrUGxVTCL4yetQ36wJSoeiZN7ZBNhVR9Gg4Lb/edllA9eW4PVBkr4EexWpLJwNZbzMwaVnq4Covh8wqAx3GSo+FQ7j+wcOSsAS4Ai5knIKN0oblOClgQLYF2QEuw6nUIoNAhrlCFmFU7gsbVCq18Ca5XdN0FimAKQ4CGe013UYBsr/Xe4p/7uXe4ur942Pc+2vem3FvbCTa5OtBbzRtchTlY9RN3C15w9O1Y8O7igAf8xNR3O72CV51GE0pNx51bTZACsAk1pUFYBfY2w2zKMTm3tAVCS+CiDTqaoA/BgBFjOGTfT1K73RLvAhZtOYoSjC8biRzBSpyVwEPHKz4BRH7r3QShYhCx2bAC2vI1xdBKC38XoA2timP+vxHIbULC4/sxr4L7Qv2yMtVgBoPBUk3l1hAVeoRNcm+O56mmszBypAhYpAzUEp8L7GKrAJ+N1GE6BNkEkxfpmXTfxOdaAoH53l/70GiksE6LEIhP2j0Xxx4hs8JQMnD7Kq3eLyrt+pLb6KsTWuXtpUvrlRapCgAHzEg53GrkbeOOGOjVz2LjCyaxNcPdzS06CmUWA1wNlprmQCP8+BYURqpKWAux9fhQtICkdsw/tXSyHAxP5Y7vMnj6BN1sfV8Ag+BOK7HQHpi/cGeddhE16ZcBk1+R6K/ZTRPDITGZExJ34q4SXkWVytVsH3z2CVeUZ3mZWDuZPxijPUu/PwTabCmQT4qj6lthcjAphz7BM/5d0E0HgqSPz7Bw==(/figma)--&gt;"></span><span>Como melhorar a classe energética?</span>

Muito mais do que simples vidro

Em Portugal, 75% das habitações ainda têm vidros simples 6. Apesar deste facto, sabia que uma janela com vidros duplos e corte térmico pode reduzir até quatro vezes as diferenças de temperatura — quando comparada com uma janela de alumínio com vidro simples e sem corte térmico? No final de contas, com esta troca pode poupar até 80€ por ano.

Se está a pensar em trocar de janelas, é importante ter em conta o tipo de caixilhos e vidros, assim como o nível de segurança e ventilação.
Para não ter dúvidas sobre a melhor escolha para si, a etiqueta CLASSE+ tem tudo o que precisa de saber sobre o desempenho energético das janelas.

Tipo de caixilho

Deve ser dos primeiros detalhes a ter em conta, assim como as restrições da câmara municipal ou do condomínio. Os tipos de caixilhos mais comuns são em alumínio, PVC ou madeira. Qualquer material pode ser eficiente, desde que tenha corte térmico na sua constituição.

 

PVC

PVC

São dos mais eficientes e com maior flexibilidade estética, permitindo várias cores ou acabamentos.

Alumínio

Alumínio

São muito resistentes e duráveis.
As opções básicas são acessíveis e as versões com corte térmico podem ser mais dispendiosas.

Madeira

Madeira

Têm níveis de eficiência semelhantes aos de PVC mas são mais caros e requerem uma manutenção regular.

Tipo de vidro

 

Atualmente, tem várias opções disponíveis que podem variar de acordo com a quantidade de folhas e o tipo de tratamento — como vidro temperado, que é mais seguro e resistente, ou vidro de baixa emissão, que reflete até 70% da luz solar.

Vidro simples

Vidro simples

Apesar de serem os mais comuns nas casas portuguesas, têm o pior desempenho de isolamento.

Vidro duplo

Vidro duplo

Têm duas folhas de vidro separadas por uma câmara de ar. Têm maior eficiência térmica e acústica que os vidros simples.

Vidro triplo

Vidro triplo

São compostos por duas câmaras de ar e garantem um excelente desempenho térmico mas têm tendência a ser mais caros.

Proteja o seu lugar ao sol

As proteções solares são essenciais em países do sul da Europa, onde a exposição direta à luz solar pode causar o sobreaquecimento das casas no verão. O desempenho das proteções solares é avaliado pelo seu fator solar: quanto mais baixo, melhor o nível de proteção.

Sombreamento

Soluções como proteções solares móveis têm a vantagem de serem mais versáteis e adaptáveis à temperatura exterior e à luz solar.

Podem ser adaptadas para dentro ou fora de casa; mesmo assim, as soluções externas têm habitualmente melhor desempenho nesta categoria, evitando o aquecimento excessivo em até 96% 7.
Assim como acontece com os caixilhos, a opção de corte térmico em estores e portadas torna o material mais caro mas o resultado final é mais eficaz.

Apesar de serem móveis, não deixe de considerar o seu impacto na fachada do condomínio.

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(/figma)--&gt;"></span><span>Sombreamento</span>
Portada de bater

Portada de bater

Portada de correr

Portada de correr

Brise-soleil

Brise-soleil

Blackouts

Blackouts

Estores e presianas

Estores e presianas

Toldos

Toldos

Vidros e películas de proteção solar

Os vidros e películas solares são alternativas discretas que não têm impacto na aparência da fachada. Pelas suas características, podem alterar ligeiramente a cor da luz que entra em casa mas podem ter benefícios como maior privacidade.

Instalar vidros de baixa emissão pode melhorar significativamente o fator solar e o conforto térmico em casa, especialmente no inverno.

Já as películas refletoras, que são coladas aos vidros, são uma opção mais económica e bastante competitiva, especialmente se a instalação for feita do lado de fora do vidro.

Seja qual for a sua opção, considere o prazo de garantia da instalação e o coeficiente de Luz Visível Transmitida (LVT), que deve ser o mais alto possível.

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(/figma)--&gt;"></span><span>Vidros e películas de proteção solar</span>

Vidros com proteção UV reduzem a entrada de calor, aumentam o conforto térmico e protegem a mobília de marcas do sol.

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(/figma)--&gt;"></span><span>Vidros e películas de proteção solar</span>

As películas solares são feitas de materiais que filtram os raios UV, reduzindo a quantidade de calor que atravessa o vidro.

Outros fatores a considerar

Abertura

O tipo de abertura também influencia o isolamento. Por exemplo, janelas de correr costumam ter pior desempenho térmico.

Ventilação