Cursos Plataforma Ingenieros Formación Virtual. Inicio: 19/06/23
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Asesor Técnico Ambiental.
- Curso: Instalaciones Térmicas en Edificios: calefacción y Agua Caliente Sanitaria.
- Curso: Finanzas empresariales para técnicos.
- Curso: Proyectos de reforma y completado de vehículos.
- Curso: Electricidad Industrial.
- Curso: Avanzado en instalaciones eléctricas industriales. Industria 4.0.
- Curso: Comunicaciones industriales con Node-RED. Primera parte.
Acceso a la Plataforma Ingenieros Formación Virtual
Para resolver las dudas que puedan surgir, referentes a la matriculación, contenido y/o desarrollo de los cursos se puede consultar la propia plataforma de COGITI Formación o llamar al teléfono 985 73 28 91, de lunes a viernes, o bien ponerse en contacto enviando un mail a la dirección Este enderezo de correo está a ser protexido dos robots de correo lixo. Precisa activar o JavaScript para velo.
Los colegiados que se encuentren en situación de desempleo, los colegiados en situación de ERE/ERTE y los colegiados autónomos y trabajadores por cuenta ajena (en función de su renta anual) pueden obtener una beca por valor del 50% del precio para colegiado, totalizando un 75% de descuento.
Los cursos que oferta la plataforma de formación e-learning de COGITI pueden ser bonificados con cargo a los créditos que todas las empresas disponen para formación y que gestiona la Fundación Estatal para la Formación en el Empleo (antigua Fundación Tripartita).
Más información sobre la Plataforma Ingenieros Formación Virtual
Cursos que darán comienzo el próximo lunes 29 de Mayo de 2023
Especialización BIM en Estructuras e Instalaciones con CYPE |
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Este curso es único en España, por integrar de manera práctica y completa desde el diseño conceptual del edificio, el desarrollo del cálculo de estructuras e instalaciones, mediciones y resto de documentos del proyecto y planificación, hasta la gestión y mantenimiento de activos. |
Semanas |
Horas Lectivas |
Información y Matrícula |
24 |
240 |
Info |
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Diseño y modelado de superficies avanzadas con CATIA V5 |
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) 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El módulo de superficies de CATIA “Generatve Shape Design” se ha consolidado como el módulo de diseño paramétrico mediante el uso de superficies más utilizado a nivel mundial en los sectores del automóvil y aeronáutica entre otros. |
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Horas Lectivas |
Información y Matrícula |
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Arduino, electrónica y programación |
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rSVpEcNtOP3brt9ewAz6Zx7Vkx4KZ9qmrNp2RvgMNTnSvNXdyxJcICCkLKUJMeXyFOeOMc4H+e1XdFshqNzDYtOsTSAguBvCkkYBx9KyXJw2cfWui0jT7jWL6K28y5RgGZHnJ8tcD+EHrwOOaKc3rdjxuFpxUXCOt/vL1vodzJ/ZnkapLHFqBkKuV2eUFHAxx1xkck8mtV/AuoGFdVbxK6yRWzKgFmoxGwbK5J77m56jP0rGfw9fJLYst2Abh5Fi8tvmDJwfvFc5Pv0546VeT4eai+ntdv4inQtFv8nEhUjb0OWA9R0PT8KzrySt734DwcJK7VN/J+XqYOq2TWd9PaS3kblduG3YLZAOSvJzzwM5/OvSFt31z4XR2tosnnxRKvlsMMWjYZBHqQufxFeZalbvYalParIZnj2b5WjBLkorc9cAZxwe1aHhfxU3he4ZY5I5rSTG+ASMef7wZud3P07dhjdpyimjhp1KVKpOElZPTuWtK8UzaRZfZF06xnAYnfPEWbJ7daLe2vPGev5itooAwXzTCmI4lHGcevt3NdW/iHwBq7fab3yEnPLeZEysfqV4P5mq9/8AELRNKsja+Hooif4XCbI1Prjqx/L60XfRai+rxSSq1U4LotzsNTsodU0i60WO72zCFQSXyy/3S3sdvPrzXmeiX83hPXXt9QtIl3SIJmlQs0agn5kx9evNYln4mu7PV/7UjvN10xJdnOQ4PUEen8u2MV3sfjbwpr9sia3FHFKvaRS4H+6y8j9KXK46bo0daGKkpp8k47X2aOc8Q6s3ibWo4LG1iYCVlgaKMq8u7HLZ+n866jx2yaf4S0/TXcNLuRR7hFwT+o/OmDxZ4L0CNm0pIpZyMYhQgn2Lt2/OuB1vxDJruoNd3UyD+FIwflRfQVUU21pZIyryVGnO8uac+2yR6zpnmQWeh3ghllhXT/Kfy13FSRGQcdSPlPSpE06S5jtkubdhHJcXMkiE8or7yuSOh5HToa8dTX72JFjj1W4RFGFVbhgAPQDNOHiHUD/zGLr/AMCW/wAan2L7mkc0gkk4M9bgtdSQyzXEJllgvkk+UgGdBEE3DtnnOPUEVYu/MuI9UvDDJFCLBok8wbWc4Yk46gDjr714uvijUjJtGq3nABZftD5UHoTz7VNPrOqywSJ/aV24ZCNpnYgjH1o9i+5UsyjH3XB6l/QtCl110Aujbq8jorG33qQoXJB3D+9/+vnGhrHg+bSoS6XkcoCPJ86eWAFA65Pf9OOua5qy8uYRFmnKhCNkNysRPPPJIPT054qCNZW00TNFLHclyG33IZJFwvGGYsO3t0qZuftLKQUsPhnhfaOnqvM6r/hEpDA0n22MYjDhWQjd8pY7eeRhTg98H0rl5pfKReMsxwo9aQy7WG5SueM5BH6GnKtuNRspLzP2RZcTEDOFPet1zJN7nlctKdWEeXlXXUlWxumgEq+W/GTGGwfoO1d18K52OsXUauwha2D7D0zlcHH4n86359J0BNE8/wA+3FrtyJVYEH6Y6n2Fc/8ADIxnxLe+UCE8h2UE88yBv64/CuZTlJO57s8JQoVqbp6O/wCFmes0UUVkeuFV7+1+26fc2u4r50TR7h2yCM/rViigCgbNgBk59gKFtGxk8H3A/wAav0h6UuVDuZF1Klou6TcQPQD/ABrjLr4oeG7GaWOVrwtHIUbEIxuHHrXVa6+2Fq+ZvETf8TC+5/5e5D+ppqKZhXrSp2t1PfW8daHHeSWkpu0mjB3AW7N0GSflzxioL74leFtPijea8m/eruRVgbcRkjPI46HrXidp46uLW0eKSyhnleLyXlY4LJ054PPTkY6euTXP6jqNzq901zKqjChVVF2qigYAApKDvqOddct47n0A/wAVvB+Qft8/rgW7f4V5vrWuQ634muZ9KmeeKQkgmIpyST37Y78V56quw6frXUeHLZ5pobRWdDdSLEQoBx0yfU9emcVtTioyuefi6sq1PkZ0Wo3I1WSynlnKvbTecnkW4IMgCjdyfRFHYcUapeDULtLhuXSPy1RoNkaKCTk5Y5+8a2B4RlV45La/iUOVXAjYyAHAG4dOMjPpz1qjbaVc6tJ9njlaTYNwywMZbsMhe56EnHvWsHSesehw11jE1Cpf3tl6GTcyrHaPMUYx7TlhaIgx655/TmswTosW7zAF27uvbBb+QNdje+EtYtoSXhibejEKsmTgYyemBjI6nvxmqzeGryPxEmiuYUuiEKEuQrZHHzYJBzkdKmajN3TN8LWxFCHLKn1/M5F9QtgG3XEWBnOGB747da6GznL28bxGEqVA3rGwPT1Edatv4e1q5DGMTgh9pVroA4GPm5AGPmHfPPSqus6Le6VCstzvLsPmbzd204yB6Hgg8Zopxgna4YytXqQu4WS1IUuDFIrBpVlU5DokhwemQS47ewqw9hrWC6SassDYBKSSeUwxjr5u0jHGelVLf7TJqMUUMxVmlCozR7kXkAFjggde/Wuin0zXrlnkm1+OKxcZaDywuEPVSoGQc543f4Uq8krbGeX0pVYttyXoc00UZ3K8ZEmdpBi+YY45Xze3TkY4rrfBehrqlrePfiVk3C3hb7QylXIJLEBscfLwPWuO1C5m+03Mk4Ek6ysrSZGWIOM+uOKhivZyEjF28KQy+bGJZWC+YABvUL/X0rVpuOhz05qFZuaulc9G0XQrCXRrZ9Qij3/6T9qYXUwlURkj92oPzYOM5qGPR7CfSYA9oy7tJN414s8vyyDt1xg4+tcVHrWppOrnVJ5pELMrRSFdhb7xyR37+tSSa1dyWa2balKbYAAQm5OzHpjZio5Jdzo+s0krcv5HVahotnBDqc6237qLT7eWF2ll272Iyc5780+XTbGSfw7G2jxwLfOpnPnTcfORsGW7j8a4+TWLqS0SzfUZGtkxtiNxlVx042dqdc+ItXnEYfVLqRUcOpafcoYdOwIPoaajIh4ilfb8F3v/AMA7xPCeiy3FoYwXtrq+k2YmcNsWJiYzz1DqR6471y/iKygi0vSL+CzWynvEl86382TC7WABGTnkGsKHVLtAqfaZlUS+YvzkFZPU/wC171Ld311fTedeXMs8gGN8rljj05qoxaerOeviqbi4xhZv/gf18yr+8ByAoHp5jVG8jq5BmkjYYxsy4Oen0+tThgQCDkU140cgsuSOhBwa0OKNSz94YPNeMASSSDcTnPU9CQp49ueuKcx2jcwAXpn7Kn+NPAAAUDAHQCmyLvTGcHqD6Giw/bO/kSwvGrssuVTbyTp6v7jI5PpVeK4luLeIyKn2l9xkElrtZcAbfmblgefYfjT0QRgYAQAH5UduTnJOSc8kmugtvDZudGh1BNSslMyAiNmYtnOME5OOeKxlFKSlI9OjWq1KUqFGN/Pb9TnYLe6urtIIIfMnlICwLDjjHOcdR+HGO9X7CFJLtLeeZFt2cguWwQvbqMVRmaa28+dT5bxxkAq2eRmsGxura5nSO63LFMxaS4RsuvB6DoBmic+UWFwv1q97Llsd3Z6bpAdhdaiLdMZDAq4b5SeFDZ68YI9PXjpfhb/yMd5/16n/ANCWvH1uZbSKQ+VvQnG52II+lev/AAsa3fxFeNaSzS232X928ww5GU6/qPwrPn5k0drwSo1qc1be3Xt6nropaQUtYnsBRRRQAUjdKWkbpQBzfiAnyWxXzbrcBbUNQbr/AKU/H/AjX07q0XmRnivnrVrUf2lqIx0un/8AQmrSmr3POzCpyKLOp0nXvDNvpNqr+Ibu3n8lN8USyptO3BHypg9f04rl/Gd7o98LcaPfvddTIXV+4YfxgE9fetXTPDuuTWFvLDo17NA8ZKoCBE27JEgyD8wzwfUA5x8tZmu+HdStWSbUoJ4NsewPcNmSbLH0z0zjrnAH4clOP7xanfXqWoOSXQ4mK3/frHnHIGXPr3JrrbzRJtHZI7ho3LR+ehjJxjOO4HpWXrs9rcarIUiisY3AEUfdASeuOpyTyB0Arbu7Zo5ICNQhvvMjVmKhg3f5CT34rtpX5rHkYuMFRVSOvmWbe3ihujcRRrHM27Mij5ju4bn3yc1saXBBLOFuLkQRurIxDKpC8c5PA5AweuRwc1kwyBgjA9eRmrGqwrLYRTQz7whVpUC/cUIq/jht+T/00GeorSvLljZdTgyil7fEOVVv3dtTt/7N8LG1a3bxNfNG+3cr3AfGOwJBwDnnHXj0praV4Za/S7XxDKtyrKwlLIGBHQ9BXC2mosBDG0r+Uof5Ad2BjHAPerlxNG168iPCFIwCWBUAN05/2e31H+zXEpyR9NLD0pbo6mLQNBCvbWnipolLiXEcqI2e/IYEA9wOOB6CuQ1yJrS4/s9ruS6jjyUlkByQx5JJJz0Azk9ABwKUyQsEVZYcBQQrFfufLn6H73HXk+vOfp8KtYNNLwj7lU8/MoRi3X/a8ofV6uFRqVznxODpzpNJtfNk9tYC41pIboyRRyI0rqBhgAhbHPTgfrXWr4B0c69PCJbzzBAZnvGcA52glOU7q3Jz7etcfaXUdhfi5dGk8tWT5e4ZSuCfXBrorjWb+TUpHmtyt41oSAl8hbyvvZGE9hzXTW5lbU8vL3ScHdfnsZOo6JDAl0sAncLGDHuKkk7iDkkA44JwB39ucBbG4PWIqO7NwBWxNJb63b3lz5McM0EYCR8knkn5cFVznPGDwOOlYMYw24mPO3cA/I9ASBzjNaQbtqc1eMXL3Fo/8yYsHK21uCQT8zd2/wABUsIZH3qRtORlQQMdhz1P0pir5bSIMcsqsVz3HIGecVNnB46VRx1J8t4ocWJ6nNNaPdkqBuxgjsw9DUsELXE8cKuiF2xufoOM/wBKvJotwxCG4tw/mMrEOpAUDhvvdzxjtUyqRjo2VQwlesuemroxcd/+A/N/6C39D/kPjcbSsn3ScZbsfQ0+aGRWIdVEw4Zcghh6HH+RUKnacguO2QBn/dbP6GqvpcXLd8r3RZUx4xGECjjCAAD8B0p30qoPM3hdgEuBgb1QgHGcnocfrjip4yzRgt16Z9aEzKrSa95skxxRmkoFO5gKfSmxeNDpqrpKpqbFD5YeLVXijGen7sLjjPIzzg+tOP61pWtvocmlK9xc6cJRGodJdODTFwMEBx7jqRxkZz1rGvstD2cnaUptytoY0/yrcAElfJJO459a5XTrG0nvILeULbrI+Gnk5VR6kda6dlKW7hgci2wQT9a5jTNMe8vo7GCZjcSE7EZto6Z644qK/Q68n+38h00MQhG615GRkKB+f/669p+EsVvBrl1Fa3S3VulrtSdUKbxlP4TyMdPwrxd3M/l27zzBSQArOxAPTJr2f4SQG21q6t2eKQw2xjLxPuVsMoyD3rOPX0PQxPx0/wDF+jPYhS0DpRUHUFFFFABSGloNAFG7jDIa8A1eL/ibamP+np//AEJq+hZhlTXgGsjGt6oP+nt//QmregtWeLnTtCPqzaj8YTRaPbabDeXsCwIih4tgI2jGM7ckfX0rM8Q69N4haBrhpGMLllL7RgFSCBtUdz39KycbVALqzc5KqQOvHBJ7cUzeoJGRkcGrjQgrSPNq5niJp0tGnpoQG0jLAsoYjozAE1KVw8Wf74/kaDIuCA6hscZPSobh8QqQ4Lhgcjj8a2Vr6HHyVXZyRatwPIibAztHOOaimvL/AEq8S9sNu9SG2uu5SR0OPXk1JGYGgiaJz57P86DOMcc+nr+QqW5YlVXpnPOOmBmhxUlZhCpUw9ZTi9SGT4ja0N3m6bpj+u60j4/8dpI/iDq2Qz6DpL9/+PZVP8qni0UT6bNdnz0ZFd41W3MgwoySSD1Prjiuf8xVOfs8RUDoVB/UjNccqdNOx9NQq4qpBS6HRR/ECf7z+FNLZv7wCj/2U1kS6lqGp373U8MdujMP3aD5eOgz6DsOgJrUg0hJNIF4LbLbEkKfZQq4ZiOGJ7bc5xz0FVTCT9yNlK/d2w8D246irp04XujkxeLrRTpzVr/10JBbsV83ypM87cxSHAJBIwPlPIHPtUzwWbassZhUXbIDtGny5C4POzpnP8ecd+lZ4iVmx5Nz5mfuhTt/xxTLkyQXBuppJ4pEjK/eYARgfdG7+HtV1YOWxngq8aN+bqrF+yljs4rmF7JZXmdBHO5UMhBJOF5YdvT9KzAD9k3cbmfZnAzjGcZ/Gqx1SDyWkhgdOhaQK5JDYI68DOaYuoxXNv5kJf7OmTny27dSTimpw3uKWFxDsuU03YCSfngTKT9BkZqXBzWVHfJc3MktqXkAY7gsbHHseKWDVYpJzBbBpiBnaiMxA9OBT9pDuc88vxD2iagjnlkijt3EcryKiORnBJxnn61NDo2uz+IJNKe+3XsDMJVMMeFRVzkEj096yk1uKO/ijikYXMbk7Ah3AgHtihtajttQEhlljv5Cd24vufcNp6nccg1lUcJO534KGIoU+Vp79LbGlYwXF7LBBw1xKwTJG3LE459K028Lam7CSJIWibH7xpAFkUkbePvDORjI474rnJ9bjtZzLdb4JJJGlUtGU53ZyBx39KbcaoYJftktxfRZfehLusYbqAF+6MdgBxjinKbsuRozpYP3pSrQk3fpb8T1LS/CultDo0N14YeZ7iM/aZ/tJ+RgcEcOOnfjntk1asvDWlF7GA+G5Jo5I499z9qlGcjJYYO3juCQTngGvMIfE9/DZxOmoX8VoiD5lkkVOcY56d/1pYfFepG1Z7W/vTCinaUmkKDA74PSk2v5jpSlovZP8D0+28NaTJb20S6BIxNqsst29xIE5jzlcMctu4xgevpmd/DOlw2MzR6FPGRaM4uxdHbny89PM3dePu/pXlFt4tv5o1hhv7p1VFVo4Z3wvHIAz06jFB8X3MgNumqXMi7dpjNy/TpjGelK6/mE1JOyo/kSKj54D/8Af0/4U1rQs25YogSMZb5mGeTg4yM+1Z0mq2SSCP8Ad+ZnBUnBFOk1WzTaNsQc4+UsK39pDueWsJiltB/18zSnRvLmeQKA0JjwM+/rXFmynF2n7slSWCg88Y610c+p2sVuwdUR3GAWNCX9o0ryy/KJHwrH+VZz5JdTrw0cTh4yfIzLks5JtkctumOxXj9c17B8JYVg1i5jVQoFrjAHulchDpEktg94rR+VHnfluQRjAx6nPH0Ndr8MRjxHe9cfZh/NKHBRi2hUsXUrV6anor3PWh0paaOlOrmPoQooooAKDRQaAIJehrwHWv8AkN6r/wBfb/8AoTV7/J0NfP8Arhxrmq4/5+5P/QmrehuzxM6/hx+f5BpGmJqd0YJJmhAGQwTd79MjsDUnizwY1joEuo2l2Jo7W5RZj5flnOQM9eeWWpPB0Ziv3BlZ8KSWfAPOfT0ziup8Vnd8Odfbp/pg/wDRsdTWqS5rdDTLMJR9kqlru++p45vm5BlfHpuPNdX4V8YW+naIlgmneTIl4zy3iSjMoyeGHB6YHXHFcmSSTxXX+FfE9jZeGY7FbIR3Md8zyzB2/ejng4U4yML+FZpX6XPTqvljfmS9STW9Ti1i8WaKCMqqBdzNz0HHtyCfxNZhRQxwu11B+QHIbIxx+dams3dtf6obm0UpE0SqUKbQrc5x7fgKzZFf5WYrtDrtAByPXP8A9au6npBKx8jjJc2Ik+ZP06jZb+FdFdJ7dppsSBdttC2Pl65ZS2ckdDn06Vy7XzEECCfGMYMR44/+tXRLzNj/AGn/APZavarps2ktarK8cxuIvMUwOHA9QfzHI4/KsqlOLlvuehhsfXhStGN0inp19CNHMYgaCV4goeS2hwxDEtnC7+ncnJ79qgULLklHJGDmJgoOe/NT6gj6dcGG/iaCRTjG4ZyMdxnsR+dTwWV3Pps2oRQ7oFILO0gLHOMfowP404OEdEzLELE1f3koWM8orhAoO3fjDH5vfJqrq4RLSXYgXMbg4J9q27jS5bTS7O/keMpPMyhVySpIJwTjGcdgc1j6l9xcqCMHIPfpVNpxdjGMZxrQUla+pV8OeKdQ8PWrRaeY4hPGokOxcsMcZ4961NL8YahokEkWnNFbpI25gkagE+vSuWRQSSOB/TFSA8YFcR9atjodP8WXum6hPf2whW5uM+a5jX58nJJ49aVfEt62tLrJSF74ceY0SkkbduOnpXPrkEeneqf26Z23K21T0GBwPyoA6vUPEd1qWoQX12kMlxbkGJjCvyYORjj1p2r+JrrXY447+C1ljjbcieSoAOMZ6Vz8MpmhDnr0q0gjwxdiDj5ffgn+gH40Abt34k1DV7A6dNHatbbRuX7OnOCMZO3PpSrruoR6SNMWKyW2KGH/AI948lTnIzt+vSse3VPvPPs3HBwe2D/9anB0+X9+wyV539PwqWUaml61e6VYtbWVtYiMsJMm1iJUnjjK98VV0rW30ZZ/stnZfv8ABcyW0TcjPIyvvVRZE4K3EgGD1ccYPFNaKEMSs25RjJyAepHT6UJ9xWLdprTWWsT6olpbPczgiQPChRs/7O3A/Cmya48mtRao1pbC4iAChIIlQgdioTBFUJAquyq2VB4PrUZA9eKoRpaprLavPb3E9pbRvbsWjMEEceM467VGenfNS614jOtwLDc6dZRqrBwYbeONsjp8wXPf1rCFwxbKgbT2NAbcCT2OKAN288TNdaSNOl06w8ryxGZBbR+YQMfxbc9utVR4hVdHTTltLXZG4dH8mMyqQcj5iuayz0qN5mWHydu9S+4KAAd2MZz9B+lAHo9ncE6VKptoiu04uGRiV3bcrxxk4GMjjmur+GeP+EhvSMf8ew5H1SsjSpVPgi6TzJBI4OxQhI2/LuOdmB27/l31/hmNuuXwBJ/cZ5+q11P4GfMUYcuLp3f9anq69KdTV6U6uU+nCiiigApDS1HPPFbQPPPIkUSDczu2Ao9STQA2Toa+f9c513Vf+vt//Qmr2KXxnoODs1GCTH/PORW/ka8Y1W5juda1F7dXlVpmlJjVm2hmJXOAevP5VtRkk3c8nNqNSrCKgrkNnfXFhIXt2QE4zvjVxwQRwwPcCszxNqt/caaBOYxbpMj+XBCqD0yQqirMRiI2xxuvsElb/wBkNJK0RDI0UhHvE4B/Na1k6bR52HpY6jJcsXZdL/8ABOP/ALXt/SX/AL4ruPCPiHSbfQ4IY9J2XhvC015JjEiZJx0JHBAwBjisWV7VAR9khJIxzLt/pTobmLekSpHGqsCAsm5cY9f8axUIPRs9WeIxXLdUv1Op1m6sbu5iewto4VEQDlF25bntj9e+fasyb/VLkfxj+dV7OQtFhpUkYHlkBA9cc+xFTXBIhX/fH8xXVTSUdD5nFSnPEtzVnfoUvMAnYFgmGJyRkc9v0ra1ZVnstPC3SEw232fHmK27H8ShScL7HB9qxrCxutY1NrewtZryQNlliXIA9z2rrPFfh3+y7QXFn4evLSEY8yRXMuBjnOeRz0xWM5Qc077HsYfC11QmlH4kjkvFkEEXiSeOAWZZSUf7KzNnAXrnPGc4P1HYU2ws/L0jzPMgdRKFdFYliWOc46cZ59waRYLC/SORo0kQcKT2p0kkVoUt4Y8ueEiQc0Rhy+9fQdXGPEL2Cpvm9bG5cGEeG7S2Rgds7Shg/BOOV2YyCN33unHHUVzWoymKISshGwFtucE9DXbv4U1G48ORzWug3Md4NhLmVmLjjcdv3eSDjHY+org9XdjFPbywywTRowaOVdrClGUbNIdbD1lVhOUdEktDKzukZs8E54p2Oal0S/0OSyujrVzc2twijyEgtzIHbBzuPGOcfmataDeeFbuzlk1vULyxnDkRxQWxl3Ljrnt34rnue9YojqCByKi/s9C2RMVX+7tyR+Oa0NIvPDVzqV5HqeoXNnaRnFvMluztLycEr/Dxj86WO88NyeJWtW1K4TSAuRetbtvJ2jjYB65H0FFwKyII4wig4FW7e4WGMqUzzn72PT/D9abqFz4ei1i1t7DUri409yBPdvbMnlcnPy4yeOeKXXrnw1ZJB/Y+rz6g7NiRWt2i2DHByQM80twBrhR0jHKbfmwe+c9KdPcCYYVCoznls9qk1h/ClnpbTafrs99eDGLf7M6BuefmK44pf+KX/sL7U/iBxqBh3/YxbSH58ZCbtuPbPSjQepbgfCIJHVcLgqso65PTHtjvS7o1Q5mXpyd54+Uf1yapaN/wjN7pguNT186fOSR5BtpJCB2JKqRUGhPoGoJcNqmsf2b5bARhoHk8zrkgIpxjjr61HIO4XMqyzu64AJwPpVZmGetWrI6Bda3dWk+sfZ7KLPlXjwORLzxhQu4fiO1JP/YA8QQ2MOsebYMuXv8AyXVU4ORtK7j+A71ZJSSH5uJFCfTJH4d/0oO1BtUluck+tXNXGhWVzaxafrCaisxIkkSJ4xDyOTuUZHJ6Z6VJrkXh/TbNJrDX4tSlLhTDDDIhAIPzZdQPTv3ouBnbutRnAYMO3pWzd23h+20Y3ieI7ae7EYf7GkUm/JxlQxXbkZPftUCxaPLokF0ur2/22Zwn2Da3mLlsZLY29Oevf1pg9D0bS1I8JXJBl2AsEVXwP4ckjfgjpn5T9fTc+Gn/ACHb3/r3H81rH0ol/Bl+BGOGLEick8lR9wD9TgflWz8NhjX73nP+jj+a11P4GfNU7PF0mu3+Z6oh4p9RpUlcp9KFFFFABXO+OgT4G1nHVbZmH4c/0roqxPGK7/BetL62U3/oBoA+Y5ppJJcu7HnuakS11K5eUWSSGJApfBOAefT2FVZf9YVz3rtfB3iWw0W11C3vUBMxR0/DcD/T86oDjZIdahJVZZVx1AJFRHTNVuG5aVj75r0G48ZaQXZhZRn36fypqeOrCNcJYxHHuBSshHng8O6lKeI3YnoKlk8J6jCwDKUOASCwzj1r0BviZb2pLLp8BOOu5T6elZ8/j1NYujeR24hXAQx54O38vWnZDMbTtMvdPSXzFTaGVioIJIKKc/r+YIqzfJJdWax2x+eV1RfqTitWdnlvpJ4UKwzadC0vHy7j5RGPxH5g1lT3a6dJBcSEeUtzHJu7Y3DNdEJXpM+bxVOKzCFurT/E9T0uTSfDdrHoVpN5TxDE21GyzhQ5LsBjJByMnsQOQRS3PiICwafTL5DLvClWXdtypbDoSGGVUnHXjgGuOn8b+HD4gmuZ9RSNDIzOHsJPOH7ox7D8pXAyTnHt3NQDxdolxZvb3fiwXLm6SRHl04kIirgBV8rAOTn8MDGSa5T6Qq+INNFlf2WsWccKRaijefFbE+Wky913AEA88EAggitb4bafp9s1z4j1dkUCYxwBwWAIBYnAHYKT/wDqrH13xFp2p6VpNpa3UVzJHJIztDE8SDk8KGAOPmA/Pk1J4Y8ZaPpfhi3tL65WGWG9aYCa3eSOTGcAlQSCCVbPqPrVt+4kckIr61J+S/U9vh8RaZLNDD9ujWWZQyJJlC2SQBhgPmyrDb146V5v4703/hLbfVAIrP7XYxtJDPHIqzOoONjRhmyuCPmJU9Pl5ptj428Oxy6Ulv4wgis4EWO6g+wFBLsDYwWiJxkjjIxjI5qGTxXomm2eozprGlXAmt7gokAYSNI7LgAFQMbVz69iTtBMHWzwRRJu3Sq7cdCf1oKHdkRkKenfHtXoei6Rb3mk35kjtt4RSryHDp1Py8+3Tv071DoOjRXFxcQvHaYaPGy5OF3bgRtORyenWteTqeYsTzWXc4uHT9QuVMkFnczKDgvHEzDP1AqVdH1ct/yDbzJ/6YN/hXQRaX5swiiXzd5IjKjr7Vd07TLWHWIY9Sh2xAsrrICArbW27vbftyKbpszji05KJyf9kaqcqmm3nHVvs7f4U7+ytVRNv9nXpJ6k278fpXWyN4UGoNE8bsn2YAhY5P8AX+T2I4x5npx+FdNaXHhO0lgijW8jt4ZDLiCIsGYiLOGkO4DKEeuDxUJN9DslOMFeUl9551cac3lWwj0zUxL5S+YPJYDdzk5xyD8v0waTUNNlEVullp19uALSu0L4wT8q4K9V5BPfPtk+iR3eio9q3227HlOpkVLUASgeUDn5zy3lsT7tnty61utEt7ewkMt0Vs5NrOlkoEh3Rnkg8HEZ9yDySM0Km07k/W4SXLzI8jIlRjlWBHBGMVefT9QeJZI7G5wyggrC2D9OK3buzt57y7nWOTLys0YZexJPJzxXZC90iW3iWS5vEK2tvBIkUH3QhRsg7uuVfnHRh1xVODMaeJjJ7nmsmm6h5YK2F0DtPSFuv5VK+nah5UTLY3WT1Ihb/CvR/wC09IhXc17Oz+SiEfZcKdjIwP3/AFD/AIP7VYudX0R5pLh5pl8zaSn2f5Wx5RKN8/3P3bf9/D75XIzRYim7e9+J5gunag1opNjdF8DJ8ps9PpTotN1FrZs2N0WDHH7psjn6V6vJrmgva6TuUsbV1ZybYAP8uMKA3Ayc/gK5nVHsJPD8VtaXM9wyOG3yx7SAEAI6nPzZx6DA7UKDCWJpxV+Y46DTNQMchexu8jGMxN6D2qzp+mXKTSTXVpOkSY+eSNgoOT3PHpV6CyxbzEZ6nB+iipdO0qXUNQt7OJjuuHC4z6DNUoW1MZYpVFyR3ehpQXMGNqyfN2JFd98M1I1q7y24/ZxlgMZ5WkbwBJHpoQFSQPuhcU/4bRNBrt9C/wB6ON0J9dsm3P44z+NU6vNFqxywy54bEU6id7v9GepJUlRr1qSuc98KKKKACsrxMobwrq6nobKb/wBANFFAHynLgS9/wre0Hw63iAzN5wjFsisc55DE/wDxNFFNAa3/AAgilyBcjI9QcVYg+HCS5/0pfu7s4NFFAFsfCu1lj8yS4yAAcDIzWfqfgqy0e7W3gkcgxCQ7ugJLDj8h+VFFAjNfU5bzU57EM6W1mkcATPDlQRu9sj69/WqusR/6A6jHlsRgHsaKK66a/d2Pl8XOSzDTyMe1OnX6pa6vbyysgCx3Vu4jlVegDZBDgdBkA44zgAVveIvB2h+ELEXkpvNSYuEWFnWFMld3zFQWI+hX60UVySVj6GjUlKLbZy2n3jX+pNM4VWVcKiKFSNeyqB0H+eSTUKT+VcvFJFHJE3yyxvkq+M4PGCD7g55PYkEorSy5UcntJKvKz6I6rUfBOk2fhNNdiub2IOkbeQxSTBYA4zhePmHOK4GKNpLlVJ+UsB696KKzidlWbS07Hq3hqY2+k6lCJG2tEC/yKcrhh3HXJHTHGfak0CVbe/uCZ5odyAboUVj/AOPdPqOaKK6XtI8GDbqU/n+ZVtZorPVUuGR3Ri+5Q+wkkHByOh57U65jSbUE3KcSyxlgXLH5iP4jz375NFFX1OWMm4pP+Y3/AAjpuk6j4xktvIea08tjsuAM7gB6V1l5pug2kpH9h2rKJlixyCAWKA9efmHtgetFFYzbuezh6cPZvRbsS50LRpvC2o3S6VbRXEVuWVkzwTErgjJ7bsfhXnAmiOhC18yUsLguEMSbQc4J3fe6dulFFVDYwxkVGXuq3usq7B3rrfBU9891cWNokJUlZWLytHnAPUqCSOOnHfnk0UVrUS5TysBJqurGXpcE91rEtlawWDTzEgNcwh1TDc4BBx+XYVPdveW/iqWKIwreOzwh1G1UbbjK+nSiip6m8JPkhr9r/Mk1pbrSNcsUmW2NzbrEP3S4jJyTnHGOvbHtS+J7bUbaysG1GWCSZomdGhBwBxgcgenQDqT60UURWqKm3y1Nev6on15NRm8PWVzfNbeXLI5UQjBYlepGAAeO3HNPB1Ofwk+oQm1toozD5flbt/mqUw5zkZwgH0zxyaKKlpWRopy9rPXovyJH+Jms3Fibby7eKYja08anP1AJwD+Favw2Vk1m7Dcn7MOc57rRRTnCMYuyJoYmrVxMFOV7P9GeoJ1qWiiuQ+nP/9k=) 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Arduino es una plataforma libre, educativa y de desarrollo que se ha convertido en un referente en cuanto hardware libre. Por su filosofía, comunidad, tecnología y plataformas disponibles es una herramienta básica en el movimiento maker, docencia, el IoT, prototipado e industria 4.0 |
Semanas |
Horas Lectivas |
Información y Matrícula |
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120 |
Info |
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Diseño y cálculo de instalaciones de energía solar térmica |
![](data:image/jpeg;filename=300x150_cut_energia_solar_termica.jpg;base64,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) 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Este curso, tiene como finalidad comprender y aplicar las reglas de diseño y legalización, aplicando la normativa que le sea de aplicación. Aporta las fórmulas y criterios necesarios para realizar un dimensionado correcto de las instalaciones, tanto para ACS como para piscinas climatizadas. |
Semanas |
Horas Lectivas |
Información y Matrícula |
4 |
60 |
Info |
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Proyectos de iluminación interior y exterior con DIALUX |
![](data:image/jpeg;filename=300x150_cut_dialux.jpg;base64,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) 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La iluminación tiene gran influencia en la percepción de un proyecto constructivo y normalmente es una gran desconocida. Los últimos avances en iluminación LED y la implantación de medidas de eficiencia, hacen que la iluminación cobre una relevancia que antes pasaba desapercibida. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
100 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 19 de Junio de 2023)
Cursos que darán comienzo el lunes 5 de Junio de 2023
Cursos que darán comienzo el lunes 12 de Junio de 2023
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