Cursos Plataforma Ingenieros Formación Virtual. Inicio: 19/12/22.
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Diseño avanzado de instalaciones eléctricas de Baja Tensión.
- Curso: Diseño de circuitos impresos (PCBs).
- Curso: Automatismos neumáticos, oleohidráulicos y de vacío.
- Curso: Riesgo Eléctrico en instalaciones de Baja Tensión.
- Curso: Vapor: producción, transporte, instalaciones y elementos fundamentales.
- Curso: Gestión integral del mantenimiento.
- Curso: Diseño de sistemas de evacuación de humos UNE 23585.
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 28 de Noviembre de 2022
Subestaciones eléctricas de Alta Tensión |
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jCDboUQQptHPUnk8nA/KpUJNwktkv0G5xUZxe7f6nefGTS7CwsNCazs4Lc4kjJiQLlQFwDjr1P515LXQeJPGWreKorOPUmhK2ikJ5abdxOMseevA6YFd/wCG/DejeHPhxd+IPENlFcy3cW6OOVQSqnhFXPQknOR0GPSphJ0KSU9WVOKr1W4aI4rW9N8L23hDSrvTNSkm1eXH2qAnIX5ctxjjBwB61ytFKqs7BVBLE4AAySa6Yx5Vq7nPKXM9FYSutk+HWuQeEpPENwsUEKKH8iQkSlCcbsYwOvQnNdt4L8A2Xhyx/wCEm8WGOIxDzI4JekXoWHdvRe316dB4+1qPUPhPPqEKNHHeiPy1frtLgjP1AzXJPFNzUae17XOuGFSg5VN7XseCWEdtLqNtHeytFatKqzSKMlUJ5I/CtnxnY6Bp+uCHw7etd2fkqzOW3BXycgHHPGD+Nc9XefCn+xJ/Ec2n6xZwXDXcWy3MyhlVhyRg9CR39sd66Kj5Fz9uhz01zvk79Th4FDTxqwyCwBH416p8aNMsbBdEaztIbclZEPlIFyo24Bx6ZNcV418OP4U8UT2SE+QSJrZz3Qnj8QQR+FR+JvGGq+LDaf2kYcWqFUESbck4yx5PJwPaoadScKkXpqUmqcJ05LXQ7z4t6VYWPhvQZLSzggcHy8xoFJXYDg4681c8C/8AJFPEP/XO7/8ARIrzjxB4y1bxNZWNpqDQmOzXCeWm0scAZbnrgdsV6P4F/wCSKeIf+ud3/wCiRXPUhKFFRlvf9TopzjOs5R2t+h4xRRRXoHAFFFFAHL66uNSJ9UBrMrV1/wD5CI/65j+ZrKr5/E/xZep7+H/hR9AooorE2CiiigAooooAKKKKACiiigAooooAK6/Sm3aZAfRcfka5Cum0CTfp5Tujkf1ruwErVWvI4sfG9K/matFFFeweOFek/BL/AJHO8/7B7/8AoyOvNq9J+CX/ACOd5/2D3/8ARkdYYr+DI3w38aJynjb/AJHjW/8Ar9l/9CNYNe66zdfC5davV1SKM34mYXBMcx+fPPTjr6VR+2fB/wD54xf9+p6yhiWopcj+41nhk5N86+88n0Sw/tXXbDT84FzcJET6AsAa9O+Nup+W+laHDhIUjNwyL07qn5Yb862tCuvhg2uWa6TFGNQMgEB8uYfP268fnXFfGXd/wnK7un2SPb9Mt/XNSqnta8bpqye5Th7KhKzTu1scDDDLczpBBG8ksjBURBksT0AFe0eFvB2l+AtK/wCEk8USR/bFGY4zhhCT0Cj+J/5frWn8MPBem6Xo9rrhZLq/u4g6yDkQgj7q+/Yn8Kk8VfDe98W6kbm98RukKcQ262nyRD/vvk+prOtiYzl7O9o9S6OGlCPtLXfQ8l8aeN7/AMX32XzBYRn9xbA8D/ab1b+XavQviHBLbfCrQdPhid2/0dWCKTwsRz098VwXjrwQfBd1Zxi/F2lyrMp8vYVKkZyMn1FdZZ/G66jt4LdtAjllVVTKXBXcenC7Tj6ZrScbxhKirpfIzhKznGs7N/M8t+wXv/PpP/37P+FJBNcadfRTpuiuIHWRcjBVgcivqCz16aHw6dX8Q20WkqF3mMy7yq9s8D5j6DP58V8++OvFCeLfEbX8Nv5ECRiGMH7zKCTub35/DiroV5VZNOOhFahGlFNS19D0H4uQxav4P0PxDEoBO3p/dlTcPyK/rXjNfQtlJocXwn0dvE6qbDyYshlY8/w/d56Vg/bPg/8A88Yv+/U9ZUKzpxcOVuzextXoqpJT5krpbnjFez+Bf+SKeIf+ud3/AOiRR9s+D/8Azxi/79T10kcnh6X4Za+3hlVWw+y3IIVWHz+Uc/e56YpV63PFLla1W4UKPJJvmT0ex86UUUV6J54UUUUAcrrjbtTcf3VA/Ss6rOoSebqE79t5A/Diq1fO1pc1ST8z6GjHlpxXkFFFFZmgUUUUAFFFFABRRRQAUUUUAFFFFABWz4em23MsJP31yPqP/wBdY1TWk5trqOYfwtz9O9a0J+zqKRlWhz03E7WikUhlDA5BGQaWvoT58K9J+CX/ACOd5/2D3/8ARkdebV6T8Ev+RzvP+we//oyOsMT/AAZG+G/jROU8bf8AI8a3/wBfsv8A6Eawa3vG3/I8a3/1+y/+hGsGtKfwL0Mqnxv1Luj350vWrG/GSbadJcDvtYHFeo/GrTROula/b4eF4/IZ16YPzofxy1eQ17T4B1Oz8a+Crjwjqj/6RBHtiY9TGPusPdTgfTFc+IvCUaq6b+h0Ye04ypPrt6ni4dlGAxA9jWz4Tje78X6PAWYh7yLIz23AmoNe0G+8OatNp1/GVkQ/K2PlkXsynuDW38Mbf7T8QtKBGQjPIfwRj/PFbTkvZuS7GMIv2ii+50vxoMt54t0vT4I3ll+ygpGgySzOwwB6/KK2fDHhDS/h/pX/AAkfieSP7cozHH97yj2VR/E/v2/Wur8RT+H/AAtezeKdTw980Qht1OC2Bn5UHbOTk+leC+KfFeo+LNTN1evtiXIht1PyRL7ep9T3rioqVWmoLSK3fc7azhSqOctZPZdi34z8bX/i+/3Skw2MZ/cWwPC+59W9656ztJr++gs7dS008ixoo7knAqCvXfhb4RXT4n8W60BBBDGWthLxgY5kPtjp+fpXXOUaFPT5HJCMq9TX5k/xeni0rwtofh2Fs7dpx/sRptGfqT+leN1v+M/Eb+KfEtzqPIg/1duh/hjHT8TyT7msCjD03Cmk9wxFRTqNrYK9n8C/8kU8Q/8AXO7/APRIrxivZ/Av/JFPEP8A1zu//RIqMX8C9UaYT436M8YooorqOUKiuZhb20kp/hUn8alrH8QXGy2SAHmQ5P0H/wBesq1T2dNyNKMPaVFE5wnJyetFFFfPH0IUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdPod359p5LH54uPqO1alcZZXTWd0sy8gcMPUV2MciyxrIhyrDINe1g63tIcr3R4uMo8k+ZbMdXpPwS/5HO8/7B7/APoyOvNq6fwD4ij8M+Lba9uCRauDDOQOiN3/AAIB/Ct68XKnJIxoSUakWz07WvGfgGy1q9tr/QfNvIpmSaT7DE25geTknJqj/wAJ78Nv+hbH/gvh/wAaPG/wyn8Q6m2u+Hri3lW7AeSNnwGOPvK3Qg1yX/CovF3/AD6W/wD4ELXDTjQcU3K3zO2pKupNKN/kdVL48+GxicDw1uJB4FhEM/jnivJ7PUrjTNVTUNOdraaKQvEVOdvt7jHHvXXf8Ki8Xf8APpb/APgQtH/CovF3/Ppb/wDgQtdFN0IXSlv3ZhUVedm47dkdvp/iHwz8T9Lj0vXY0tdVUYQ7tp3esbH1/un9etYq/DzxX4K1xNW8P+RqSxbgqnhipGCGUkfoawv+FReLv+fS3/8AAha6vRtI+KuiIsUM0E8C8CK5nWQAemScj8DWD5YXVOas+jNlzTs6kHddUcJ4jtvGOu6q93q+lai0x+VVFq4VB6KMcCotO8AeKdTkCw6Ncxqf4518pR/31j9K9mi1P4jBMS+H9IdvVLkqPyyap3118UrlCltp+lWgP8SSBmH/AH0SP0prEzS5Vyr5ieGg3zPmfyMjRPhlo3haAax4tvreTyuRETiFT755c+2PwNcr4/8AiNL4mP8AZ2nK9vpKHoeGmI6Fh2HoPxPta1P4deP9ZuPtGpMt1J2Ml0px9B0H4VR/4VF4u/59Lf8A8CFqoez5uepNN/giZ+05eSnBpfiyDwHr/hnRGvP+Eg0n7a0u3yX8lZdgGcjDEYzxyK7T/hPfht/0LY/8F8P+Ncl/wqLxd/z6W/8A4ELR/wAKi8Xf8+lv/wCBC1U1QnLmc/xFB14R5VD8Drf+E9+Gv/Qtj/wXw/410keq6LrHwy1+50Kz+yWgtblDH5Kx/OIjk4XjuK8yg+D3iuWZUkjtYUJ5dpwQPwGTXX+K59P+H/w5/wCEYtbgTX92hRvUhvvuR2GOB/8AWNYThSbjGm7u/c2hOolKVRWVux4lRRRXqHmCEgAknAHU1x+oXRvLx5f4ei/StnXL7yofs0Z+dx83sP8A69c5XlY+td+zXQ9XA0bL2j6hRRRXnHoBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVr6LqPkP9mmb92x+Un+E1kUVpSqSpyUomdWnGpHlkd3RWHpOrAhba5bnojn+Rrcr3aVWNWPNE8KrSlSlyyOg8N+Jtb0i8traw1O4hgeZQ0QbKckZ+U8V6r8WfFGs+HZ9KXSb1rYTrKZMIrbsFcdQfU14jZyrBfW8z52xyKxx6A5r3nXtT+HXiwWsuqarDIYVPl4leMgNjOQPoK5sRFRqRk43Wt9Dpw8m6UoqVnpbU4vwn4h8f8Ai3VRa2usSJAmDPcNBHtjX/vnk+grs/HnxATwpYrpNhcfatYKANK+D5Qx95sDG49h+PTg5Gs+O/D3hDw6NK8GGKSeTJ8xMsseerMT95vQf4YrxqaaW4neaaRpJZGLO7nJYnqSaUKKqy55RtFbLv6jnWdKPJGV5Pd9vQ6r/hZvjD/oMv8A9+o//iaP+Fm+MP8AoMv/AN+o/wD4muSorq9jT/lX3HL7ap/M/vOt/wCFm+MP+gy//fqP/wCJo/4Wb4w/6DL/APfqP/4muSoo9jT/AJV9we2qfzP7zrf+Fm+MP+gy/wD36j/+JrU8P/FrXrHVY5NXuTfWLfLLHsVWUf3lIA5Hoev6159RSdCm1blQ1XqJ35mfRPiufXdT0KHXvBmsM8Xl7mt0RW8xfVcjIYd1/r18kPxM8YgkHWZAR1Bhj/8AiaTwP45vPCGoYO6bTZW/f2+en+0vo38/5eh38Xwq1u8fUbm8gWafDvtlePJ9So6H1rkUFRfLOPMujt+Z1ubrLmhLlfVX/ItfFLxBqujeHdJl069ktpLhsSvHjLDZnr2/CvCri5nu53nuZpJpnOWkkYszH3Jr0/4s+JtE1jTdLstJvUujA7M3l5IVdoA5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El primer eslabón de la cadena de distibución son las subestaciones eléctricas por lo que su importancia es capital en los sistemas eléctricos de potencia. |
Semanas |
Horas Lectivas |
Información y Matrícula |
4 |
60 |
Info |
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Ingeniería de Diagnosis de Maquinaria. Análisis de Vibraciones. |
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) 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El ingeniero de diagnosis es un perfil muy demandado en todas las industrias debido a su formación especializada para predecir futuras averías en las maquinas, reduciendo costes y mejorando el rendimiento de las instalaciones. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
60 |
Info |
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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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Experto en Seguridad Contra Incendios |
![](data:image/jpeg;filename=300x150_cut_incendio_industrial.jpg;base64,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) 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Este curso permite adquirir los conocimientos básicos para el desarrollo de una carrera profesional vinculada a la seguridad contra incendios. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
60 |
Info |
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Auditorías Energéticas |
![](data:image/jpeg;filename=300x150_cut_auditorias_energeticas2.jpg;base64,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) 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El primer punto para poder saber donde ahorrar es saber en qué punto estamos. Por eso una auditoria energética es básica para realizar un mapa energético de la situación actual de un edificio. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
100 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 19 de Diciembre de 2022)
Cursos que darán comienzo el lunes 5 de Diciembre de 2022
Cursos que darán comienzo el lunes 12 de Diciembre de 2022
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