Cursos Plataforma Ingenieros Formación Virtual. Inicio: 15/04/24
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Certificados B.T. y Memorias Técnicas de Diseño.
- Curso: Autocad® 2022. Iniciación al dibujo para ingenieros.
- Curso: Proyectos de reforma y completado de vehículos.
- Curso: Adecuación al RD 1215/1997 sobre disposiciones mínimas de seguridad y salud para equipos de trabajo.
- Curso: Diseño de sistemas de evacuación de humos UNE 23585.
- Curso: Especialización BIM en modelado y gestión de edificios con Revit.
- Curso: Gestión del mantenimiento en complejos hoteleros.
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 25 de Marzo de 2024
Técnicas de Drenaje Sostenible con SWMM |
![](data:image/png;filename=300x150_cut_2131_drenaje.PNG;base64,/9j/4AAQSkZJRgABAQEAYABgAAD//gA+Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2ODApLCBkZWZhdWx0IHF1YWxpdHkK/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/9sAQwEJCQkMCwwYDQ0YMiEcITIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy/8AAEQgAlgEsAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A9/oopKAFopKWgArl/Glr4qkgsbrwrdQ+fbTb7iynwEu4+6liMqfy6n2rp6WgDynQvBWr6n8QV8Tav4f07w/bR2clu1paTLI1yzgqWcoAOjfXgU3Q9J+IPgLTZ/DujaXp+sacsjtYXkt2IjArEnEiHlsEk8ep5r1ikoA8vsPA3ivwt4Hgh8P6rA2um/N/frIAIrstjdHkjIHA54zz0zxDpHhHXtW+I+meKNT8Pab4di0+OTelrOssl27KVyxUAYGe/P17erUtAHEav4Y1K8+Lnh/xHCkZ06xs5oZmL4YMyuBgd/vCsrX9C8W2nxTPirQNNsr2FtMFkUuLnysHfuJ6ew/OvS6WgDzbxHpvjTxj8P8AXdI1LSNPsryYQi1WG73q+JAzbiRxgKMfWsj4g/Cq/wBcvtH1bRfKS9RYYdQiaTYsqpgq3uRjH0x6V7BRQB5jqfgjWrrxL48voo4TBrWlLa2ZMgBMgjC/MOwyOtc/L4N8c33gWHwjJ4c8PwxrCkBv5Ljc6hSPnwF68V7dRQB5Vq3hLxVpfjDw7rGg21rqY0vSFsHN3ceUZGG4Fu56EGl8YaL438a+CZ9PvNI060vkvIZYEiu9yuq53ZJHHavVKKAOM0vVPiBNqdvHqfhzSreyZwJpYr4uyL6gY5q34+8I/wDCZ+GH06O4FtdxSrc2sxGQkq5wT7YJH411FFAHnMNh8Sdb1TSk1e40/SLCymEtzJp07M95j+HBHCnuD6+wqGbw94q8IeM9Y1rwvYWur6frLLLcWUtwIHimGfmVjxg5J/H2zXplFAHlVt4D8Q39h4x1nWfso1/XrFrSC1hfMdumzCqW7k4XJ9veszxj8JdS1vwN4fj0/wAqLX9PsorO4XzNqTRgDKlu+GGR+PtXtFFAGfHaXK+H0so5zbXQtREsygN5b7MBgDwcHmvJdc8MeP8AxL4e/wCEc1nw/ot3dbgg8QyXC7lUNncEC7gcccflXtVFAHkXxI+F+qeI7fw1DpE6l7GD7FdzSPtZ4cKM+/Rjj3qX4gfDC88ReK9Au9LEUenxRx2uoIX25gSRWUAfxd/yFesUUAeZ+LfAOoeIvGeqXwSH7Dc+HX0+NmfBE+/cvHoODmsTw98Mdf0xPB01yIXurLU7i+1JvOyfn2gEH+I4QV7PRQB4br3wp8Raho2vi1WBNQufEM9/at5wG63kVlIJ7Eg9Paux8KeCb3w94+vNQ2xf2YdJtrKBg/zFo1QHI7fdr0GigAooooAKKKKACiiigBKKWigBKKWigBKKWigBKKWigBKKWigBKWiigAooooAKKKZJLHDG0krqiKMlmOAPxoAfRXF6x8TND00tHbM99MO0PC5/3j/TNcZqHxX1q4JFnBb2idjje35nj9KAPZ6K+d7rxj4ivCfN1e6weyPsH/juKzJdSv5zmW9uJD6vKx/rQB9N0V8wfabj/nvL/wB9mp4dW1K3/wBTqF1H/uTMP60AfTFFfPlp458S2ZHl6tM4HaXDj9Qa6TTvi3qMRC6hYwXC92iJRv6igD1+iuX0bx9oOsssa3P2adukVx8uT7HofzrpwQRkcigBaKKKACiiigAooooAKKKKACiiigAooooAKKSigBaKSigBaKSigBaKSuX8UeOdN8Ngw/8AHze44gQ/d/3j2/nQB1NZOoeJ9E0okXmpW8bjqgbc35DJrxPW/HGua2zLLdtBAekMB2rj37n8a53OTzQB7ZdfFXw/ASIVu7j3SMAfqRWY/wAYLQH5NJnI95QP6V5NRQB6uPjDb5+bR5ce0w/wq5b/ABb0dyBPZXkXuoVgP1FeOUUAe33fxP8AD8WnPPbSyTz/AMEHllST7kjAFeV6/wCK9V8RTlruciHOVgThF/Dv9TWJRQAUUUYJ6UAFFOETnopp3kSen60AR0VJ5En939aaY3HVTQA2iiigArq/DPjzVNAdIpHa6sRwYZDyo/2T2/lXKUUAfSmj6zZa7p6XljKHjbgj+JD6EdjWhXz/AOCvEcvh/XYmLn7LMwSZO2D3+or38HIBHegBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACimu6RoXdgqjkljgCsK98a+HbAlZtVgLDqsRLn/AMdzQBT8eeJ28O6OBbkfbbnKxH+6O7fhXhMssk8rSyuzu5yzMckmuq+IHiGz8QazDNYSvJbxwhfmUr82Tng/hXJUAFFFFABRRRQAUUUUAFORGc4UfjQil3CiriqEXAHFAEaW6j73JqUKFHAApaOlABRSZBOMjNLQAUUUUANZVbqAaie2B5Q49jU9FAFBlKnBGDSiNz0U1dwOuKWgCokUgYHGMV7jpnjrQF0+2imv9sqRKrlo26gc9q8ZooA9+tfE2iXhAg1S2YnopkCn8jWqrKyhlIIPQg182Vf0/W9T0pw1lezRYOdobKn6jpQB9C0V5z4f+JiyulvrUaoTwLiMcf8AAh/UV6HHLHNEskTq8bDKspyCKAH0UUUAFFFFABRRRQAlFLRQAlcN4u+Ilvocj2OnqlzfLwxJ+SM+/qfat7xfqcuj+Fr69h4lRAqn0LEDP4Zr54dmdyzElicknvQBo6r4g1XWpS9/eyyjsmcIPoo4rNoooASloooAKSlooAKACTgVLFDv5bhf51ZVVQYUYoAqiGQ/w4+tOFs/qKtUUAQxQmNiSQamoooAKinOIyB1PAqWqd7crbxSTt92Fc49W7Crp05VJqEd3ohN2Vxd6GZXRsgExt7EVbrltAuzK09rI3zSfvEJ/vd/8+1dLC/mRg9+9duZ4GWBxLov5ehNOfPG5JRRRXnlhRRRQAUUUUAFFFFABRRRQAV6D8NvEMsV6dHnctBIC0OT9xh1H4159U9neT2F3HdW0nlzRncrYBwfxoA+jaK8ctfiXr0BHnfZ7he4ePB/MYrqtJ+Jum3bLHqED2bnjeDvT8+o/KgDuaKjhmiuIllhkWSNhlWU5BFSUAFFFFABRSUUAZviHSRreg3enk4MqfKT0DDkfqBXzre2dxp95La3UbRzRttZWFfTtc/4k8IaZ4li/wBJQx3KjCXEf3h9fUUAfPdFdjrHw113TWZraIX0A6ND978V6/lmuTuLW4tXKXEEkLjqsiFT+tAEVFFFABSqMsB70lHSgC+BgYFLUcUgkX3HUVJQAUUUUAFFFFADXYIhY9q5jxFd4WOzB+YnzJPr2FdBczJErO5/dxDe/wDQVwlzO1zcyTv952yfavquFsB7bEPESWkNvX/gf5HPiJ2jy9wtp3triOZPvI2frXc20yOVkQ/u5l3LXBV0Ph+6MkD2bH54/wB5F/Uf59a9rirAe2w6xEVrDf0/4H+Zlh52ly9zp6KZG4kjDDvT6/OztCiiigAooooAKKKKACiiigAooooAKKKKAOt8C+JZ9J1WKykdmsrhwhQ87WPAI/GvZ68L8HaNcav4gtvLUiK3kWWSTHCgHIH44r3OgBaKKKACiiigAooooAKjlghnXbNEki+jqCKkooAy5PDWhysWfSLFmPcwL/hTP+EW0D/oDWP/AH4X/CteigDGfwz4ejXLaPYgZA/1C9/wpsXhvw7Om+PSLErkj/UL1Bwe1VPHWvL4f8M3l9uAeKMtH7yHhB/30QfwNV/AWvJrehwXW4FriMSkekn3ZB/30Cfowrb6vU9j7e3u3t87XFdXsasnhPQJI2Q6RaKGGCUiCkfQjpXFav8AC6VXaTSLpWTr5M/BH0bv+NenUViM8Fu/COv2bES6XOQP4o13j8xms86XqAOPsF1/35b/AAr6KooA+df7L1D/AJ8Lr/vy3+FNfTr+NCzWNyAP+mLf4V9GVi6/qdvp1nNc3LYtrSI3E3uB0X6k4pxi5NRW7A+YfE08tttsHR45W/eSqwII9AR+v5VHo/hO+1S2+0+RcrEThCkLNu9/pWbq+qz61rd1ql2d01xKZGB6cngfQDivoC3+MnhyxsNPjuLS+geSFWMSQgiJMcHg8jjj27V+gYini8twNPD4ON5PdrXXd6fh6I4ouNSblI8tk8FO1p5S6ddK+OJfKbOfWuXvLG78OatGJkdXXDruUruX6H8a+kIPit4YfTftlxdPakoZEhmjIkkTJAZQM9cGvOfif4/0bxN4XsrW2sLhbuZluEknQKY0yQcEE5yQR+vpXBlGIzL2/scRGUoSbTv0vvq/y2NKsYWvHcxrS3uJtjwW80kM6742WMkH1xV3+y9Q/wCfG6/78t/hWh8JPED3Gk3Gjs2bnTmN5aDu0Z4kQfz/ABr3S2nS5to5kOVdQRXzWY4OWDxM6D6benQ2hLmimfPf9l6h/wA+N1/35b/Cj+y9Q/58br/vy3+FfRVFcRZ86/2XqH/Pjdf9+W/wo/svUP8Anxuv+/Lf4V9FUUAfOv8AZeof8+N1/wB+W/wo/svUP+fG6/78t/hX0VRQB86/2XqH/Pjdf9+W/wAKP7L1D/nxuv8Avy3+FfRVFAHzhPaXNrEZbi3lhjXkvIhUD8TRbWtxeRCW1glnjJwHiQsPzFbHxw8TmWS30GB+GxPPg9hwi/zb/vmsbw/8Ttf0DQ7HTIEtDb2yYJeHLFTlzghgMhcdectXvUshrVcJHEResnt5dzF1kpcomqQT6LbxT6jbT20UrbUeSJgGP5V3Ph74cvqCi4v7xI4g2DHD8zH8egz171wXjT4nav4i0ifTLi1tYLedkBRUJZCuCwyTkHdx07GvQPg94mOo6HHaTvma2xbPk8kAZjb/AL5BX/gAqcXktXDYJYma1vZ6306P79HuONVSnynpOm6XZ6RaLbWUCxRjrjqx9Se5q5RRXhmoUUUUAFJS0UAFFFFABRRRQAUhIUEk4A5NLWH4r1uDQdBur64I8uGMuy5+92C/iSB+NVCEpyUIq7YN2PF/jZ4mN5qUGhwv8kOJ7gD+8R8i/gpz/wACqD4O+JGstQl0iRuGJuLcerAfOo+qjP1QVkeG/A2v/Ee9vdWM0cEbzb5bicNh2Y8hABzj8OwrT8V/DTVvAEsGv6XeC6tbWRH8zbtkjfPdehXpznvX38qeAjhP7Jc17S3/AJNvv6/hocV583tLaH0bG6yRq6HKsMgj0p1c34N1uDWdGgngOIpYxLGM/dB4K/8AAWBX8BXSV8BOEoScJKzR2p3CiiipAa7BELE4AGa8R+NHiJodNttFifEt832q4A6iMHCL+Jyfwr2LUpF8pYWYKrnLknog5Y/lXyh4o11PEnjO71O4L/ZZZwFC9VhBwAPfaPzr6PhnB+3xftZK6hr8+n+fyMK8rRt3MKIRmZBKzLGWG8qMkDvgVrSXaCC8uIbohLp/sqxSfPKsC7SOe2AEX3wRXUvpWm32r20VvpmnHSrx5ba0vLSWQtvZD5QkDNkOG2nkDPPUUtt4W0wQaNLNAS1ojTaupY/MpiM6A+nygrX2NTMKMrOSa8tPP8bq3q0jmUH0OXmu4kivJra6YQ3D/ZI4pfnlW3Uhgc546KPfkdqztQminvpWtzKbZTsgErZYRjhQfwruP+EV0y6sdEukTyUht1uNXwx/1TBpFYemQrJ9dvrUtz4V0uceI7e2ttl0bxU0sBicYjaUxj1yvA98UqeYYem76/5apa/LX01BwkzkPC+uS+HPEljqsWT5EoLqP4kPDD8QTX1PoFzErSWsTh4GUT2zDo0T8jH06fhXzZ4w0aw0iw0hbNR5wWSC7kDE750I3fgC2Pwr1D4XeIDe+FbNnbM+kzfZpeeTA/KH8Dx+FeFxLRjisPDHU1s2n6X0/H8zWg+WTgz2GikU7lBHQ0tfEnWFFFFAEc0ywJufOOeB9M/0pyOsiK6nKsMg+1eZ/GHxbJoOj29tZy7L2eZShB5UIQxP6KPxNdh4R1mDW/D9tcwEbGjDKM9FPb8Dlf8AgNdU8HVhh44lr3ZNpfL+n9xKknLlN6qmpXUdnYSzSuERVJZv7oAyT+ABNW689+MGrNpvgm7RGw9xttx/wM8/+Oqw/GowtB4ivCivtNIcnZNnhrXkfijxBq+oXkcZefLxGaTCQr2BwwPCgDPOO4NXY9K8PboXaZWj3o7x+fgBZWUqo5/hjV8n1IzXM2OjXuo20k1qiyBG2su4A0+Xw/qsMDzSWjLGgJZiy8ADJPX05+lfqE6VJS5I1uVKytfbS3c89N72N0aX4cktGf7byySL9oZz8rloyhK9SArFTx1DHtWh4O1S10X4hpBYOUsL9I4kDPnazKrISfUPgH6muak8J6zGT/oobCljtcHAHf8Az3rPuLS80q5j8+NoJh86cjPB68e4qPq9HEU50fbc/MmrXXXr8h8zi07WPsy0nF1aRTrwHUHHp7VNXP8AhDUhqeiRXA6Sok4HpvUMR+ZI/Cugr8tlFwk4vdHoBRRRUgFFFJQAtFFFABRRRQAh4Ga8D+N3ic3F1b6FA/yjFxcYP/ftfyy3/AhXt2sXsVhpk0877IkRmdvRQCWP5A18sxN/wlut6tfXUMst1cNviAJWNck4BYA4wAAM4HHJr6PhzDxdd4qovdp/m9vu3MK8tOVdToPDnxH8R6BoNppNl9l8uJcr5sBY/OSQMhgOmW5x0q/rvxg1y/0q5gS3tYYJ7fyWBiJbL55OTx8nPAI+YVzn/CMWJtPMSeYoVWcR7x9yUbYe3UPkH29KlPhvRJJ5pTfzy26zM25XDNHAIpCu7j7wMZB9gPWvoJUculVdWULu7e3XcxvO1rnQ/BrxKba4m0mV/wDVk3MAPdeBKv5Yb/gJr6CVgyhgcgjIr5LYR+EdX0bUbGcXEsRLTsrBkd1bDKpH8O0hffmvp/w/eR3mmIYn3ooBjb+8hAZD/wB8kV8/xJh4qusTT+Gf5rR/fubUJO3K+hrUUU122ozHsM184bnn3xR1w6T4R1SZH2zTgWMJHq/L/wDjoNfNEbtFIki43KQwyARkex616x8bdTLSaNpgP/LN7yQe7thf0BrzPSdKm1i8NtA8aMsbSMz5wFHXhQSfwBr9J4coww+Xe1npzXb9Nv69ThrtynZFy58U38/2cRx2lqsE4uQtrAsYaUdGIHU/p14ol8V6tM+ru0yZ1YAXWEAyAeNv93047cUybwvrEQDLZPLGYVnDxDcChBIP5AnHXilHhPX2JA0m64OD8nTp/iPzFeqlgLL4fw7p/nZmfvlW51e+uvvzsqm3jtmWM7Q0aABQQOvQH61Zu/E2qXgG+cIwnW4DxDYwdUCAgjnoo/GlsfDOpajDLJBGuYWlWRHOGQou4gj1PQep4p58I6z9okiS13+WG3Op+UFULMM+oCt+INNzwSdm43QrTM+fUbm5sILOVw0UMkkqEj5tz43ZPf7orsfhNqYtvFraZK2INUga2b0D4yh+uRj8a5Sbw/q9vC802n3EccaB3ZkwFBz19Ohqvpt7JpuqWl9EcSW8ySr9VINLE0KOKwtSjTs009u+/wCeoRbjJNn2Dody1zpcRfiRPkcehHBrSrB0SdDf3qRn91NsuY/911B/nmt6vyFq2h6YVHPKIIWkY8KO9SV5x8YfE50Tws9pA+26vcwpg8gEfOfwU4/4EK6MLh54mtGjDeTsKUlFXZ5L4k/tr4keM7qXR7Ke8ghYQQsi/IqgnkseF3HJ59a6/wCE+p33h3V7nwzrEEttNGTLGkox8ucOB6jIDAjjAasHwX8SLvwpoMGn22lWcq7y7vyskuSTjI4JwMc+o4qp4t+JFxrOv6ZqUen21vPYSFleMlmdCfuMe4xnjA+8a+4r4fEYiLy9UkqSVou+t1s36+nU5E4xfPfU+m68c+PJf+xLIDOz7Wuf++Gx/WvTPDeqRavotvdQvvRkUqT1KkZGffHX3Brn/id4cfxD4Xnt4V3XAw8PvIuSB+ILL9SK+QyuqsNjqc6miT18un4HTUXNBpHztpUulLYrHcX97azlyzNETsAyB0HfGfz9qsrBpE8bmTW7xSdxxIDhhjk5PXPHHfp71zbKyMUdSrKcEEYINbMPii+itY7ZorWWGNAiLJFnGABn36d6/SsRhal+ek27+a/DRnDGS2Zbzo67kGuakq4PO04P90Y9+tZeqmxfy3tbu4uJCzCRp+uOMdu/NSajr9zqdt5E0Nsi5BzGhBOBgZOeeD3rZs/BTXOgadO8siarqlzss7bAwYAPmlbuFHPPtWcbYa1SvJp3ta6fTyS9X2sD97SJ7h8KDJ/wiNhv6/ZE/LfJj9MV31YXhTTY9N0aKOIERhFSPIwdiqFU/jjP41u1+X4moqtadRbNt/ez0IqySCiiisBhSUUUALRRRQAlLRRQB5p8Z9UksfBlxFHkG4eO3JHYMSx/RMfjXzersmdrMuRg4OMiiiv0fhWMVgG7byf6HDiH74b2/vH86QMRnBPPXmiivpbIwDJxjPSvo34O6nJeeGbJJMkoslsSe4jIKn8pMfhRRXzPFkU8CnbaS/Jm+G+M9OqtqLFNPnYdQhoor85O4+Z/i/MX+Id1Efu28EMS/TYD/U1yOmX02m3YvIEhd4+glTcAfUe/vRRX63l0IvL6UWtHFfkebN++zVk8YaxkrI1u8i9JDCu5W+YbgfXDEfTHoKryeKdVl87fKhMrSO/yDkuULf8AotaKK2jhKC1UF9wuaXcLTxTqtlNdywTKrXdwlzN8gILqxYfhk9O9WP8AhNtZNv5LPAyGR5HBiHzlg4bP1Erj8R6CiiiWEoSd3Bfd8gU5dyDVPFOqavbPBdyoySFGfC4LFc4Pt949KxaKK3o0oUo8sFZEtt7n1F4HuGmsNAlb70ukRBv+Akiu6oor8fxaSxFRLu/zPTjshDwCa+dPHeoS6/8AFNbCSNHhtU8pEkPy5Kbi3Q88jt/CKKK9jh2Kdeo3uoO34GdbZepiLb6NDbLO1j5pRAzAjaGJDeh4/wBQf+/h9KiC6AILMiwkYT5SMtjJIGzLc987uO4A6UUV9Gpzv8T37vszGyPSfgbrMs+lS6fJkrbSeWp/2WBcD8CH/wC+hXsEsSTRNHIMqwwRRRXyWewjDMaqiuv5pM6KLvBHj3j74XW+q6hJdWEyW1+6tIxYHy5gOpbH3W9xnPoOteFzwtb3EkLkFkYqSOlFFfWcLYqtWoShUldR0RzYiKTuje8FWsd9r8VqLC2u7qQgQC7kYQq3q6qMt9MgfWvevC/hdZL64vr+6N5eE+VPOyhcgf8ALONRwkY9Bye/pRRXn8V1JwqRjF6Na/128luXh1dHfgAAADAHaloor406gooooA//2Q==) |
Las administraciones publicas están obligadas por el reglamento de dominio publico hidráulico a introducir SUDS en los nuevos desarrollos urbanisticos y facilitar un estudio hidraulico que justifique la disminución de la aportación de caudales punta. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
60 |
Info |
|
|
Diseño y cálculo de estructuras de acero según EN 1993 |
![](data:image/jpeg;filename=300x150_cut_eae.jpg;base64,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) |
Este curso desarrolla los conocimientos necesarios para diseñar estructuras de acero según los criterios del Eurocódigo EN 1993 (aplicable en la UE). El Eurocódigo para el diseño de estructuras de acero, presenta nuevas y avanzadas opciones de estructuras de acero más eficientes y económicas. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
150 |
Info |
|
|
Cálculo de la Huella de Carbono Corporativa |
![](data:image/jpeg;filename=300x150_cut_huella_carbono.jpg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD//gA+Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2ODApLCBkZWZhdWx0IHF1YWxpdHkK/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/9sAQwEJCQkMCwwYDQ0YMiEcITIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy/8AAEQgAlgEsAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A9/oqveXlvp9nNd3MgjghUvI+CdoHU8VwGqfGjwzZOUtFu784+9FHtT82IP6VcKc5/Crhc9Goryi1+OulSSFbnR72MZwvlOshP4HbXUW3xL8M3EO+S6ltmxkxzQtuH/fOR+taPDVl9ljinLY7CkriT8VPDYlKZuyvPz+Twf1z+lZWqa//AG5aS3ml+IZg6OBHaRKINgP97cwLn6HHtTWFqX95WLVKXXQ9LoryzSfFfikXNva38unJGrATl7iJZUUEZ3At1wCOmea2Nd8XwWWt2sY1KVYZHMTxx7Mxcf6wgBiw5+UYHryKcsLNS5d/QHSlex2V5cmCIiIRvcEExxPJs3kds4P8q5q+8W3dslrbw6c9xqE6ljHbI0yJj3+UH35GKxdQjv8AXdbuLHSrzTLsWcQ2vcwmVkJPO59hG7rgA/hkU228S3XgrVE0jV9MtUglwRdWSbBIScbiDgfUcYxVwoabXe9ilT+bNaXUfFyOklw2n2cMn3E+zSSyD6hW2g/8CpW8W3FsPKVDO4+9JMoT8lXoPxNdijpKiujBkYZDKcgiuL8YJa/bY5I5FM5GJEH6E+9eVjqtRQ5otL5HJiJSUbrQefGlzt4tIg3ruNVm8XamWJAgUegT/wCvWCAWIAGSegFa1n4fv5p0820lWLqSQB/MivJjXxNR2TZyKpVlombGha1qupXZiPkuiruZmUjH5V1abtg3kFu+BxVXTrCGwtVjjiSNjy+wk5P1PNXK9mhCcIWm7s7acWl7zErMbxBpyXpszJJ9oXkp5LAgep4xj3rTrO1TVdP0eMXF5IsZb5QQMs3fH0/St0bQV3a1y/HIssauucMMjIxT64h/iTp0TnNpP5WMhgykkc5wAT6dK0dP8feGtSkjji1OOORwCEnUx9e2WGCfoatUajV0nYdWlOk7TVrnS0ZrnPFupPFod0tjqlpaTI6xzSyyhWjBwSF/2yCMZ9azIfFHgvRYIZRqqzyqoAkaR7iXnrk8kdeRxVRoTlG8U36IzudvVK9ubu3eP7PYNcxnO8rKqlfoGwD+YrhP+FkTt4hNraiwvbO6+WxMchRt/HyyZyVznAOMZx2zjz3xJ441/W5Li1upxBb78fZogAFK8Y3dT+ddVHL6tSVnZLzJcke5zeJNNsyi6hL9hZztX7SQoJ9NwJU4+tXob+zuZDHBdQSuvVUkDEfgK+VSSeprQ0nWbzRLg3Fg0cdx0WZo1dk9duQcZrslk/u+7LUXMfUVLXgCfFTxUhbN1A+VwN0C8e4x3rU0X4v6pbSMurwJeRHo0YEbqf5EVyyyrERV9GPmR7VkUV4lrnxU/tRLYw6HaiSJiT9q/fAZ/u4xirulfGH7NC0d5oyDnINtJtBPfIOf51Dy3Ect7fkHMj2GivO7P4waFPKVuba7tkxkOVDAn0wDmrn/AAtbwx5TuJrklSPk8kgkZ6jt+uaxeDxC3gx3R3FFcnYfEfwtfusa6kIXbtOhQfmeP1rpba8tbyLzbW4inj6bonDD8xWU6U4fGmhk9FFFZgFFFFAHzhq2ueIfH01xLpGj3qIeJ/IuJpVI/u4J2gewHasu6+G/i6ztlnl0aYoV3Hy2Vyv1AJIr6btLK3sYfJtolijByFXoPpU5HFdqxrjpCOgrHynb2K2PUZm6FyOn0/xqWul8dlR4tvYgo3RsoZgMbm2KM+vYdST71zVe7RfNTUu56dFJQVkFLzmkorU1N7w54V1PxRcuLQKIkP72eQ/Kuf1Jr1LTPhjpNhAS80s1yyBWlZUIU8cqrAgHjvmvJtC8S6p4cmd9OnCLIR5kbKGV8dM//WxXp158R2s/CdlqLW8D394WCwJLkIASNx79unv1ry8YsS5JQ2f9anLWVS9lsGo+MdG8M3kejH7TP5LBpp7bYhzn7rBQMkDGcY6fWp7Dwfbt4le4vdUa+jkDTx2lwwY7HGDuRhxjI+YY6YxXjNzcSXl1NczEGSV2dyBjknJ4rp/AeuTaV4jM5t7m9aWHyfLiG9zyMd+AMUVMG6dNuD1tr5/5BKk4xvF6nuttbQ2dtHb28axwxqFRFGAoHauR1Lw5fXWtu6qPImfd5gP3R7iuzByM9KK+erUY1laR584KasylZ6RY2SIIbaMMv8ZUFvzq6RkEZx7ilorRRUVZIpJLRGfbaWYLozvfXcxycJJJ8oz7DrWhTJHEcbOeijNcFq/iq8tLbT9cuILi0jW4aMWbK372M7cs3TBHOM9aulSTfJHqaRg5bHTeJteHh7Sxd/ZzOWcRhQ20AkE5J/CvLri/n8Ta/arqdx9nSYhTtU4QZOAB+X55r0bxD4n0rT9HMtxIT58W6JRFuYZHykq3TnHWuAtPGmjRah/bk1jdzagiJHjKqhJUgt3OcDGf0FdNGhUkrxiehhKkaUG+X3tdSbxN4furfU0t7WwjisraHCSM6jzAOWZiTyck8Vxdj4v1LSrCTT7VopLcOWge4jDvD/u54H+TXU6n4vTxC1y/kusWdqwuc9Vx1/CuF1GwFswaINtK5ZWIJX+uK9DLk+aVKvG21jLF+1nSjOS0X3lOe4mupmmuJpJZW6vIxYn8TUdFSJBNIhdInZB1YKSBXuaJHmDY5ZIZBJFI0bjoyHBH403vVq0s/tIdmfYq4/hyTn/9VWW0yIgbJmUj+8Mg/l0/WodSKdjeGGq1I80VdGZRVi5spLf5uHjJwHH9R2qvVpp7GMouLtJWYUVJDBNcMVhieRgMkIpJx68VGQVYhgQRwQe1F1ewgopUQu6oOrHFIrRyAmOVX29QAQR+YFDkk7ASw21xclhBBLKVGW8tC2B6nFbOi+D9X1vUHsooPs0ywmb/AEpWjDLkDjjvmuj8BeOdI8K6XPbXdncvPNNvaWMKQV4AHJBGOT3617Hpmq2Wr24uLOTzIyAQcEZBGQRnt/UEdQa8rF46tRbShp0ZSSZ8/XngjWbbWI9KhtzdXjQJNIkPPlbuMMeg575r0vwf4Nm/seOLW9KtLYqSUaB3S4Ug8FmU8nqRz396reOvD+s6drbeLNDuJdyoPtMatyFXHQd1wBkfj9PSoX8yGN+PmUHiuPFYyc6UbNa/emNLUeq7VC5JwMcnJpaKK8ooKKKKACq97d29hZy3d1KsUESlndzgKBVivJvjnqV5b6PpthEQtrdSO0x7sU2lR9OSfwFaUqftJqPcTPNPEni8axqHmWtlHDCjOE3szsVLkjqeOD09c9uBi/2vcf3Iv++f/r1n0te/Fcqsh+0n3L/9r3H9yL/vn/69W9N1SOS/iS+hd7djhltl/eE9guTjJOPX6Vi1PZXk+nXsN5auEnhcPGxUNhh0ODxTbdtw9rPuenal4csLiwebTClnPYjZfQ3NzvPmEZCKwG0vwRgH071yU8ZtpjDc4hlHWOQ4Yf8AAev6Vm6fe6pfS/2XayKZdQuVyxVQ7uxwMuRkDPvXuvg/4V6ZoLQX+osb7VUbzBIWISNvYd8ep/SueWJeHjabubRxM0rHK+DtLvIL6xuLrQ5FtnyW324eaTng7XyVXpyAPrXpWpeG2vY7cafdnSVRxKyW8CZduo3duPy+tdDS15dXEyqS5upLqNu4yNWWNVZy7AYLEYyfWn0UVzmYUUUUAIeBzXL+Npbm28PT6nYXcUMtuudzRK+csBwT0Nbes+adEvhBGZZTA4RAM7jtOBivCtN8P6vqGvpZwWt3BD5+13CMqxqDyeeOnauvCUozbk3axvSpprmb2KdlLe6vc3EMrTXLzgu4Cl3Y5HTAJHJzxW3baFLFp/2hYLgWpYhROBn/AIFtPyj/AHhXqcEen6dpNxa215aJMokxJLMCdx53MRgjnkgY9qrT6XCL23u9Ik8q4udrzGOLdBcJkbi5xgnBJHOevrWtbFOd1D3TeOJcXex5JdWEbbY/IJ2N83kcA+meP1461oDwBqc9pHqNhkQSyqqIQxkVTwXwB0B/z69zceD4LvxHJDcxgWrRmaMwqRk5wQxxgdRgc8Cub1DxN4l04/2dbxyWsNowhUiIMTjgfNtwc44wBRhq+Ik7Re3c6pzVZJUkk+pxPirRJ9D1h7ORZHEYUfaGiKCQkZ49QORn2rc0fw9Lf+GTrVxdQWNtH+7jLZbewOP4eRz/AI1qXvjDXr60SzvLWH5Gy7NEUZsdjzgfhitDwhrGmLrl5pU7wQ2Fwm4wTIFRpOBxzjJH5111cVX5FBx26p39dOn4nJGjWw8vaNnDlJpEGWLZ5Cl8k/hUTKynDKQfQitzxIIrXxDd2qGzVUfCrGeNvXHPQ8+uc1Ws7NrqXAj3RqRuRs5U+xz/AJ96iOPgv4icfXr6HrKpFQ57qxmqzIcqxUn0OKy7nXorPUV8u2jmeJiJGdcEnjoeuQc8muu8Qzz6TYG5s7aOQZ5Un7vvtHXHfpXls8z3E7zSkF3YsxAxzTw+I+tQcrWi/Pc8vGYpTSUD06z1Ox1DbJBNC00iZ2kjzAO4PerMkMUoIkiRweu5Qf515MjtHIroxV1OQwOCDWpD4l1eFywvXfPaQBx+vSvKrZNUUuahUt6/5oyji42tOJ3F7baZa2TNMsNtH0EqoNynrwcE54rzu4eCC8L6fLMYx91pFAP6dR/nFPvNWv8AUF23Vy7pnOzoufoOKs+HLHTtR123ttV1BbGzY/vJiP0z0GfU8CvRweHqYeDdWbk/v/4Jz1qkZv3VYS0vBcTJFJACzHllbaAO5x9PSvY/hhZ3Uvhp71Axe1vC0AZ2VWTaN68c4PXHI3AVhaX4DsdGFnr6XY1HS/OMkk8cJbyolPHynGc9yBxz26+z2D2U+nRyWIiNpKpZDGAFIPsKeLxfNT5Vr/WxPs7JS7ktrd219As9tNHNEwyGRgRU9cn4Om05LzWdNsIbJFs7hVD2oxvUrxu9WGCCfUV1leZUhySsAUUUVABRRRQAlcp8QvDlp4h8LXIuIpHmtUaaAxnDBgP1Brq6bLGssTxtyrKVPOODVQk4yUkB8r6x4Ul0jVZbKS6iJj2kkAnIIDAjjngj0rFubGa2JLITGCAJAODXtvjnwfKmgxX8S/Pp4aF8nJkgDfuzn/ZBAOff0rgdA0xda12z02QAxXEqrID/AHQdx/QV79KcZ0udPbc6PYwlDmjucza6Bq99YvfWmmXc9qhw0scLMoP4Cr2peCfEmkWYvL3SLiO32BzIAGCg/wB7BOOvevqqKKK3hWKJEjjQYVVAAUegFZPie3s9S0K90u7lkjjuYSrPHGzlB2Y4Hr6+led/aEr7aHMo32OW8DfC/TfDyW2o3wF3qgAcMfuQnH8I7kep/DFeh1Q0uSFrGHyLpLiHbtSRWByB9O9Xq4Z1JVHzSY7W0FoopKkBaKKKACikqK5uI7W3eeVsIgyTSbsrsDK8Ua22haM9zEqPcMQkKN3Y+3fAya8guvEGqTQ3Mc+o3DfaCWaNX+UZIPrx9BXUatc/2pcPNdRq7OCFDfwKegHpxXJanoz2bu8JMsKk5OOV+v8AjTy7EYetWtJ2a2Xf+ux6GArULcst33M6FgkoJ6cjPpnjNeg+H/HUOn/ZrDULZPKt4/JFzGDuAHqPwFedgZIGM57VrPpV5KxkSLh8sQzAFfrk16mYRppxlN26bnqVIUJrlrO3zseg33xB046p9kEDXNiQp8+JirBvocdPrVv/AIT/AMO3SrGWuTnnaImyMc84rylIZI7tYnRg+4DaRzTIoL2CZJY4JldGDKdh4IrKjh6VSL5n+JhVwFBW5e3c0/Ed7af2vcT7z5ty5fheEB9R+NZZ0i71UL9iheeVV4VOdy8nj3FavjDRxNZ2/iW1QJFdYW6hGP3M2OfwP6fjXMaZqNxpWowXts7JLC4YYOM+o+h6V24WglTU6Urv+tCPbylT5H/w1iqwIYhgQQcEGu90+7hbSLeYlY0EYBBPTHB/lRdXnhLWVjuJLCWK5mUm6ljfHlk/xBAeTuIzwB1rYsPhfBcWMUtvrglgkO9XFv1Uj/erlzFUMXBU6zcWtTir04VYpVW4o4rVNQFzPJNGfLSOPCMygkd/fvx+NcnNpl5qh820hMzRp+9C43dTz78fjxXUeLtDvNCulsZ9zH5nUp92RB/FjqPx965y3up7SUSW8rxuO6nGa9Sjh4/VlGjbyObFTg5KFPaKsYTxvG22RGVvRhg0GN1QOUYKejEcGu70/V77VbqK2lt47qQBtjeQGbp0x6H0GM8Vag0MwW15FdQK07ho1WVNoAA4GP4cHj1GK4q+J+rJ+3snps73u7dkRToyqarY84oq8mi6i7SBbV/3bmNiSANw6gE9TTLTStQvpWitbK4mkX7yRxlmH4DntXRzxte5HK1rY99+GHi2PxVoD6Rfohu7WLy5AdoE0R4BCj0GAeMcj1rpbzw3DNFZ6fAqwaXCDmGN3Q5yD/CRkEbgc+ua4f4WeGdS8LWsl/qGnyrc6hMkCx4w0MYDEu/oCccew9a9XrxqzUKj9m9Clexm6N4f0zQLYw6daJCGCh2H3nwOCx7/AP1606SlrCUnJ3b1AKKSikAtFJS0AFFJS0AU9U02DV9MuLC53eVOm1ipwR9K8nufhx4g0LVre90Z470RSq8ZyEZSD/ECcY+hr2Sit6OJnSuo7PoaQqShseX6ne6rr14ul+I400y0hcPIkLEmQDuW5+Xnp/hXomnXlne2oezcNEnyDCkYx9akubK3u4yk8KSDBALKCR9PSsnSI5NHiks5LeV2aVmSRPmDjA5J4weO9ctSrUc7O3L+X/DhJqS0Rai0eK2eaa28u3uJiS8kaHnnPQnGferlvHPFGiy3HnELgsyAFj68cfpXE6t8QUj1E2+ngPDGu55dpJZv7oHpnAJ+vpVHT/imywKmoafvk7yQNgHn+6f8a6IYWpJc0UbvCV2uZo9FtppJUbzVVXVtpCkkfmQKnrH8P3VrqGnR3luxZnGX3dQx5ORWxWMb2szks1owooopgFZetSp/YNw0yshaPAU9Qx6dM961KgvLZLy2eBywVx1XqKionKLSEzywxueSVOe5Yc/nTmBaZ9oz8xPFWtQtpLO4minAJjLZYDHuCPrVGO5jkaJR5gVmIxnGMD9etfOcjTsZ+wqVtVsiH7DawziaOFFkI5KnIB9uw/CrEfG5uwBH51zur308WrSCGVkCALtU/L0yeK0NE+1TwzS3Ekj54RD9eT+uK9fFZdWVBYqrUvotHe+vQ7MRhqkcP7SUr6dS7KkbJvdVJQEqWHQ44x+NZ1ak0QeFkz8x5GOgIrM2ndtxg5xzXlJtpJsvLJXo2v1+46Lw7HbX9hdaRqKg2V2cZ6FXGMHP5flXn+o6D/ZmqT2U05doXKnamN3pj68V0MhKSBVJGzgdufWumsNbso9tz/ZkEuoBcGd2+bAGB29OOO1etgsyqYeDpqVl6XN5S9jJ1Jq6fboY/hj4fTXwiu7iP7Lak/Or58yRQc8DsD6163HGkUaxxqFRRhVAwAKg06WeewhluUVJXXcVXoM9P0q1Xdzyqe/J3b7nHVrurrsuxla/pEer6ReW4SMXEtvJFFKQMoWXHXsPWvmu3027utUTTYoWN40vlCI4B35wQa+qa801PwdJb/EqHXo4tumIv2y4k7K6g5AHXJIB/OvTwGLVFTUn0uvVGDVzf8E+C7bwrY73xLqEyjz5QTgd9o9ge/el8U+Gm1GaC4soV89m2ynOAVx1P5Y/GupjdZI1kQgqwyCO4p1eZiL4i7qa3NITcHdHhkd9mf8As+8gMzLKQSBwADxwB/kV6toUsF/PPqET7SY0gNvsUeVtyeCBkg7gRk8e3NUP7CsNUkvmSA219HO679mDtJBB/wBoHGQfrVzwxos+lwzTXT/v7naWiHIjxnjPc88mnOynaEbK2vr5Lob1qkZ3SVrfm/I0dav30vSLm9jiMrwpuCetXIZPMhR8Y3AHGc4qG5aQ7IkhLiQ4dt2Ai45NZVhd2tlqq6UskccjKxWCOPA47+3H8j0oS0MlHmjotf0N6imPIkZUMwBY4XJ6mn0jMKKKYZEVlVmAZvugnrQA+iiopLmCFtss0aNjOGYCgCSilooASilooASqmpahb6XYS3lywWOMevU9gPrVyuS+IkLzeGuIHkRJld2TqgAPOP09s0pOyuaUYKdRRfU8mu3eW8lmMZQyuXAHue1V7meEBnaVZHRdpG7ktn8yMd6e10sUe6VQYlIAQD1z0/WsaaTzZ5JMY3sWx6ZNexlqdVOo1Y+gxFayUUdrpfi2DT7GJvtcscxADpCDnA4x/k16J4J8TNr9nOJd2YpNsbuMGRcDn3IOf0rwOrUWpXsC7YrmRPk8sFTghc5wD1Az6dabyelFylBu7+7e+x5M8NFu63PpylrwvT/idr9kII5WhuIYwqsJFJZgOvzZzk+teseGfFFl4os5Li0SSMxMFkSQAEHGe3UVw18JVoq8tjmnSlDVm3S0UVymRQ1DSLPU1AuYskAgMDg4+tVYfC+jwNGy2Skx8ruYtz64JrZoqHSg3drUak1szC1jwzpOqSQTXVsQ8RwrRDB59cDkD34rhiiRtJmYOmccdfb+VeqsAwIPINeda7p8ek6gIUb9243xhu/PTPtXDmUZyjF9EEuaa5XqZjsqOVEYOOOSaikijm3O64PHKnGf8/0pSCBkg4PepUkKwuBwcjn/AD/nmvHUnciF6bvDQoyCM3Ai29MKDu/n9K6fw74dN1Kly8ey1Vs/NyZMdvpWdpGmxatq0ME3AzuYg4LAc4/H1r02ONYo1RAFVRgAdhXpYOgqvvy2OivU9pGKT06jhRTZHKIWVC5H8Ixk/nT69cxGSKXRlDMhIxuXqPpQyK6FHUMpGCGGQRT6KLAIqhVCqAABgAdqjuI2mt5I0laJmUgSJjKn1GeKlooA86fVdRh8UWdpdzBdVtX2OFXat9bnnK9tw546Z6dK67XfEFl4fsxcXb4L5EadN7AdM9BWZ418NT65ZwXOnSeVqdm2+BwcZ9Vz27VW1H+xvEuhR6br2p20N7AyGcRzKhjmxggbvqRXX7k+WT26pf1sb3jLlbMLw14rn17xr5txLIsEdtIwWIny0Gc/N7Y7nuBXdHUNNZpr0KxltoC7M0LKwTrj5gOuOlc/Y+BIND0fVItNuJJri9iEYd9oYL3APQZyefp6V02k2Mun6YlrLOZpULDzWJLMMnaST1OMZpYiVKTvT22FVlGTvEvAhgDS1i6jpN9NNb3tlexxX0MboS8bGOTI4yobjB571xWkeJvEmk6xf6frMsd08DKSMD+LJ+UgDjpXPKMY0pVb6LfvvYz5bq9z0+jA64rOtNWj1DT1uLdJNzNtC7M4b0PbHvV6OQPlcjcPvD0rOM4yV0SOZgoyxAHqaCqk8gH60MiuMMAR6EU6qAKKSigBaKSigBajnhjuIJIZFDRyKVYHuCMGn0UAeCeINFfQ9WmsJwJYxhkJyA6nofr2/OqkmhwvZJ9nO2U4fdIxOQR04+vp2r3XVtEsNatjDe26vxhX6MnuD2ryq8sWsLyayGX+zsY8+oHQ/iMH8awniMRhYp0paX2PXhiI146r3lucHcW8trMYpl2uO2c1FXW6/ZKulmYqDIpXJCjKg+/fr0rkq+oy/GfW6CqWs9n6iUk9h8cbSypGmNzkKM+pr6I8J+HYvDWiRWa4advnnkB+85HOPYdBXg/h+wfVPENhZopPmzqGx2UHLH8ga+lK5s0qP3YI5MVLaItFJS145yBRRSUALXCfEGWIzWUIJ85QzEdgpx/UV3dcL4z08Lfx3jIHSRQmSTwR26/55rkxrtRZrRmoT5mcrZszGQvllOMsTznnFXUxhQjZG75lIxke9RxJDFGT5ZJc9N3Ax3/U96iLTC4VQCISfTIx7+9eH8T0LnatNuOhqaZKLXWbWRCwJkUEY4weD/WvRZLpIIZZpsxxx9WbHI9RWB4c0OFbeHULjEs7APHg8IO341R10y6l4kh06Odmi+UMgPCnkk/XFenQ5sPR5n9p6I5jskdZEV1OVYZB9RTqjOIovlQkKOFXrx2FPByAcEexr00MWikopgLRSUUALUM9pb3SFJ4IpVPVZEDD9aloJCgkkADuaAKi6ZaxxLHDH5KKCFWL5VAPX5Rx+lMH2SxuIo5LrY0gCQxSTdcZ6A8k/nWHrHxC0DSRJGLsXNwoOIoBu59C3QfnXimta7fa9qJvb2XMmAFC8BAOwHb1ruw+CqVtZaI3p0ZT30PZ7b4haXfeIYtIsobm4eRynmoo2gjqeTnGATmrurXGjabrWmfaraFbi9mKJNgLggZyT35IHPrXz/a3VxZXUdzbSvFPGdyOhwQa1da8U6j4huLSXUJFP2ZQFEY2jPdvqcD8q655ZFySXw21NXhtdNj6BisVgu5J4HKLKcyR4+Un1HoanlhEgznDDoR2qro2qW+s6Tb39qSYplyAeoPQg+4NXq8XkUbxscbXRhS1BGyXADEEOjcqeoNTUJ3AWiiimAUUUUAFFFFACHpXh/jPMfiW/UFgWnLcnk8DB/U4r3GvGviJEieKJ2XqwUt9So/wrrwVvaq56GXP9415GLpmpNGy29wwa3IIwV3Y9vpWaLS31DxPDa2sbGGedE2R9cEgHH6n2p9s6x3cLv8AcVwSfQZr07wj4Ngh1NNclETfJutzE2VbcPv47ccfjXXUlTwtZzjF3kum1/Pz8zoxShT99dTrdL8P6Xo0SJY2UMRUYDhcufXLHk9K06KK8pycndnkNt7hRRRSEFFFFABWH4rtzNoUrAA+URIT6AdT+Wa3Kayq6lWAIIwQe9RUgpxcX1A8N1LxDBZusSJ58i8Haw2469eec1B4WjudW8WW4vFuB9oX5QkZI2eoz0Udc1r3Xwn1iW+ungmsYoDKxhUu33SeOxxgV6D4U8KQ+G7T55jc3jKFeZ/4VHRV9FruVDBYag4UldyVm+p0ydOEbR3ZuWdrFZWsdvCCI0GBk5qlDodvDrMmph3Mj5+U4wCRgmtSiuF04u11tscwUUUVYBRRRQAUUUUAFc547l8nwVqj7iuYtuQcfeYD+tdHWB4ysr7UvDV1Y6fbJPNcbUw7hQozknn6VpRt7SN+6Kh8SPneivSbD4QXzvGdQ1GGJOrrCCzfQE4FdE/wo0D7G8cb3QnK4WZpMkH1wBivelmFCLte53PEQR4nRWz4j8O3Phq8htLpg0jxCQso+XqRgHv09qr6Lo15r2pR2NlGWdj8zY4Re7H2FdSqRcOdPQ15k1foeifCC8u3Go2bPutItsigj7rtkcH3Ar1OsTwx4btvDOkizgYyOx3yykYLt/Qe1bdfNYmpGpVco7Hm1JKUm0JgA5xzS0zzV87ys/Pt3Yx2p9YECUUtFACUUtFACUtFFACV5j8S9HkW5XU0C+XKFRsddyg/0/8AQa9PrA8XaXLqmhSRxM++JhKEXo+OoP4ZrWjPkqKR0YWp7Oqn0POvAnhyy127mkvD5scIw8BDL1+6QwPs3H+R69b28VrbxwQII4o1CoqjgAV558LjdI+o27RxrAhVmYj5956DPcYB/wAmvSa2xs5Oq03oXjZydVpvQKKKK5DkEpaKKACkpaKACiiigBKWiigApKWigBKKWigBKKWigBKWiigBKKWigBKKWigDl/FmmaVcm1nvdEl1K4d/IQQAhlBBOScgYHv0zWvpWiabo0W3T7KK33KFYovzNjpk9T1rRoq3Uk4qN9CuZ2sJWbd61BDcLaW6m7uyf9RCQSo7lj0UfWrV9Zpf2j2zySxo4wWicq2PqKZp2mWelWotrOBYowckDkk+pJ5JrPUceVK73KVtpV02tS6ld3sjAZSC3jbCIn+1/eJ6+1bFLRTJlJy3EpaKKBBRRRQAUUUUAFJRRQBmXWjhp0nsbhrKUMWfykG2XP8AfHf/AOua0k3bAGILY5IGKKKdxuTe46iiikIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z) |
El Curso de Cálculo de la Huella de Carbono Corporativa, proporciona a su alumnado los conocimientos necesarios para que pueda realizar un inventario de emisiones de gases de efecto invernadero (GEI). |
Semanas |
Horas Lectivas |
Información y Matrícula |
3 |
50 |
Info |
|
|
|
|
Diseño y cálculo de estructuras de hormigón con CYPECAD |
![](data:image/jpeg;filename=300x150_cut_hormigon.jpg;base64,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) |
Tradicionalmente las estructuras de hormigón han sido más utilizadas por otros técnicos, ciñéndose más la profesión nuestra a las estructuras metálicas. Con los nuevos cambios administrativos, estas estructuras pueden ser un gran nicho de mercado para los I.T.I. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
75 |
Info |
|
|
Planes de Autoprotección |
![](data:image/jpeg;filename=300x150_cut_incendio.jpg;base64,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) |
La Norma Básica de Autoprotección exige que estos planes estén redactados por técnicos competentes, que estén capacitados para dictaminar sobre aquellos aspectos relacionados con la autoprotección, frente a los riesgos a los que esté sujeta la actividad |
Semanas |
Horas Lectivas |
Información y Matrícula |
4 |
50 |
Info |
|
|
Cursos que abren matrícula esta semana (comienzo el 15 de Abril de 2024)
Cursos que darán comienzo el lunes 1 de Abril de 2024
Cursos que darán comienzo el lunes 8 de Abril de 2024
|