Cursos Plataforma Ingenieros Formación Virtual. Inicio: 12/02/24
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Diseño y gestión de proyectos mediante sistema BIM. Aplicación con REVIT.
- Curso: Cálculo de la Huella de Carbono Corporativa.
- Curso: Diseño e inspección de instalaciones eléctricas de Alta Tensión según el nuevo Reglamento R.D. 337/2014.
- Curso: Realización de Expedientes de Marcado CE de maquinaria y productos de construcción.
- Curso: Adecuación al RD 1215/1997 sobre disposiciones mínimas de seguridad y salud para equipos de trabajo.
- Curso: Electromedicina: instalación y mantenimiento de equipos médico-hospitalarios.
- Curso: MySQL con Node-RED.
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 22 de Enero de 2024
Logística Integral |
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) 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En un mundo cada vez más cambiante las empresas deben poseer una organización ágil que les permita controlar y gestionar cada uno de sus procesos logísticos |
Semanas |
Horas Lectivas |
Información y Matrícula |
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120 |
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. |
Semanas |
Horas Lectivas |
Información y Matrícula |
9 |
120 |
Info |
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Diseño de circuitos impresos (PCBs) |
![](data:image/jpeg;filename=300x150_cut_pcb.jpg;base64,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) 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Existe un interés creciente por el desarrollo de electrónica orientada a controlar “cualquier cosa”. Cuando todo se tiende a conectar a internet, el uso de sensores en combinación con circuitos electrónicos posibilita el control de cualquier dispositivo. |
Semanas |
Horas Lectivas |
Información y Matrícula |
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Info |
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Finanzas empresariales para técnicos |
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x9eK9LmtxdgxsPnIxjZndnjbgDHrTLSdbe0l02WAP5pDRyAgOSoOELHnoc56kfTlyk0roR5td+HbizsDdDYUMhjynUMAM59OoHvz6VmyWH2eNZGBLN91SP1PtXssmhTmGKHyrcxBi8SMSfL3Y6HHJ4HNZes+Gg14bqeBCFO1igJH/fJPrWft0Uonki2E8hwqE/hUUsMlvIVYYYenavUYbM7ji3QDPy+WpGRnHeue8VaPlDdwryOGOaccTeVmX7PQytJu7eaNrG9/495j97HMb9mFF94fljnESEPIfubRxIPUHNYkZKHvzwQO9bum62iQ/ZL5TLCPuOD8yGujYyMSe3EZBQ5B/T61CSeh7V2c9vFNH5zSoYXwv2gDCbcfdZVGQTjr/PrT9F8DX/iu9EOnWnyAAGQjCDjqW707gcX5jEDJyR0rY0PxPquhXAeyu5IhnLRgbkf/AHkPDfiK9q0b4O+FdFKnWrp9TugMmKIkID6cGuxtYtL0mUQabomnwgnYQNrfgccZpOzHc8n074hm+hH9o6BbTFeTJCxhOP8AgQYfoK04/FfhiZ/KOn3kcjH7qSq459xgV6Y2q3BXPlQRBAMKLdepPP0HHv2prXT3av8AbdPtpUDYYNCCBzisZUYsak0ednWPCtrbfaZY5izDMQIDbj7+3vk1Si8WSXkm2C3jtLXgKTnMnT0OQOc13WoeBfD2q7biezWGU42PbsV+gKnIP0wB/TFuPBV5p9wHtpxeRlTlVQRyDvgKBtbjsM9OlRGhFeY+dsrxQyC3+cLukIzIw3BvcNgkY71Qv/Plu2FnArxp8v3V4P4ADoR2rR84wRr5UYF0+VSONdu31JIIKnjnIxjNRi8sdP8A9HeXLjlm2n5iep/p+FXKSjuEdWaodVO8qwQ4XbnOPfp60hupIcJy6kZ5OSB29ulImeSE34U8Yz0GarCATXPks20n7m44BOOOfyrhiro0luWYrjClfXseB+lW4JHRmkTk9hkkMMcjH4D8qzI03w7n27QecdvarUMxYAoh2ZweOQfpQ0JGksPnRxwn5HGDgjoCM5HTjj/E1SuY5ITh1H+8OQale4mglMm/KoAhDHOQPTP09+lRfa4TJLHHCWZ4irANnacghvyHSptdjT7GY0ccMglXPmFs5HUe+fx7elWoFWRniZZNrj5VQ8nPTHrzioLncIyQoznGcE/pU9sjid9xAYJkgYA6itKcmpIJbEcSufO3IiP12KM8jp1PPNefx2rSeJZNKX5dk7IpcZwu4YP5EfnXoaRAySSDG5iWOEwP6d65b7P5Pi/UbpeP9EgI/wB4wAE/ma66q925lF6ly/lWeUlFxBGoWMMMbI14Xt35JI4y1UT8+CSp7biQf1qSQHc6oVyhwDjOf1P51CZdjAblOOPnPWvP3NUOEbEjg54+hpSqo4zyc/KKgL4XK7Rx/AeKUsT8wOR7/wA6Vh3NC3mjfIcFQflJAzxn2NMui0RePerqz78gY3ce9U0kw4wwBAOcGnyOWXI4H1osK41ZBuPPtUhy/VgB9RVXfhgMd/SpOBjkZ9qLDJ2IYwSMd2R5bg+gGR+mR+FW2QwoETdlj8pHOD9KpxDcqDH/AC2jGPrkf5/r20oo98C7u4/Wuqg+hEwYA5RMmPcSgKjIz6+9VbmDzIDIRtK4BKLwMYwfrnml3uoYbSQDyf5cCpVYOiOdu05Rspj+X1rpMjodNke40Uu6uXiYDKEED+939duPrVV5ZJZpkO8KSMoyjjrx/L86paLdm2M9tvwj4JGe68DP4Mv5V1NrJpkd07y2wnlY5UqnH1LHjH+NcU48smjRPQ4jUNJ8uV42YhQxeIgYEh6cflWRdwvcaTJ+9By3JwOBxkc9a7LWL60v9q/vo5FJI2psVecABu/Fc7qIS2tl2QI4ZxuUrkH3IFZ81noaR13PMtW0s2UshjcOgYbWUjrWPIskEvzHDd8Gu61WaGWzz5CRAtuwijBx7cVjaZojazfW9jGC0szZZgOVHUn8q9KlNuOpjJWZ0nww8F3fie9e6ldrfSouJmPSQdxz2r3NPs1np66fpCLb2cQ2gIPvfXp/Osm0tZNI0q10eyjWKCIANtwMn37n/wDXUjyiztlkldvNJwIgCC3U5OR0x0pyklqJK5cgsDHFtmuHSBzvLjksBxyM8dO/TNL/AGhaQQeVHE07IxKGRicc5Hy9uvoaoLNLcBZpiY4DghRkbsY6Z6DrzzUE09ysz20MMnl7c/uV/h4yWOM9vWuSeJd7RLUO5JLrFzbSK0EKxqvClyBjnpyR3H4UsGtXACSS2nmIhL5DDuM9Bkk8VzrBpEMQieVwfm2A5GDjrVqOBpYlgOY2RsgOCOOx/OsnWqLW5XKjo01ezmjwZTbMGGUkBG3B9/6ml8yWGKUlsw5zjaMY7dD1JI7Y+lZuxXCxlUcBcksfcdPy/SqplNhMUt5Cy5yYpM7T1PB7HpgfzrSnib6SJcOxavITfvKR8s0i+X54BDY64OeWHT39z0HL3EE9jL5NxAgcDI5yCOxBBwRXZp9nvx/o6OkwKoYUUL5RJ7j8+arD+0FG1HaQg4YpAJFB9AT/AJzmtpwVRXJTsVYmKsGV9gIIOBmnfYftb4hcPKo5xxkc8r69OlV/ssZg3SSMz5/iYBcemPWlinPzLbkrwANgAz+OQDXLFWVjWWo+SBYysSMwLHtz+dWFiMMY3ck/ewMc0ksvmMskuI5E+Ybkyx9sj+tMlZ2YqxLAnHyjaOmeTnOPypNCTC6AaKPaSGCje46YPr+IH60X11FG77HYQIRGhCjfIAMDaPfGc037O26VjJHuhUOXZSV254GPqT/jTLdUIMzYeZuNz8nHoOw+gpy0QluQyfNCCAwAwcOwJzjGfz/Kp7KMBLhs4AiAGO5Ljjj2B/L0pkiqkilnyHzk7ehx0/8Ar05Jo4LR5JH2q7AdewGAP1NVTV5oG7Ia0ksYdWZPKGWCgYx+tc67rJ4l1W3kx50McUTA9isMZ/mGroTFFKqB/uSEK7HsvVvyXJrzPRtWN74n1XVZD+7ursuVPvuJH4KT+VddSN4MzW50cyKs77mI+Y9XI7++M/lUDNtkbDqAQOTV64j8l8AgHHBUD8/yxVE7sglsnGRznP49DXmmyGSAsM5Y56EjGTTCoCYAO3uOuDVqEGR0QyYyQCx7Zq1BAhXMm1hv+XK9hyad7BYykySFAz2x79qmZflCnJI6jtUxK7fkAUYGMDrUZGAQByBzzzii4IhK7nDZzx0zxTlGeCQBxkA05FDMBnA5I4z+FTkHAUKGc/KAMkk5/wAihjLGkwGe+tIsbS0wkY/7MalifyNT28hI3FSuf7wxRpk6W8k0rMCzIbWLb3B5kYZ6cEj/AIFSogFpJKpDNkF9uByT6d/X2rooR6kSY2XImUDAVuo449+R/hTFBELvkhh8wK8DI9//AK1PMgYKJFxk/LupS52ngjj0rqMiNJFhvfM37MPGxbdk4bcnXGDyyn8Ksz6itysMMrySeSdqSg7dvpnB98Z+lZ1/GZLS4CFOY4RyuBzNGOn1P86r29h5d08N0AisPkliIw/qrdyffHPrWFdLQuBrMSxYt29fSsW9c3EjPb3JR0UBAGxkc59sHj16VajdUje2hnlPlDchZDvB/ukY5/nisTVrgwxvMIQl3KDsUEgKMYLHsDyTzziuaNO7NXJWMW+na5hu2kZZHCbd/HJyBx+f867f4d6YLSe81SUKzRHyYz+pP8q84jEb6dLAr7mYMCx7tnJI/KvYvB0SjwbbtjG5mYtn3x/hXfFWVjGTudFDILk7pRxI2XcZyP0rNuLuOe6di7eRH2Zz93sPbP8AhWsN32ac7WXeoC7vnxn0bqO1QjSIZLNd4Ziz5wpyTzgcY46VjiHZWCO5Qtr57pmMsKyJgOxVeF54zxipIL6a55Sydk7EEDvWjFpVtZ2zMSVKA7yTwfwxxWezX1qI/wCzfOiMhzt3BVb3Kn/CuOyNLjYp7exklmv4riFC2VIiLc9xwRVWfzNZv4/7Kimgi2lS8iAFueNqj+v610csLW1kkmvX6vIFLLEkYGPwA/U1zsmqWuJs29ytuQchB94e7dfwxV2sgRLDZW8EqRxXbT3IkAYqxZQO+TnB/Dir0+nMyZjHzHuemDnJPf8AyKzltbKGCKa0lli3jIXcWGB1455Ga3rC6kBSOcKQ/COvQ+x96ze5RnW8F0kySKNsqqGUgYMi4zggcYJPfnj6Gtu0hi1GHzys0ZB2GNXI2EduP5981cYxJGZGwuOpJ/CsKeCznmaQShAe24r+QC1rTrOGhLVzItIomcSSoC5O0bgGXd3/AJ1YjhO5ggiVWzuXJAH0GKoBNqZjPGSVyMiPPU49TirsczFUJU7iPmyaTZVrsHhnEihbYOo+8wKgfmTn9DTrq3RVeViFBwEi3fKWPGScc88/hU4lBj+QklevGce5qNR9ptXUHAcFQ5XkH1APfB4+tO5NiWCCF9LEbITuJIU/KeOFP8z+PaslbV/tP7xHVCSEU9WP4H8q04PL+zxxxSuFjwu4jnjtUN1cLNGqFTv3BtoYjBHTOO/OcU7t6ILWK8hYyiFCxY9+4pJtzyCNAohj+UlR3p4/0aQ7mzcsAW3DhR7+9Vby6+w2zNJ5YlZTtVT0/wBrJxXVSp8quZydzA8ca4dK0SdIXIllU20eDyCw+c/gny/V64rwgqzaPL/fjvFcn6rgfrmpvEVu2tzeZF5gKjbGC4IJ64xgEE59+eM1X8GlVmurQcSTIGT3ZDnH5Z/KtuZNWRNmdvazJdp9mchZEGBk9u34jj3xTJYH8zax2McEl89DjH6VkSeZZ3TToTnaCUGRnGffrz19q2rPUrTUoiJGCyD+I5BB9COx/Aj+dcFWm4u6NovQr7GOF4yTtHPX9KU3DbFUDCqpCn65/wDr1pfYJ4nWWJhIuRsI5z82Me/J6DNVpx8iq8YA2rjjsAcfnkmsbooqeZudQF6Lg5p5gcECQbcqCoyOR1/rSou1sjqRirjwu/zzERR8ZZhgHHy9P+A44oYFPylJ2gZbpgDGfypJpEgRvMIDlck/3Rjv9cio73VbfTk3K53nBDEc9j8q+oIPNZlhFd61cB3UpbBs89/r6mtadJyfkTKRoWaXl1MLiKZYoVG1EkQtx+BHJ61rwK6qyyuJCx3bioHr6fX9KkSFYYgijgUE8cD8PWuyKtoZkE0hDgI+zsOBnPtnvRGsyQN80pjl+TLMQrHg49M9P0pCWZhIrSKhbaHVsgN6Y7c1OzSRoLa4IUQF2Ksncn5s+/H6VdhEVw6JbsX3M011BCATuOF3Sn8tq5+tUrzzJDGXkgDpuH3cZ75HoRjNXLyx8+6t7SWWcNaKZ5IygXZLKFwvTJ+RRnPHzCqFtaxNOsCwlbhdwcy5cZA49j69OhrKpC8kVF2RHPM0p8xNjsnDTMMAfT657GsjVVNrE6BNzzoMTMo+f29hyPf9K3Jbh3Cyy2jqgzGxjG5ducEHHII+lc/r8rQWrwyzAAv+6HG5hnnA6jH+cUQpqIXOOSZ45fLBAKyZyoA/lXvfgp93g3SyrYwrdPXdXz4MDMvZm6V7b8MNQW68KRW5PzW07IfoeRW7IO9Bnkh2tK8g3qdrNwOetWFtpjbwsG2hE9cA/n/TinRQotpI/mMZiSVB+6R1pwulSOGNYhI28qFxjocj69q5MRe6KiR6rZYsG53YwzYHUA5NRpsyJFjLGIiRAP6+xrVlZ3snMkbR/KeGrE0tpbmFo4sAlvLDd8D/AAFcpdiK/W4mnS0v5IXjWQzYxkq3p9Oaiuvs1tcBeCHXJ2jOKvW2nW39oRGNXA8oxfO2eeDn25zVHXtOK7HKMEc7d0XFNJNasDHmgQTvqtjAJEhB8xW6EetW7C6E6NBdI0MznzAdu0exXvjof0rV060gFntVlCMuCpcHrVK3triaIh7uEiJygjbbkDoDj8KhtbFIvJeZLWN1kypyGUEBh2NMECsTthkfBwS1wCc/99Vm+c8moxwSny5YgdjkEqwPr3HI961IrsCMBntVI6hkGR/44c/nS2Gc7JCw+eB0U9Njf0/w/lSRSMGxKChz1bgf4frSgCYCWGRZExldv9cVZtw5I+8X6H0HoQK9B0Yy1MlNomt7lY4TtQMWUqSqckEh+ucdsfhVdJTDvQyBtzlgMAHP585/pV97HJjzDF85/wBY6ggDOPzpFi27080qhXKhVAIP4UvYeYc5XSO5uGyAQuerAqOvoeenbpVgW62UfmCNpCF2+YTgr2AA9PemyusIjeSTa0YPzMev+PasnWPGdrY2rqrqMjB55b2A/DrWkKcY7Ccmye+vksbdGllCEJ6YZwRnkk9R0z6V53rerTapcMUYkZAx/IY9Khv9Uvtbk8/fvQttwex7Z9auadpZhIkfJOP8ioqVbaIaRPpdoTCfNQE7SHU9x/j3/Cub1GN9I16G7jTYzt5u0Y+8D8wH1Bz/AMCrs43CMUAHqDWH4wtgdIS658yKcEg9cH5T/wCy1jSladu5TWh0bwQ3kEc8ZLBgHRg2BgjuPXB6VhXvh+QzPNbyGOZc7Wi4xnn8cn6/hTfC+rLHEtlcPtib/Us3Yn+H8e34juK6aRA5Ac/Ric46nA44rrTTRnsccmqa7pMQZ7dpl4DNEdrD64/wqynjO4dGV7W6AAwQFUjpj27HFdSYljgZFJErOQq5IKDGMcjBznt6VFa6ZDNKlqoVnJ5ZsbQApLHGPapdGDd7D5mcxP4yvmHyWt6+7P8AAFznGeefQfkKjzruqWMtzEiQFZVjKsd8h3BjnJ/3fTvXVrZQZO2HAHU44qeKBI8sqge4FNU4LoHMcxpnhQl/P1GVpJD1UnOfxrpooo4IhHEgVF4AA6VIT2Xk54A5JoIYSsjqVbkYZSORnj8xiqE2NbAAz0qA5lR2O9OOCBg9eo/WpZgoOzIZXHDGoFRyVIlYkZHBBz7EUhCqqhfN34KEEFe575HbH41BcX0WnRvd3TZt4CJJcMcOc/KBweScCrEkioMrheNxIJGBjnd7V5r4q1xtYnSzs9wtIznJ6yt/eP8AIVS8wOutfG1nOr3Wo3W6+uHaW4YuuGc9hg9AMAD0FVbvxpo0V39qieR5lXG1Bw3pn6Z9a86FlJjLHGPSnG0G4AE89z60PlvuUkzoL/xxdTNJ9igWAO25m6kn6VzRuJbm4aWaVmkIOWY+1PaN4xjbkeoqsgIce9VG3QRN/wAsFBPqa774T6mItYn015Aq3C7kz/eHIrglG6H6HFWLC6k0i/tL+I/vEfeB0yAf/wBdMR9VW1wuFRBvkI6D+tLB5UV+YZmRnGGDLjB/E/l+FZWharb6jYW1/ZkEXKAg8cHuD9DWrchpF8wSqbmJ9sYjQc8cgdz2rnqw5o2Gty1qt55Nu6AlmIIJA4GenNZmmbobm0tt8arLEXkI7EjIH5A596nhaK6X7SEVpcAgPk+Ww68evFWpLIWximuBGxCYVGb5i574x2PauHbc0I3SZm8iyt0NyrGTzd23GMcflwazdY/4mNujl3ZVfDbmPyn3+hrprW0jNun0IyPcc1iahp8mnun2ePEk7kMzElTzxkfjSiwKNjaTWLRbl2FgWZc847HHp15qtDbxzzzMiSR3Bl3BwSA64xjH4/zp0t0UuXtRsQE7DcAlgOwHPA6/hWrpcTlI5JPmEeVU9TjjHPf/AOvSluWilcWcqOHuRgoPkdFBB74I7fUflUSONgzdNH6LtJH4EMBXTN5F1G0RZT2Pesme3ghlKO7Z7bHKDH0HFSn3A8JF/e6bFG+n3TIhcFR1HfOQe9dFp/ijxG8aN/ZhuD13plf5g0+C90bQFS30/T2vJGwoeQ8s2OMZ5/ICrTa3rEuPLl+zggkpHGAQB9cnP5V6cYtbsxbROviTxIIxv0aUAc4aVAB+YrNv/FPieNCY9HmAHdX3f+ginXGoanj5tYYc4AcnjjOfu4x2+tSWup6s8K4lS4UkYVkUkk9uzZ47ZxWhJysms+INSWQy7oQBlgBt4zjHr3qvFpE1zOHkcserHOfzrvDcWt5E5vrLygBy8J3Bee4+8OfQmql3oMlvEJ9OnW5t35G05/X19jzWU4y6FRZRs7eK2tvIDjklifftVxHBUZHPGeKzUmO7DphweRVhZlOAep9a5Giy2gKyfKvXHU8Cqevkz6BfRA4yi4AzyfMT2qxlWOT+HOainZWjBbHzSKCD04yT7d1qVpK4HL2kWISrAkYxjNbek+IRDILLUnYEcLOx4IPZvf3/AMmSTT0JDx8buwFYWqWr7xuQ88AH/Jropz1Bo9EV9g3qd3BwV6jIx+NSW7Jb3LTLl08qWMKn94pjODyOtec6RqupWJW3iYTRAE+VKcYx/dPat2y8ZaZM/lzStbzKcESdj0xuH9a6U77Gdjrbe6hFuIwjlhAy/Mu394zAsfcAAAVFvyfnDFduARjg9s5qrBqFtcx5hmilBXGVIP8AKpzMuc+XhS2cANgD0zTESW7x/bbUXDhIRMhZj6bhntUTTsxO0fODv5zhjn+dRPcKB8yjgEEtn8+3PSs661/TLNT9ovIQcDKI2efoMkfnQBfdTLgNhY8nAHOD6ZH+eapX2o22n2xlmZUQYxk9CPTHWuYv/HBupTb6VatLNI3DMOvvjv8AjWc9hLJJ9o1Sc3V31CdVT8Oh/lSbUdxpXF1TVr/Xm22iNFaA9WON/uf8KbqFtbS6lc3COEikkZ0jjjACgnOOOB+FThCzfO5UcDA/lUkduCp2x5xkjd61jKrctRsZaQW/O5ZD/wADA/pT2tbInISUHP8Af4/lWwsPl/wKBk89eP8A9dMMZKHKo/yj86j2g7GRJp0EsZ2Tsh9GXP8AKsq60e8g+dUEqdd0Zz+nWuknihOS8TIcnlemO1NVJFGYZN5H4GrhVaE0ciWwWOOG7e9S3+V+zKcfLAvT3yf610k1rZ33y3URim/56Jwc+471i6pp8tu8Yb518vasi9Dj/wCt2rojNSIasdP8O/F0mk3Q025mK2czgox6Rv6/T1r33T76dIfs6GGBzlpJm5IHXg/yr5Kt5vImBIBXPIr2TwN4zhlt4dO1GfaFXbBO54H+yx9P5USQj06OwM189xpsbGNF/fGRsbs9+ehNPL+dcGSBvXJHVDzj6nAqxazNLAluW8kDLMBwD7575qtd2yyZvY2NruXCMn973Hcf41hUoqWqGpaF6zaa2sRK8h5PRv1/n+lWZr154EjlhQ7gDwfWsf7Zcw2qzSW4eJ9xVou+MDleoFUn1aB5ldZlUoOhbaRyO1ckqfLuWtTQms0eZJIwqtCCCTjDD39e1aVjYh7UKsgGBjjvWJb6lbFtvmxN5h6tNwBnH/16tx6giwoIiCrKP9SpwOO5PHXAqUm3sMhuNImsrh5I7jJJJAXPAxnJ9utZ66dqeos89vGJY9xXzMv8xHUjHGM9K1stcxM88kUcBYbIiSd3cFj+OO1Xor5tmxHjiEZKmMyY2nuPf610wopK7WpLk+h5a9nZ2/Mw3E43NjCtjnB9cZqsLqS6leOwt1PzbHkA2ovpzV3Eeq6nY211LGbeUuuwE7TIBlVY+hxj3JxU94YrGKRGQokK/djXdtA9AK6iDNi0WG3d3ncXMg+YPj5QfYd60IJlmldrGIIvyr0GPu7WP4nNY7ak+qYt7VGtrYn5pJOWf2wOldDZW6W+x41G0Z2r/eH9OlMBJNLt3Ub8HA5wOB7D0/CoILCWx3TwTCMEYIkIKP8A7LgnJ+vUe9bCIWJxCDGQHA757jn+lIgYzEZKgEEHuDSuBzusaPDfwNdWiNDOmBJEx5U9vqp7N+FcqJHgkZJAVK8EE967q8YwywkKWeNPkHzEMvAKuewPb0JrH8TaZHNbR6lZB/JlXcu7gkdOfcHg1lUhdXRSZki4WOIOCM45HqPb+X40QGSdlB27OjHP3icZ/wA+1YbXhnlEUBJUfeYDhfr2HpVxJnjTbEpKrjAHNcji1uWbkUimBWJDHuP6VT1AxOyhlH3ewzVBZtRVAsUJAH97H+FBmv1O5oWYEYYDBB+vFCTAtppESyhlPzcAD1JrkE0srrV6GG6MTuFyAQ+GP5118GrhZEMyMhVixyPbp/k1kpsWVXnZlkY5Ac9e/H51SqSjFoqKuyvceGnkZ7i0jEcZboG2leMnv06/kahOi6hjZ9ukjK9QWOPp1rammaGAFXwxOPpSxyeeiuTtz1x3qfbVErj5Ec1LoGoOp3XauPdjVaLwxcTTKnmBnZgAAOtdmIwu1U+YkdqWcG3twYyDPKOB3Remfx/l9aqOIqN2E4pGLZ2dvpafZ4ArXLZEk2c5HoPb+dXCAACMEnB3evqKZL5dsCGJJUDce+e2KI5VmGRjAP61o7vUgYWG4gDJ6Fsc4q1AgC8k565NMWPJPy9T1qRSFOTgjGKmwyRmHlMT93vVLcWc7cBQRxirYO9SDjniqkkX2cBY3JDckn/GkBYkj3oOnPpVHyMv8pYEGrVqQzMobcox+dPlZY48quSTgUk7aAU3hLACYegDjt9aiiUQyiO6TzrZyN6Z6j1HoferaRuzljgIwwQDmmPCgVlPER6H+6apSsOxzOu6R9ilE1uS9rJnY39D71nWt5LaPlOQeqnoa7SAopeyu8Nbydz/AAnsRWZd+GMzslvkOeFjxncfb+ddVOpdWZnJWOr8JfEprCJbW+V7mzAwAWxJD/unuPavVNO1iz13T0msLhLqGPORG2JIyf7y9RXzHPp15Zy4aNgRyCvPHrSW2qXlncCe3uJYZl6SRuVYfiK0tfYk+prm6d42Fs6YMewB25H+B71lw24urjcy7wJFU4j3A8d/avINP+K+soAmqwQamnADOPLkA/3l/qDXe6Pcazq0C3oWXSLOQ5Qby8j+m3j9azqSUFdjSudTZxWtvMxlEY8slucAe3FdSJoJrZBHneFzkqcH/wCtXK2djLA5kjAjlkyWnk+eVznuT05q5HprzzKJvtE2f4mf069a4p4p30RfKXb4KAkk4kMLR/MsQ5HXg4H0/Cq729xM5mElnaJJ8yR3EoDlegP6Vcbw/B5TEQzxsvUpJ3xWVLpEiSEC6l/7aJk/qDRHFd0HKed67YLpIiv7FzEyMJAnYOvzAj8RXXagi3qx3qDZHd20d0sR/h3jJWiivQMzjtM06W7u50e4aK3t5Cu2Lhmx710KaKsUu6C4mWRRkF3Lj9aKKQF/TbySaCaG4Yl4TtJHQ57/AK1et1LMrZ+bcVPviiihgUdRhjcmIxK6jnYxIBPbJGDWbZRvFd6xod2qFo185TETsVuA+AR3BH4iiihAcxfWMVud0aAAsVcZ6t1zjHFZX8LNx8gz0/z6UUVxv4marYkjX5WLquBnoM56f408FPJMvzbgNwwcdyP8KKKOogMgYFGUMAOQ3Pp3/Gq11bolvuUBoj96Nun4HtRRQCKskDiFWWUmFhlVYfMvbGagt9R8qPylyQOOR/XNFFFk9GaXNmwvori5SCRHDnJLAg8Dnj8M/pSwzNdST3DY37tqg9BiiilTilcUhlxGoiMeMj0NQQxBUQ4+Zzk+lFFX0IROXCDkHAHFUZLk4BA+lFFStxi21zvYKQcmrxQT/I4BUDNFFTPRjRSlMkGETauTjirgVWjCuuSAM+9FFJ7D6la4ZVdVAKpg4C1YSNWh2EDBGaKKT2GZ0qFopEJGYznOOorUsHW9sYzIp3I3lFgeemQfw6UUVvT3REzL1mUBPLZSXztZhxz7DsMYrj7iMK/1oorenpKxHQ9B+F/hG01WeXVtQCzQWrAJB/eftn2r2x4dsyFtpcjj0UegFFFcGJk3UdxoWG52TMyIOASS/JYZwc1qosaRllXLPGDgjjOeaKK5Ch3mqIACXDFt3AHP+FQwWUk6F/NPJ9TRRVRBn//Z) 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La situación actual lleva a que casi todas las personas que componen las organizaciones empresariales deban tener conocimientos de las herramientas fundamentales con las que se rige el mundo de las finanzas empresariales. |
Semanas |
Horas Lectivas |
Información y Matrícula |
9 |
90 |
Info |
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Auditor de sistemas integrados de gestión |
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IAzHpuIIPFM2xhRiaP5TzuB/qaBEsUzocsSV44Of6mre4MAQeD3rP8sEfuzGQR2I5/SpYTIp2kAr7NnFAi0ea5zXtImadNW0vCajCMFe06f3W/pXQFqacUmVGTi7mRo+qQaxZieIFJFO2WJvvRt3BrQCgVg6xptzY3x1vSVzcAf6RbjpcJ/8AFVraZqlpqtil3bSDY3BU8FT3B96adxzgvijsZGoTC1sJ52QjYpOdmMfj+f515Poqm91eW7flmfC/ia9A8dXMNv4alMQVWkwvQ5/z1rhvD2I7iwi4BdyxqJbFR7npti8cC/M2OMYx+tT3DyKZPMjWSEkYz2HA/wAfyqugjFqHkj3gnaSDgjIP/wCr8aljEZb9zcbQWOY3GN3PPX6/pTRmWBCXiSWByrGMAbuvt+PNMNwokInjAOSMr1PTFLBdSEBLiHYzcFgMc4P9B1pgSWINGgEqKfmGORxn9fb1piNRSCoYHg08c1FER5YwDgcYNS5pAOFRvxMp9RUoqOYcqfeokXEnT7tPFMjHy08A4pol7kgqtOspeX94I4yowxPTrn+lWVFRXFjHdMd7vjAGAfQ1QikHhhDMu6WQFiMZ6nPH5YqyJZpHysO0dRnqRtP8jj86tpEkYwqgUy5t0uAAzMo5Hy0DK8w/0jf9oAUlfkB7hh/+qoZ/szF5DO53MDhVzyB/9arJhsoE85lBBOd3Jzx/9alF3axKP4cA9VyeBn+VAIhi+zi3liWOVkIO4Y9AOP8APvUWIhtK2UhUhmIOc546/X+lW21CMxSsmCYxnB47Zx69KdNeCMoEjMhcEjb7Y/xpoCsUQOD9hckEnIJ/zzSyy+bGA8EijoM9e+f5D86nN5IGI+znP168Z9OlQzXcm0qYSB0zn/61Idjzv4kuF0mBehM4x+RrlvCEzReMNIdW2l2aIn2IP+NafxKv/NvbW0DfcBkYfXgfyrF8NxO2vaMApLGfIxz0qUhvSx9AJHIkisGBUDBGT71WvEWKUybUAbvhev41VU/u8APwc52uP5Hr0q5GwuIDGSdy+7A/rzVAV1kOwKGwGPbt+IanbivA35yQcbj36jrUKASMVfA2glhuHH6UsTFJlwgJK5TBXJz3/nTQEjfNIvzAl8gD2/EH2qP90pIJUOD0wP8AChWBKFRtcfL0GFPTpmms20FQsisDkAbsEe2D60wHyFsoSVJYcHcAen1pCx+ZVJbpkgk8/maaJsPGJDlPu8q3P5ioHIj3Jg7emCM5x/wGgCbaWXJHGO4/+xqNmUdcLgYz0/oKHEZRSWRcr1JXk+n+f0qIOcfeYlSclT/gaQGhbXBIEbkbuoyRyPzqzWQzOHRkLHIBxuJwfzq/bzmWP5lKsOowRQwJiK5jUfBVnf30lylxPbGTl0hxtLdz9TXTEmgGpauVGTjqjzj4ilv7AjG5uZhn58jpxXEWdyItW045wEdQa77x9bmTw5Iw58tw33MY5/8Ar157qsEUFvZ3NuSPMQMQT0YUNXFe1j1q0ZipCy7DjjI4JqzIXRGaaFHG3aXj688dPpg1i6Nerfadb3CkEOgJz2P/AOutlMRQlvOMRBJIGSCOg4+gFCd0Q1YI9rMphmLDgFJO/GD+f+etK7qJd0qvBKQBuB+UgEcfmcUpkkbaCscqqcsU65GSP1Aq0JIzCHcYAHJbt65p3AlgZzGN7Kx9V71MDVeKJYx+7PyHoAcj14/OpqBEin3pJv8AV59DmkFOkG6Nh7VMtioksJyKlwfWoIDlQasCiI2tRQOetP2jdu70i1Hc+YICY3RD/efoBVEsr3bzg3CKwRDGPLk6ANznP5D86hmWLz3uHfJVCQq8kHnkH2zSMYi3zzPKTg7E6H5hz78/pSgfuxst44wvy5kb5gPb0oGkO/cxW6wQxSOhzIq56YOcfnx+NSFZd3FrEBk/M2OnSiSSKTycy5KkZCDIzuHP5r+Wadex72jxEZHVTtJIAJ6jP4gUAQF5RGBLdQKABkAg5+Xnt609QZWMRvCzEleFxggf5NMcMjEeVaRjtvO457cUplVSzLcxqvYpDkj/ADxQMX7SEdv3krHcQVPOADjiql4UtoncyuRjLFj0wKstK7I7i4kOHwAVxxwf6159498S/ZbY2FvITNJ94+gpNglc4HxDqJ1TXLm5H3C21R7DgV0XgiJZ/EWnh13GGGSXbjJYnj+tcSuSferC3Pk3SyjcVQYADEHH1FGyG1dn0R5ayNhYtoJyMxkfqD9adGWgaNsdTzkOOM46f5/lXhEPivVLZwbe9nRByFd94/Wty0+I2p2+DPFb3CjvuZT+h/pSuHKev3ilXWVCRvwv3yOvt+AqHzowzbJg4K4BeQAg/TFcXY/FmwaMR3VjNEQMBlYOB+eDWlbeNtDv2bF75BbJ2yOVGcY9OOnrVJoOVm8CshOcMwBJ+dG96fuRn+YKoAwUIXnntz71UtrqCYIYbpZFyPmWdWJ4/lUzLswV3MoUAthSD2P9aYhdrogXysp1/wBX/galmBCqP3g28Aru4/L9KgE00eFLOqjp8g6Y+v8AnFP+0TlSVyT6+X/9ei4EaNIrY3ZJHVyw/mKbJ8hb97yPvbj/APWqR7mTaCNwYjIHlk/5/wDr02S6lTgsvTvG2OlADHMYAH7thtwTlR+PTrTkJgcFMNgAnG0cU/7W+/aAh56bWz/Kka6kCqSsfKglue/4UgL8UySruRgfXBzipAaz0vf3gAVME46nP8qupIroGU5BoAwdbsTqOj3NqVkJZGxl889q8YuyTpsKNkPEzRsD2r3VQm4bliCjqd3SvJvG2jNpWryuqAW10d8eOx70gtcTwVrIglbTpmwrnMRPr3FejxTB1BWRlIGOOR+VeFK7RsHQlWU5BHY16N4Z8Sx30Sw3DBblBg5/i96laFuPU7WMksJVWNgONy/KR/nJpXcSnDsAjMGMco4xx3/X8aiiusox3fMRhcjOPyqUTDYEA4QjG3nj6H2qzJksEjxuPNLDcB15UHpwfqa0KxkK4AjyoGG/dHvn+6fpWujbhn1oHYkGafjKkUwNUgIpMEJbH5APTirYHFU4Th2XHQ1cBqYlPceBUV6hktHC43DDLk45ByP5VKKJlDQSLgHKng9DVkmcSAojE+cZwIkxnj/6/wCoo2gMW8rHcNM3ORk/4UiTkYKneHU/Kq7Vz65pQdr8KvoQMuf880ASwyhXBDKyYICRLxyRj+RqDbEEwyOSoBRZXA6cdPx/WppHATYzEOgyvz7d+ADz+NQ+WI4vNXyyMjtzjPPJ6etAxWmLsG3w7iAcohY9OMfnQtxIjZYykf7SBR1z/wDWqNmVIxucYTsX46+gFcp4h8VwWEJjhfJGRnrz7e9K4FjxP4jh0m3kPm75GztG7pk14zeXct/dyXEzEu5zWhdyXur3DzyLIwzwMHiqE0DwNh1Kn0NHmUmtiEcZ9aifOMda3vDvhy78QXgWJHW2U/vZguQo9B6muxv/AIWRrB51lqDgf3Jo+R+VFgulueW0ua6u98B63bcxxR3C/wDTNufyNYF1pt5ZMVurOaI/7SkVNmNNMqbqXd9RSbfw+tBU0DRLHcSxnKSMp9QcVrWnizW7NQsd/MUH8LnePyOawyCO1N5oGd1a/EzVIlVLiC1mVemU2kfl9BWxb/EuzlVUurFowOfkO4fzFeXbjS7vancOVM9stvGGg3W0xXkULldpE4YdffpW1bzQXUe62ubaU8Y8uYke/f6V88hvcipY53jYNHKVI7g4p6icD6LWGZSgO3aqnOGPWmJbS7Ru2jHTEjcV4Vb+JNYt8bL6Ugdmbd/Ote18f6jCR50Uco/EGi4nTZ6+YZickpn/AH2FSKkyjC7CM92YmuF0TxxZ6rcJazKbaZ+F3NlWPpmusBPdjTIaaLII29bfvWZr+lJr+mtav5W9h+6furda0Sw3HmAgnoajNx5JDDyfqKQHg2oWU+n3cttcoUlQ4YGoIpXhkWSNirKcgivXfFmgQ67a+coSO+QfK46P7GvJbi2ltJ3gnjKSKcEGhouMrna6D4uDBYLs4fpu9a7WC8inUMhRiR1rxHkcitPT9dvNPI2yMVHY0loDjc9laR5TzjdwRnkZFaMD7ox1Hsa81sPGkUm0Sgh89q62x8R2cqhfMAz+FCZLTR0QbipUfpVGO7hkAw4/Hip0cHoadxE6sRcHpgiringVnk4dG/CrkZ+WpjuN7FlTTiQQRUSj3p/HrVk3M0twNoztwP7x/Pp3pS3lmNlfcpXIPOPyHbmq1xdW1q0nnTpkMSMnJ59v89KzLvxTaKg8sFgoI3HGPzPApXGbaSFW3kLuIyVOOCT7Zqlf6pZ2agO26TH3PvMfzrg9X8eKqlI5gx/uQnP5sf6Vxl74hvL0kFvLjY8qvVvqepouVync6r4ku9UzDZpkA4x/CPqf6CseOxtbSQ3WpXEbyjs3OPoK5c6vdsmxZTGvZU4H6Uy3S5vZliRWkkc8KOp/z601ZGcoye7sdiviCxO5YInIHA4xuPYAdyatWPga61K5N/rSOgblbWMgHHYMe1XPC3hq2s0S6uoTcXYGVXcAsfPb1PvXWjBf/UjBJBJl69v6frQ9QjFR2JLazjsrSG2tLNooohgKjhQfrVqCQvuheMhcHJLg/h+tVo/kkDJDEG7fvMmnpBMjhkht1I6HJOR/SgoieIqxAzkHHWs3V9Pa7sj+73FeRzU/iC8l07ypo4DKsh2tg9D+X+cVi/8ACRTtwLCXPsCf6UE2OUl0iG4n2tDFgHLdiRW3L8ONJuYFlt57iAsoONwYD/P1rP1KRyzXGxoST9xlwcfjXQ+GdWW6sDbyP+9i6Z7igLtHI3/w4v7f5rS6iuFz0I2msC68M61ZgmXTpWX+9GNw/SvY5ZInQqHw2OCK4K617XLK7lt2mZijYB8oHI7HpSLUmcI6eWxWRGVh2IxTNqnoSK7OXXb+5jK3FvFMM/dktwf6VnX1vb3CJKlgkYb73lqwIPfjOMfh3pFqRz2w+opuxvSr8+nlH/dCTaeRkZxVdreZR91j9RQWmQcj1FAdvWnksvUYpNynsKYwSUqwbGCDkEV7fol6b3RLO5dvneIFue/evFrSzlvblLe3jZ5HOAq816JZaW9vaRxHTLsFAAdtwcE+tNGM7HbMW+ZfLjz9aidT5ajy0LdDz2qUQpIpLRlT6VX+yxugLAgjnFKwivMzuR5sY2r6HpXL+ILC0vogfJbzOiunVa3LtsQMoicLk9OtYz4V2QLKMjGfSi4I4W4sp7Jv3qEp/e7VEssSg5jJP14rsJYw25PMbBXdhx2rBvNHxmSIgA88dKLFJ9zJneN2ykez6GnQ3dxCfklIHoajeNkbDDHvTPoaRobVt4j1CBgFYkegNasHjS/ixndu+lckGYHIoLsTkmiyFY9Ag+IdzGds5GR/eQ5q+vxKborRk+0bV5hknk09HKHINCQraHrdv4zvbwAQmZmPAEcCgfmWok1S91BmiUXXmZwfNuFRfyUH+deYDUblgFMz4AwBnpUqajeIm1J5FUnOAapJGbU+h397p6f6y5voLUYxtjJJ/Nif6VwGr7VndP7Qe5Cn5cZx/OoZmnky7uxz1JNU2A9c/Sm7BCMlq3cjPWlAz1qRIHkPyox+grQg0q4KhxCxB/vcVBo7FW3tvNcbmCD1PWti08qzAaORwTwdvX8ah+wzxkAiNG44pXibBYM2BjIUetDuTdXOjtdfMTsAsrBlAPvWomvIudtrvXbkfNjn0/SuD5A6zH9KnWV95OxuRjk4qbsD0S21kHaZLRFySeHGfb8e1WW1m73lYxA4yed/OM8cflXnsFxIv/LH82rSt74AOWWNCOh3d/ehMR176s89sVdo/MH9xsjNZz6uoGfNVffIrFjvW3nLQgnk7T3rndWuDaXjBYUKv84Zs9+tCkLludPfX1hdrvubhWC8gb+n5VnxaxpNnJ5kEmH9QGNcsdQlOdqRqD6IKqYJ9aeo1DudtL4tgViP3hI9Fqq/itH3FUlOOeg/xrlzG8iA4+YcEUi2838KNRZjsjefxOzdIn/E4qnN4glb7sePqc1WS1cAE2jNxycmmy25cABFTHpTGrD21iVjyoGfeoJb5mHXNN+wuzYDDPp0obTblT/qyfpzTsVoQljJzihU55FTrbyRnDowHritBNLdgGVgR1oHcbpcxspt8bSoT1MeAa6yG482IObvUCT6MK52LTWDferWt7eVIgN1IyZ6Ot4zgkqMbiKhmu9q/c7ZoopoGZt1dL3Q4qsrI8bvs+Vc8UUUX1JtoPjhhnjDGMcjpQdHt5IcbQFYdKKKaM3oZV14StpAdj7fwzWRceD1SRB5q4bIyM0UUMFOXcybvQGt2IEoNZzWpQ43UUUmdEG3uMaEqeo/KlSHOOnNFFItIkWEjoV/KtjTfD9zfgMLpI19hzRRRF3ZE9I3R0Efw/hbY8t27A53e9aUPgzTIAAI97gdW784ooqjn5m92acfhS1CtghMEfdFMfwxZNFIxeVtozgt+lFFAIyrnSR5gMW3dt6tz06VVmsGRnClFUrgYHQ0UUDMyay6l5SQDxgVWeKD5M78r3z1oopAmN2xl9205zxzU8FrHJKAUHzZ5z3ooqSi3BZEEOEizxnr/n1qbVNJt5LQSzLkoRypweaKKaQk3cxbrRI4IFuYWBi7q/WtKy0+1uYFkEEag+2aKKY3sXBpNsqgbBUi6dFGDsVRRRTEh6WgXJJBJ9qc1hDIPnRG+ooooGyjd6VYIVLQkZ7ocUjaCrJmOZgOo3c0UUDT0KUlnNbclo3T3zSW88RlCmLHbiiihll2aCGNBOicgcjPWrMMIaIMGIB5xjNFFIk//9k=) 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Este curso permitirá conocer las técnicas y herramientas utilizadas para la auditoría de los sistemas de gestión más comunes en las empresas. |
Semanas |
Horas Lectivas |
Información y Matrícula |
10 |
175 |
Info |
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Diseño y cálculo de estructuras de hormigón con CYPECAD |
![](data:image/jpeg;filename=300x150_cut_hormigon.jpg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD//gA+Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2ODApLCBkZWZhdWx0IHF1YWxpdHkK/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/9sAQwEJCQkMCwwYDQ0YMiEcITIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy/8AAEQgAlgEsAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8Afa31tfoj28qyIecqf0q5JA0yYSRo2BB3L14PSvFrDUrmwm820mZD3x0P1Fd9onju3nKw36iB+nmD7h/wrI1Z3EYDAEggg4qQiRZByGTrx1plvKkyBo2DKwyCDnNPyVJ4ySfSmSSiUKwQggnuam4HH4UxeWAIHPal+YSABOKGAsh8tGfDNgE7V5J9hUOoWqXAhiKgq8oDAjrgFv5rVlDvY4IJA+7SOGN9Ao6BHb8cqP6mgEV4p7jTyFl3z2/r950/+KH6/XpWpFJFcRLJG6ujDgg8Gok/eFg6EBWwCe4x1/z6VVlt5Le4M9oVUn76EfK/19/cc/XpSGaYQAUhDAcAHkd8d6itL2O5JQjypwMmNjz9R6j3/PB4q0xBdRzyccD2pgc/d6NHfT3ciExzpIFVgcAjYpwfz61z7xzWspinQh16j/PWu2t0YyXTKcZn+vRVBH6U3UNNhv4dsgw6/cfHK/8A1qBM4qKRWiUAj6e1PcBowDg4I/mKludOksf3MqZAHyt2P0qscj7rdwcN9fWndgWAjAAq2fZv8ajEmLkhuMgYz3609JRgBuPc9/xpWUFvUHjB+tG4DiFYE/jUcsCTr5cqB1PUMM0PHtjYoccHg8jpTlYoRv4Hr1H5007BYwbrw2sm6SzfaQT+7bp+FYc9rNbPsniZG9x1rvozl5Bnv/Sknt0uAUljR4z2IrtpYycdJao56mHjLWOh59SgV0N94d2gPaMcn+Bv6GsSa3kt5CkqMjDsa9GnXhUXus4p0pR3RFilxTgM04LWxmIBinAUYp2KmwCAUuKcBTgM0NgNxShaeBilxSAaF9aUCnAUuKAGgU7FLinAc0mAzFOAp4WlCkjikykzyoGSFiVPGelWoLxGOH+RvXtWlPpyOSQMGsu4sHjOSuR6ivElA9ONQ6HR/EWoaRIDaz/u+pjblT/h+FekaF43sdS2QzsLe4PG1zwx9j/+qvDklkgPynK+hq5DeI5wTtPoazaNdGfSKlWYMDk9sU8DL7uenSvGND8Z6jpBVC5uLYceXIeQPY9v1HtXpmh+KdN1pR5MwSfGTE/DD/H8KkGrG2ifMWyQR3HWnI+6+lDdFjQAjpyWz/IUiRoZY59xJAKg5459fyot9nnXjsRgzAZ9gi/4mgSLigDnoaQKBx196cqgBWUKVPSnLwh5yCfxFAFSezjmUZXDKcqwOCD6g9qSK8ltWC3pzH2uAMD/AIGO316fSre0noepzUcgVmRD94gsP6/zpDFsP9Qzoo+eeQuc9fmIz+gq4V4ORWRp0c9jADbruhY7jb9AM85U9jz06fTk1sW00dzCXjOcHDA8FT6EdqYMq3VpHcxeXIu5T+nvXLajpUtiSxy8J6Pjp9a7dk744xUEkaGIrKNykYO4cH60COCUdKiMZWT5W24GeBx37Vu6no8lpma2UvD1ZepT/wCtWOp3SNkYOB/WnYBrO4jYMueOq8/pViMqygrjHtTAAQRj86cYgcMAQ2Oo4pgKsAB+Q7T7dPyp25kkG8Dae45pm545cH5gB9D1p4kR2UZwQcn16Gi4CuqsqMDwSMUy8sIruNldASR1I6VK0W5WK8HrxUq71A3Lkeq/4U02ndCaucrf+H2h+e3YsvJ2t9PWsh43icpIpVhwQa9D2CaM4IIYEZBqpd6bBeRAyJncQwPfpXZSxko6T1OaeGT1jocMBTgua1bnQrmKSTyk3oDx64rO2kEgggjgg16VOrGorxZxThKDs0NAxTsUoFOqiBMUoFLinbaAuNxTttOAxxSgUDEA5pcU7FKBSYCYpwXilC08DikwJL/wjE+XtnCn+6elcjqGmS2cpjmjZT2JHB+nrXrDhgpI5qG4tIbmDE0SsG/hZeK8OFZrRnqypJ6o8QvrFGAIG1j3FZhsZRuOMqO4Fetaz4IW52yWDrE6jmNs7W/GsCLw7e2UUn2m2dDux0yCPwrRckyHzQWpwaTTW5x95fQ1oWt+rspRykgORzgg+1bd1okc2Sq7H9RWDeaPNbkkoSB/EKznTa1LhWTO80Lx/d2WyDUAbmDj5/4x/j/P3r0bw/q1pqllJJDMj75XYjPIBJxkdRxjrXzpHczW/DfOnvWtpuryW063FncPDMvQqcH/AOuKyasaqz2PpONVWBFjAVUGAB0ApwQF19fX0rzTw/8AEwALb6vGB2+0Rjj/AIEvb6j8q9FsL63voUmt5UkRxwytkH8RQKw+IsSNwIxk5pzoSrZbgd6k43naDn3/AFphZSsqjHHUelACW4ZVT5Rt28nPOeMf1pXt9ziSFzFMOAw7j0I7j2/rVmKMuOwwORQVKP0oAhtrwNJ5FwBHNj5T/BIf9k+vseevXGasMvlookYE4A3njNV5YIpo2VlDI3UEZBqvDcS2dw8MyvNbqilXBLOmcjn+8OPr9aAL4TP1rA1XQ1bdPajDdWj7fUf4V0a7JYxLE6ujjKspyCPrTJEyp/znii4HAKuCc549adn5cH0ro9Q0gX0ImtmVLgAE54V/r/jXLl5bdzHdwPG6nB7gVVwJiqtgk4JFBt1YZ645H+NMV43dAp52kgj8KkJZCualjQ7YyL8pyPRv8asxyq6AklWPY8VCkygYc9ami2mIAEEADIpiCOMkZB56ZHWm7JUVQRuA447fhTk3B9qtjnODyDT/ADgrlX+Q569vzpgRMUe3bBwQK5LWIfK1WcepDfmAf512ixxywksvPNcv4ghdb2J3wd8QwR3rswUrVLdzmxSvC5jYpwGaUCnYr1TzRAKcBS4pwFADQKdinAU4CgaGbaeBzS4p2KkY3FOC8UoFOUcUmNHVKhdh25yambDLjZz0qC2ljm3GNw+w7W2nOD6VZAJIbn6V8+eyAQ544A7UjRq2dw3A9jUo9qXABGBQLcxLvw7a3LFkXy5G9P8ACudvfD88G7dFuT1Aru0bM+3HGM5p7oM4xnjoa0jVkjKdGL20PH77w3DcAsi+W57j/CuXv9BurQ7ihKjoyV75daNazjIXDHnK8H/69ZM3h1gpwu9fYc/lWl4z9TP34bnh0d5NAdsg3L69639E8R3mlzedp900Z/iTqrfUV1mqeCILoF418pz/ABKOPyrhdV8MajpTGQxM0a/8tI+R+PpUSptG0ayejPYPD3xKsr0LBqii0nPAcf6tj9e34/nXaK8TQvNGUbeB8wI5HavluG/ZDtmBOP4gOa6rQfFmoaTtNrceZbg8wucrj6dqzaZorPY+iImbz3TYdoUMG7fT1q0yqyHPsSe9cZ4a+IOl6w6xTsLW6YY8uU9T/st0P8/au1Vk8jKncvYg8EUyWisbcqu7gjmqoQCVxySEjGep6sK1FUquD0IJzUCLm7bgYKDj8WqRlVLcwuZrVgjNzJGfuP7+x9x+OamhliuHG1irrjfG2Nw/+t7ipXQo+Kp3sAliEifLNF8yOOCtAEluh+zxkg42g9Paq+oaVFfRDIxJ/C46j/EUWN2ypHb3C7WACq/8Len0PtWntXIVsdR1+v8AjQB59daa1tclZE2vzlhxn/GonE0YyGDgZ4PB/wAP5V3t3p8V3GVlUEZyD3H41yt/YvZybXQmNuA+Mj/61AzP8yL5VfMT9PmFSptYHYecnoferEaxzIMbWVl5HUGoRpyLI5jZo+428j8v8Ke4h8MTb8lwSPapjCDISck7Qw9j/kVAiTxytmPzFAzlOv5f4U8XKGRSpw2OVPBGP/100InhhGwgfKevHeud12CT7LbyMAVV2QH/AOt+FdLbN1WTjg4NUdciE2hXLDnyZ0fPpn5f55rfDy5asWZV1emzjMUoFLinhfWvaPKGgc08DmlxTsUAIBS4pwFKBQNCYpQuaeFpcVIxm2nqOKWlAOKGCOltokhD7FA3tubHc1OCeKizgU9K+ePZuS4oz14poOaU5xxQA+Pk/SpduTz3GKij4apFYeZgsASeB60APWMquOw4FSeVuA7ik5IUdTU8aFYx1NAyu1ujg70ycde9ZkumpKN3lnn2zW9GoyQfzpoiUZ4wOlVGbRnKnF6nF3vgHQtZ8IzyrbJb6ulxIqTR8ZHmkYZehGPx4615NrXhDWdAYzNA5hHSaPlfx9Pxr6KW2jjYMsY4yeOBz7VMY7UpiQqFbgiTpz2qotPcUuaOx8uRaky/LMvP94f4V3fhj4j6po6iB5PtlkTjy3PzL9D2+hrtPE3w78MX2q2weNrDzopJJJbfAGRtAO08dW9q8/8AEHwu1zQklvtOkj1KwjG4z2/3lX1ZDz+WR71LSTsXGV1c9v8AD3i3SfEdsfs9wqTAcwSHa4/Dv+FagRomzhnby0B5yerDqa+V7XVJLaZGfdHIpysiEjB9favTfC3xRu7J1TU83luyqvmLjeoBJ/Hr/wDrqdirX2PZth8zDjk9Kgmg+UjhhjjIpml65puvolxY3KSDHK55X6jtVmZRGATnGQPXqaGIoC3LF0kUFGHKn9RR5s9jgbXmgzjGcuo9j3Ht+XpVwkFuOCaV4z5ZwO2RmgBYJI541kjcSIehHSsjxDERYo3BAcHHfoR/WrPkPD++tCFkydy4+VxuOMj+vWqmr3iT6dIjKYplK/u2/wB4cg96QzmQrBg4yGx36/mKmSV1Yk4PbB/xH+FAB43U7/HnFUmIswzB3zjHHJ//AFf1qTyoJixkRZBng/X0NUXhyMg4+nWo2+0wlpImDE84fPP4jmmI0P7PcODFL6gK/I/P/wDXVC/Ews7+KWJlV4gRjkZU56/Wp7TU3nb94pUo2OefxyP8KvpMl1G0f8LIynPp9aqLs0xSV1Y87xSgU4oVJB6jilC5r3zxhAKcBTgvrTsUANAp2KUCngUhobilApwWnbRSGMxTgOKXHGKcFpMDfPpT4xwajA6mpY+BXz9j2R+PSnZyBmmk5/DpS84waAHpySaeqKzqzqCVOQSOh6ZH501SFQcdaehwx4oAsoCec/SpEdyzKY8KPuncDu461ACT93pUw6kjgkUDJs7VAB55zTM/J75pgZgeTT15OSTQIljT5sEkEc8VHewBjbDb95+3sCf6U+MYbg9qSUlprMZ/5aE5/wC2b0hrcgu9OjvAolBLopRX3cqCQT/IflTtJWTTLoZlDREbcnj860SmM5HHtUTRqwGeucUxPaxzXi34eaHrrPcRwiyu3G7zYANrn1K9D9Rg145rngrWfDkjSBDJbg582L5lx7jtX0IqsgIU8dSp5H5VXnt0nyMbD78qa0Ti9zC04banzpp2v3WnXCyxyvbTD/lohwD9fb61614Y+LEb+Xb66gHpdRjIP+8P6iqviPwBp99vkWL7JOed8Q+Vj7jp+Veaal4a1bQpsmPzIOvmJ8y/j3FDg1saRqqW59N2U1tfWwu7aZJo5AMMjZXjPT8/0q3tIUnPGK+ZNC8W3+izhra5e3JPzITmN/qOlevaB8TtP1SIW2pbbC4Zcebn92x+v8P4/nWbNLdjuFHyqo7MQfzJ/rWfrdmkthKGQMUUt+VaNsUkDbJFkQEEMDnPAOc/jSXsWbOYHvG2P1oEcGsDkZhuXAz0c7xn8ef1pC1wp2yQrIuOTGeT/wABP+NTqcKMU7p9Kom5Cl3AWKtII2HaTK/z4P4VaBUrz0xUa9drDJJ5IGB0/wDrVGLaEMfLXyz/ANMyV/PHX8aGhpixIFuJTggsQwH4Af0qTyuhUYYdOcVXZbmKRpFmWQFQMOuCcZ7jGOvoad9swo8yJ0PqvzD9Of0oGUdQ0sShpYF2PnJz0PNUjplyu87AdpwcGugiminV4o5lcheQD834ipiBksQc4BJ/X+lbwxNSGzMZYeEuhyG3BwQR9aUCuqFrDK4yoJyR0z1qrcaPGcso2n/Z6V1wxqfxI5pYRr4WYQWngVdfTZVYqhD459DUBidG2upU+9dUasJ/CznlCUd0RbaULxUqRlj71pW2mQFiLu7ETZ4VBuJolUUdwjBsygtSKvHQV1ljpejxkjzTK56B8cflUk0GgxOFlDK4HIViBWDxETZUWYw6U9TxUa8CpRyK8jY9EUZznNSDk81GDTu/6UATAcCnKQaRQNtIjE0ATxgjvnmpx3quhwKkDYoBisSCKmXJxxVcnLD2qxvGOPyoAkjz19qikAjltUjUKqHAAGABsbipVZcemailk/0uBfZj+mP60Ai3G8gB8wgnnGKdntjIzTEYBlHrmkDEenXNADwM7vcHpTQoOc8ZWlMu4NgYJBApMFRySePr1NACTwBlYFQyE9D0rHudEilmEkZ2YBBUjIrb3HHXvQBzg9Caak1sTKKlueY674CtLzc8cPkSEkb4h8pOe4//AFVxGr+C9f0CL7QIDNajktF8wX6jqP5V9AxR/IwB43t+p/8Ar0gt0ibdGAufxFXzqW5CjKGzPA/DXxD1Xw5IFglDW+ctbTcofp6fhXr+g/E7QvEgS3mf7DdsMeXK3ysfZv6HFeffE/w3Ggl1GG0CMJGZ5I0wGBxgnHTnNeXWwJzz0NTa5onfc+iojwc/hUgboTWZYRwy2ULogQmJGPlkr1Ge1WzG4UbZnAHQHBH+P60CuidXXzjk44AGeO5p6jDmq3+kB1IEb8HnlPT608TMjEtFIB3Iwf5c/pQCQ6ZeQFB5OeKZgg8io57qMDPmbCT8ocbf0OKeZt2D+VCBjfKjeUrLGrA88j6/4U9onjiKQ3EkYIxgncP1zio/O/fcjqPz/wA5qcnJI56UxDkknB3NsfIByvyn8jn+YpWulOVffGcc7ug/Hp+tEaDy+DkdM1GCRJ68HNA7snV1k2uAGzkAjv8A5xSSxq+AeR6GoCke7eY+Qc7l4P5intuCfLJk46OM/h2oV1sJ6kJs8OdhKq2On+fpWXcuEky4AKHnnrWuZnQEtGTtGcoQf51zevyf6U20nDqG5Uj271vSnJuzZnKCSuhsmuvbykwnaTxxVVtXklYs7kse5NYku/PXJpq7sd63djI9LU8VMvSsSLV40Y+dHPHz/HC2B+IGK0INStJvljuYXb+6HGa8+6OyzLw6c0oBJGaRWylKjhhnOKQEuSF4FNt5BJGXVWHJHzKQeDj+lHmjBBPIp4OVyKGFiVTn8acSTUEkSzRNG5YKwwSrEH8COlS4O7PagGPPBFTKMBSO9RU/0FAD/rTPvXsY5x5T/wA0qQnIxURyL2P/AK5P/NKARZRtrAg8VKTvwBVYnoKVc8UATkEdaUHJH0phJIGaXPXntQBMB8o5BpDuw2MFuwJwKbG4wATz1xTy2CTQBEjjLr/tensP8amAyMnrVeEgSzAf3wf/AB0VaBwMe9AEEihwUZQVYYIPpXG658MtC1NmmtojYXB/jgHyk+6dPyxXa/NuwcH36YFL2oQHE2dubK0htXcM0MYiZh0JUYz+lWV5Wm3Py3k4P/PVz/48aQHCGqJZMeA4Vjyc56447ZpN3OD60zf1/CkY/N+VMQ6cjyx6bl/nioPs0RUMsYXv8vBH5U+7ObVz6DI/DmlQ/IaCmQtCu8bZHXjsQf51MPM5JZGPpgr/AI0SYKgkCnADd0osJMIZWUMDEcKcZQgj/Hv6U15lVwdxUZ6spA/WljOJmGT0B+v+cUSA7sg0APMysvyndn0pQ6lAwFQGJWbcyKSe+OfzpEjAjPzupBx1znH1zTETqQV4NY2uRRPbxSygjaSuf8/StRd4JVWVu+COfz/+tVDUwZLGZWjB2kMMHP8AnvTi7MT2OeX7MowQCD1qwlxaIuBAmPcVQeFh82CM0iMQMYNdBkdmjZ6etPe2guFxNDHIPR1BqvG2BVlGyRXIdF7EX9lWif6qN4c/88JWj/QEClGn3Mf+p1CYAcBZArj+Wf1q2CMUoJyeetKyHzMqqurKT/x53A9CGi/X5qjkv722hdrmxlEajLNC6uB+oP6Voox2j171Hfc220/xSIh+hcD+tK1hphDq9qEUyyPEf+m0bR/qQBVy3vYLhcpLG/HVGBpVOBUUllaXBDTWsMh7F0BIoC6LqurjKnIqQdeuazF0yBT+5eeE/wDTOZgPyzj9KkW2uov9Xfu//XaNW/8AQdtILI0ZEEimN1DKRyD0NRuf9OjBPPlOf1Wqok1GM/ctpR672j/TDfzqI3VyL3zJLCYqE25RlYdfrnt6UwsaqqQoy24+uMVLsO0HrWeurWo4cyRD1liZB+ZGKtw3dvOmYZo5R6owb+VArMlYgKcnAAzmgHHXmglGU4w3GKYybhg5H0OKAJAc1JnkmocEYp4OVoAbH/rJiP73/soqdTzxVRHInkVh3B+nH/1qsg4osIfklsjrQSCppgPP50vSgZymoqE1W4A7N/MA1DuyPqKn1bjV5/faf/HQP6VVB4FWiWPyecn+HijJI5x+FNz0+lICCB9KYiWbmFl9QQaigctHu55FPGMfWobf/VKp7cUkN7E7sNgHqf6Ub84btTP4c0ZBApiHeYPPX0Kn+n/16kZ8YqsxwUYjgNz+RFPY7vpS6j6E6N8gNND4Zvr/AEpinAqMsRLnd1HT/P1piLG4blPrUM0YYsuOHUg/5/GsvVvEGnaM8Avrjy2mJCAKTnHU8dOoq8blJYI543Vo2AIYdwen9KAOWF8hcoYsnPSrkUDzJvW3IBPrVj7LdNeuY4lWEtkNtHNbcWq6Vpka299dWkc2N22aVVbB9ia2bZi97FZW5qwp9OtFFcp0kwY5znj0qZeQCaKKaAbNI8ajYASXVTuOOCQDRdEsYEzw0y/p839KKKGC3LTzLHLHEwOZM4x7DNTAiiigB4POakz60UUgFzgU3uKKKBscMZGOtJJbW85Bmt4pD/toD/OiihCvqNXT7dP9X5sfskrKB+AOKSNJ1uXRbuQhUVgHVSOS3sD29aKKAuyYNfo+4vbyjpt2FP1y38qiutVWw5uoSM9BE27+YFFFBSVyWyu476SWWJWVSq/eHPeroOKKKaJY0kAnjGTk44yf8ipFOVNFFIDlNbDLq5ORyi/1H9Kpg5xRRVoli7jlfc0inI+nFFFMQ4ybEL44UZNRQttcx99xP6//AF6KKQ+hOWwpphPOPeiimIbI2E+hB/Wn7uDRRQAb+ajkOCv1xRRQB5H4+1I3viNoVyEtV8sAjv1J/l+VdL4I103+jT6aYdjWse8ODkMCSenbmiimxs6i31uOK9t9NcSBpI2lRwoYADqCCRXk3iLUE1LxDfXUQdY3lOA4weOOmTjpRRTb0QJJN2P/2Q==) 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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 |
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Planes de Autoprotección |
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) 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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 |
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Cursos que abren matrícula esta semana (comienzo el 12 de Febrero de 2024)
Cursos que darán comienzo el lunes 29 de Enero de 2024
Cursos que darán comienzo el lunes 5 de Febrero de 2024
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