Cursos Plataforma Ingenieros Formación Virtual. Inicio: 07/08/23
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Eficiencia energética en instalaciones de alumbrado exterior.
- Curso: Diseño de la infraestructura de recarga del Vehículo Eléctrico según la ITC 52 del REBT.
- Curso: Normativa de Seguridad Industrial.
- Curso: Formas Jurídicas y Fiscalidad.
- Curso: Introducción al Lean Manufacturing.
- Curso: Electricidad Industrial.
- Curso: Arduino, electrónica y programación.
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 17 de Julio de 2023
Catia V5. Nivel Iniciación |
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El dominio de CATIA es un requisito solicitado en las ofertas para trabajos de oficina técnica e ingeniería de diseño, análisis y producción. Hay una elevada demanda de profesionales que dominen esta herramienta CAD |
Semanas |
Horas Lectivas |
Información y Matrícula |
10 |
150 |
Info |
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Especialización BIM en Estructuras e Instalaciones con CYPE |
![](data:image/png;filename=300x150_cut_BIM_con_CYPE.png;base64,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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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Fabricación Aditiva (Impresión 3D) |
![](data:image/jpeg;filename=300x150_cut_fabricacion_aditiva.jpg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD//gA+Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2ODApLCBkZWZhdWx0IHF1YWxpdHkK/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/9sAQwEJCQkMCwwYDQ0YMiEcITIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy/8AAEQgAlgEsAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A8SAp4FIBT1FACgU8CkAqQCgCW0ma1u4bhDh4nV1I7EHNTeKrYW+t6rGrBgt0ZFZehDHI/RqrgVqeJ0MlxbXJUIbvTYpMjozKuw/qlAGYh3IreozSyJvhdfUVHZnfaxn2xVnhQSQeBQBkQ/NbMPbP5Vr+DWRPE9vDNlobrdbMo9JAU/8AZs1kxo0c7nP7tiflpbWaS21CCaJtskTBwfQigC5fxvHAQT88EmDkcqen8xWZ5MkjnjLV13iy3C6zqJXDR3AFzG69CHAcfzrnVQSRK6nDAdRQBAbS4HWJuPShI5oZA3ktkHoan+23cTbfNP4/lUsWq38j7Y8Skcn5ePxoAfqGr3WoDEkJQFdmAx+7nOB6c0y81W/voIrdspbRDEcEY2ovvgdT7nmrr3VyixhJ4Jpj95UjyE6dW6E8dvenCe9wP30an/ZiHt/hQBjQ2l0zh44XLdjirf8AZ0u7feThC3OCdzn8KukzuMPcysPQHA/T6Cmqir0HPc96AGqiKuyNNiA55PJ9zRinYoxQA2kNOxSYoAbRTqimkESbjz6D1NAEU8pQbF++ensPWqAUzyBE5UHr6n1p7l5H2DmR/vH09qvQwCFAABnuaABI1hjwOg6moLm6je1aHjcHDLn6EH+lPuJMLgVBaWvnyGST7i8mgBi2k0sRYKR8pJyKjCB4PfFaxLEk561mqNkjx+h4oAu+HIs3fmYDFW4HuBn9eRRqNoLPVJ4R/q2O5T6g8in6CJIdQbYPvEFMngkEH+WR+NbviWyUxQXKdFJiz7HlD+RAoA4twUlDfgat8OueoIqK5TIyB1GR9aW2bdHQBEh8q4GejfKasY2kiormPPI7/wA6fG/mQq/ccGgBSKbTz60w9aAJAKkApq1IooAVRUgFIop4FACgVragFl0HRZgSWjae2cN0+8HH6PWYBWsA0/g27QFSLW+hm2nrh1ZCR/3ytAGBp+RG8Z6oxFXgKpW2Fv7hBnDfN/X+tXwKAKMsBQnjI7Gq8Fs8rMVHLyLEv1P/AOo1twRGeeOJQSXYCruqWYsr6ztkADxQNcMR03EBV/8AHxn/AIFQA7VvLl0/RL1AV3W7WzNjhjGxUH/vkrXIbzazMhONrFT+Fdzc2zDwxeW6S71sbuOdVfGdkq7Tj2yg/SuRktkm1JlPyggPgjP1FADGVZ4yRjPemWr/ADfZpGKxseg4DH0NW7i1EAEsQwo4Yf1qhdJnDDvQBtKiou1QAPalxVewnNxbAt99eGq1igBmKTFPpMUAMxRTsUlADcUlO6UhoAjYhASTgDrWdNMWPmEcniNfT3qe4kDlsn9yn3/c+lT2Vs0ca6hcD94//HuhHQDjd+BHHqfpQAyC1NuuZOZm5Yntnt9adJIIoyx7dB61IfX86zZ5HuJlSIFix2xqB1JoAhHmzSttyxUbm54rYfYiLFEPkXqfU0n2ZLKL7OpDP1lYHq3p9BTaACqNyNlyrDowq9Va9XMO7+6c0ASWcphlVx1Rgwruhb/2nok0BO52Q7Gx3HzL+h/SvPoW5U+vWu48L3jMix8Hap+pK8gfipIoA4m5QlSSOfvH2Pf+tVIDsnZex5FdL4ksRYazOiD90582M+qt/wDXrmZl8qQMP4Tj8KALTrvQiqsDbJyh+6/86uD5lBFU7lCrbh/vCgCcjHFNpwbzI1kHfqKSgCVRUoFMWpFFADwKeopFFSAUAKBWrpSLNYa1ashbzLBpEI7NG6vn8g1ZgFbHho/8VBaxeYEWffbsT0xIhTn86AObBxqUTZyJI+v0z/8AWrRxWZcAwtbMy4aOQo34f/qrVAoA2vCtr9o1kMRkRIz/AIn5R+rD8qr6lPFceJNSuJDiFZ0tuQWG1BluB23Kv51t+FQllpd9qUg+Vck/7qLuP8x+Vc9opdVhldGcyB5JH/uF26n2wg/OgCW2vIEvdbspo2Nu9n5CbOdjqVZfwBBH41zks2y6hlIOEBU+pFX9Kf7RLcyH/lqzNWfdLy49KANTCyJ6qw/MViXC7UKH+EkflWnpsnmWu09UOPwrNvGG9/dif1oAXR2xPInYjP5f/rrYxWNpIzdk/wCya28UANxSYp5FJigBmPWkxTyKaRQAzFRTkqgA+8/T2HrVj5EjMsmfLXjjqx7KPrVSK2udX1EWUGBNJkzOeFjQDPXsABz9KAG6fZJfyNNMSun233mHBlbso9z+gyatXEzXEzSMFXPRVGAo7AD0FWbyaEJHZ2W4WUH3NwwXY43Ofc4/AADtWfPKIo89W6AetAFe7mABjBwP4j6CremQfYrX+0ZRi4mBW2X+6vQv/Qfj6VDpdguoXMklwxFnbjfcSDqx7IPcngf/AFqt3dy13ctKyhR0VF6Io6KPYCgCv3pDTjTaAEprrvjZD3GKdRQBnQk7cdwa6HQr02tyzgE4XzQB3K8/yzWAw8u7dezcirtlMYZUk/uNkj1HcfzoA7DxdaiXT7a8QZELGFiO6Nyv6EVwd1H3Pf5T/n869OihGp6HJaEgl4zED7r8yH8iR+FecyoxVkYYb0PqKAKtoxaIqfvLxT5k3Rnjkc1BE3l3I9HH61cNAFK2ba7RHoeRUx4OOfwqvMpikDAfdOfwq0pDKGHQ0ASrUqimLUi0APUVIBTFqUCgBwqxaT/ZLy3ucZ8mVJceu1gf6VCBTtoPB6Hg0AN8UWottV1WBAVWK7ZlQ9lJ4/RqfE2+FH9VBqLXZZbq+llncvI4G5j3wAB+gFU4bl/7NlhUkSqylX9F5yPzxQB3GrONN8AiIcSXCqg9cudx/wDHeKx5TJZaXfNtTygnlI4PJZQE6ehwTU+raql/FoSmRZAqG6nwMAlByMdujis7WfPttDhtpnDNLIpGBjjGTn15oAg0tfJjtyR94nP41BqMey5cYq6V8uBMdUx+lR6uB5iSkgBgDkmgDP02XypJgem3d+VUbhstjPQVIrqJ/lcHPoagmOSx55P+e9AF/RY8ySP6Lj8z/wDWrXxVPSItlqzY5Y/y/wAmr+KAIyKTFSEU0igCMilVC5IyAACSx6AdyaSV1iXcxwKp3F9E8RRWwigM2esh7L9P89hQAl3cmV41gRju+SCLvk9WI9T/AIelbEkCaHp50yMq95MA17KDkqeoiB9j97347Uuk250i1Gt3IA1K55soyv8Aq05Bl/ovvk9uaBJJJJJJ6k0AMxngVQKzX97Hb2qtJNK2yJQOc+tWb6ZYojH3YZfH8I7D6n+X1rUsLc6JpX2yUY1K/jIiHeGA5BP1boPbJ7igBl75Nlbx6VZsGhgOZZV6TS85b6DoPbnvVAinUhoAbimmnUhoAaelJS0lAFO8XDpIPoafEfm9jT7pN9u3qOarwtlFPcUAegeFbwvGEAG/aMADq0fI/NcisLxVYiw12by+YZsTxkdCD6U3QbuS2ut0b4ZWSUDH3sMMj24J/Kum8Z2KzaNDdxDd9lk8sn1jblfwwQKAPM7pCpbHY7h/n8/yq1E4kiVvUUlwuUDdcHB/z+X51Xs22s0RPQ5H0oAfcoCu7HTg/Sq0c/lLsIzg1oOMgg9DxWc8ILHccEcUAaa1KKjWpVoAkUVIopi1IKAHrTzwM+lNUU/GVNAEWrr+9Vv7y1iM7R7ypwcVvah89pBJ7YrCmHzEeooAktL9YJC0iMVeMKSP4RuG7H1GR+Naeo6jDq1/YLC25UHzcYyc88fQCsFy62ahj8pPyj+dS2dhNeB/KI3Jjjue/GPpQB01xIkcJ3HluFHqa6XR7bw9pHhvTdX1bTpNW1SedmaOQFokhCnIxyOMqTwa85s5JWuAspdguBlsnHtW3BrtxFbtpP7uSznB2JcRn92T/EhBBH4HB75oA6HxE+keMJr7VNK02306zsbAKscSKhaUEkt8oH09eleeMMuoPrW5fWtvZO8AuBMDGNjL6HnBA6EHrmsP7smSOBxQB01nH5dnEv8As5/PmpiKq2+pWswCq+w9lfirdADCKjldYkLN2/WpWIVSzHAAySe1Yt1eLcy7UcbR0GaAIridpnLHp2FJaQGacEj5V5NMCmWQRoOTW1DbrbxCIY3dWP8ASgCe9vJr+6e4nbLtgYAwFAGAAOwAwAKqyOsEZkZc84Vf7zf4ev8A9epDjqWCjuT0A9apQ29zreqwWNov7yU7FB4CJ3Y+ncn/AOsKALWhWEd7cTapqOXsLQ7nycfaJSeEB9+/oATUl7dzX95LdXDAySNk4GAPQD0AGAPpVzUri3WKDTdPP+gWnCHGPNcgbpD9ccegA96zDQA2mmnmmnmgBp6U2nmmmgBtNNOppoAQgEYNUIso7xnsav1RnHl3Qbs1AF+yn8i4jlPRG5+nf9K9M00JrGiTWJIbfG9q3+8vzIfyJH4V5XGeceteg+D70suAdzsgYD1eLoPxXIoA4KWJlaSGQEMMq31HFZrkxTJIeOdrf5/P8q7PxvYLY+I5ZYx+5uQJ4yOhz1rkruPLMOzDI+v+cfnQBZBytQSQb33AkfSktJN8Y/KpzwaAHr1qVetRLUy9aAJF61KtRrUq9aAHr0qQCmLUi9aAJrLSdU160uYtMsWnSy+a4mZgqRDtknqfYU3xZ4E1zwubI3xs5jdK7ILZ2bG3GQcgY68V0ugzx3nh660FL5bCaabzdzP5aTrgZRmwcHKggniuFvm1B5lW5llLQvlTK2fLTPGD3HfjjvQBhu4KRqeg/wAa1dDvW02+S+WIyBFcLzg7iMAj8SKppZtIjFsKQcANnJq/FCsaKAMkDHNAEtlfTwLMx+dZnG5A2MgDg9KZcSG5uDM2S25mBY5Iyc1DLcxodoO9v7q1BfGWOBXViMnDDGMUATQzwxyzR3Ee8MvyEfwnFUpHLyNjGM9u9SW9k8qEs6I2MgOdo6ZHP0qxpmnm51i1s5tyCVsHHXHfFAFLgcGp4by4tseVIQo/hPIrW17RoNPj8xC6HcqBDzuyCSc9v4fzrGgj86UIDjHJOCcD8KAO38JWcniBp5ZbM3EVlGbiaFBkuq88A9ecZHfpzmtvUL7wLqHgq7s7axWTWsAW03kiNnbePm+X7o284OB2Fc1pOoQ+VdJBvEA/dEQuU3qQDhj3GfbsKbZM1hrFpqCQRsbUJsSVi43LznGBjJ5x7mgComlz6NqV3ZXiEXduyjkdmUMD+RFSHgfzNW726m1DUrq/upDLc3UhklkPUn/AdAKybu5w3lRt8x/iB6GgCG9uflMYztBw47k9l/z/AEregtz4f0cxN/yFNQjDTt3ghPRPYsME+2B3qp4csolD67exhra1YLbRP0uJ/cd1HU+2B3pLieW5uJJ5nLyyMXdj3J5NAEBHFNxTzTaAG9KaacabQA2mnrTjSGgBhpDSmkNADaq3i5jDD+E1aqOVd8bL6igCCNsqrV0Xh69ltLjfEy7onSYKRncAwDAfUH8ga5m3OUI6YrS0+cQXUMjH5QcN9Dwf0oA9B8c2C3Xh2K7i+Y2Uu3d6xNyp+mCB+FeZSruhz3Q/pXsWkquqaLJp8pBZ4mtHz/eUb4z/AN8k/lXkcsLW91JbyDDKSjA+ooAzYm8u5K9A3Iq997mqE6lDkdUPX/P4fnVmOX5AfWgCytTLUKmpVoAlXrUy1ClSrQBKtSLUa1IKALthcQWUzXlznyoVycDJJPAA9+aydX16bWr2NfLVGRCqAHkqTnBPfr/nFazWQn8O3sh6qysPwP8AgW/KuMnUpcAhirIflKnBoAtmZY22AZb09Kr3E8pKAnaCMlR6dqjVwJVaTkZGc9xTmkEt2Gb7uefpQBMkOLi1kckbnwBj6Vrah9lltjE7hJivTaecdP6VUXE99AImykYyeOvX+oFdRopsbaC7uNSskuImA2bsfLtzk8/X9KAOOjhifTbiUuVZNuwHqxJ5/Sp9O1AaT4gV2EbeQGVC54yVxnNULy6jmvZ2gjMUDyMUjz91Scgfy/Kkkmiu7mSWRCN7FtqnkZOcD9aAOnvdbh1VoIrqKEyEMzLCpYDpgDk84BrLu9Jyhlt4nQYztkI5+nf86pSaXd2d5GYck7vkcf1rSlvJJFL7v3oIXyyMHPoBQBqWcSrpUXkKiFlVjx16ZqQimaeSNORGGGXKkfQkf0qrqV6LaLap/eN09h60AVdQvsEwxH2Zh/Ks2OIzzLGM5bg1HuJ5NbWm2vkQ+e4/ePwg9PegDTvLw3EVtAiLFbWsYjiiU8Dux9yTk/kO1UjTzTDQA00004000ANPWmmnmmmgBhppp5phoAQ009KU0hoAbSUtJQBQx5d0644JqxGeoqK7XbIj/hTlPIPagD0jwbeZkk2feuEWUKD/AMtYQB/48Ax/GsT4g6ctl4ja5hH7m7QToR0OetVPDmpCwlMrMB9mcXAB7gcMPx4H412fjqwW98LLcR/M1hL8rdzE2Cv4YIH4UAeT3SgkN/Cwwf8AP+elVI5vLXYw5Bq+w3wMvUryKzpIi7bl5BoA1lqVagU1MtAEympVqFTUq0ATKakBqJangUSTIh6E8/TvQBrahL9g8LEDhnUgfU8f1auIvUKyIxBG5Qef8+mK6zxQ7ubOwjAMjuBt9SB/8UxrQi8PWereHp5JWhif7S0lvPI4TMQGzYWPA+4CM8cnpQBw7vZyaf5e1VkVBtIU7mbPOT0xjP6e9Q6faieKRJB14z3FTx6Y08TPBKpYNgRkHOP97pnpU9sslvIIp4mjLEBSRwT069PSgCceVptsXYlmPHueSf6mo4UMiSRMdpfDS5OSB/Cg9/X/AOtU97p88EyT3qiNUUGOFsgsSMjIP5/SnaD9mgu2n1ArI6OJAp4L88jP/wBbvQA9006LTngxKb0PxkApt2nIz1zux7YzWK9rFDqcaM21GZc4r03WvFWhXFneL5RlgC77OIxbDFIwAJY8AbfmwBnJYelcTaKZ5v7ZnjDBDstYT0eUcjP+yv3j+A70AdjLYw6doEc88MRuJ1KNvUnY3JDE/wAOB1HtiuSsY2upxdztv2DbGSME/wC0ag87y1uFur+cW07hpF3H95J1Jx+PP4Uk2sw2sX2azBmCZAJ+6v496ANC3baJk9JW/Xn+tT6P4bsvE/iCXTftk9vcqoDzTOqRq+4Bhg9lB4GcsR2B4x9NuHQbpifMll3KSOvHX9K1NacarO+oOpW+mlHmLBAsaBAABghuvGDkHPXNAGNDpxj1DypjmAFzHNtwsqq2CRWqzbjnGB0A9BWnq+pR6lbaTbRWwgg023aONeNzOxy7Mfcgce1ZZ60AMNMqQ1GwxQAhppoNNP1oADSGkNNyfWgBTwOtMNB60hJoADTaDSE0AFNOKU000AQXS7oWPpzUMTboxVpuRiqURKsyHtQBqadOIrtC33JFaJ8/3WBU/wA8161obLqeiGxl58yJ7R/XcnzIfptJ/KvGFPBFejeEdUzKsQJMs8XnqvrJERn8wWoA4C5geyv5baQYaNyhH0rPlCpIyltvp9K7b4i6etr4h+1w8w3aCVW7E/55rkyqyYYjPFADlNSqahU1IpoAnU1KpqBTUqmgCdTWno8Ylvk3fdHX+v6ZrKU1taSoS2nlPGRtz9eM/kW/KgDPvrgz+IjM3S2iMmfRsFh/48QKu65YHQvD7x/a5pGuhGpRzkIQOcc/Ws3S0e+vZ5VXe9xcKgXP3lyXb9EH51a8aXktw9jBKmyXZueP+6350AQaZH5dhEO5GTV4YIwRkH1qvENkaoOigCpgcUAM1GzTVZDLdySySnku0hJ/WsebRLqIZt5xIo/het4NS5oAwdN0271TVYdNktzG0p5IOABjr+h+taHizTrjSdUgRmVLSKPFoqPzgdc98k5JNa2nXSWV28kiM8U0RhlCnDbcggqezAjINZupQ/2rqN1NdPczBgFhmdgjBRjGVG4fXnr3oA5u0s47qZjNMFO4Z3HHXv8AQd6hlCxyuiNuRWIVvUZ4Na39g/PzcfL/ALnP86v2+n21tykeX/vNyaAMbTrCd5BKY2XByrtxj3A710PQAUpOKaTQAhphNOJphoAaetNbmnE0w0ANI9KbjinGm0ANNNIpxpp6UANIpppx6U00AJ2ptKaaaAEJpuaU00mgBDVKYbLnd681cNVbsfIrehoAeDg10Xhy/NtJG/VrSXzkHqG2hx/46PzrmVO5Qav6ZOIr6MnhX+Rvx4/nigD0rxtYC+8K+dH8zWMnyt/ejOCp+mCB+FeUrJsGDzXr/h+eLU9HNm7hg6PZSY/vJkqf++SR+FeSX1s9nfTWz/K0blSKAEWpFoooAlU1IpoooAlWtidzbeHmZepUt+gH83NFFAD/AAdbg3VseMrDLOMjuSI8fkp/OsjXJmu/Fjb/AOBgB+HNFFAFwHmng8UUUAPzSg0UUALSZoooAQ9aTNFFADTzTT0oooAaTTTRRQA0000UUAMJpDRRQAw000UUANJppoooAaaYTRRQA2koooAaTUUo3RsPaiigCvETtIqVTge4oooA9B8L3zrPdSAczxreY7eYpGfwOT+dU/G+jx/8JLLKpA81A5HvyP6UUUAf/9k=) 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La Fabricación Aditiva es una nueva tecnología imprescindible para todos aquellos ingenieros que estén trabajando o piensen orientar su carrera a cualquiera de los ámbitos de la Industria, desde la industria mecánica, de la automoción, las máquinas, la aeroespacial, biomecánica, y un largo etc. |
Semanas |
Horas Lectivas |
Información y Matrícula |
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Info |
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Auditor de sistemas integrados de gestión |
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) 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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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Cursos que abren matrícula esta semana (comienzo el 7 de Agosto de 2023)
Cursos que darán comienzo el lunes 24 de Julio de 2023
Cursos que darán comienzo el lunes 31 de Julio de 2023
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