Cursos Plataforma Ingenieros Formación Virtual. Inicio: 20/05/24
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Proyectos de iluminación interior y exterior con DIALUX.
- Curso: Normativa de Seguridad Industrial.
- Curso: Peritaciones e investigación y reconstrucción de accidentes de tráfico.
- Curso: Diseño de útiles de procesado de chapa.
- Curso: La corrosión. La protección catódica.
- Curso: Eficiencia Energética en Redes Eléctricas de B.T, Arranque de Motores Asíncronos.
- Curso: Inteligencia Artificial y Machine Learning sin 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 29 de Abril de 2024
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) 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En el presente curso, se abordan varios temas a caballo entre la programación de PLC, bases de datos y programación en entornos visuales con la ayuda del software Node-RED |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
110 |
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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Hidráulica |
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) 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Un curso muy interesante y necesario para todo el personal relacionado con las instalaciones hidráulicas y automáticas en la industria. |
Semanas |
Horas Lectivas |
Información y Matrícula |
9 |
100 |
Info |
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Diseño y gestión de proyectos mediante sistema BIM. Aplicación con REVIT |
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y49h1rBmhvJbr7K0J89fm2DIRR6k+nfP61o2b3EYhunYNbwMDHFG5ARier47d+M59TzW9Nol1r1mr2d5HJLGm94h8qyZP1xkYrZ04Qq2qWnOK3+zF+Sb1dvIlc+JpcybjBvo1dr5bel7+hyyRJaI0xX7XJGBvm2HyomJJGB0PTvxweoqlPPLcSu8haUSAZY5yBjt6j6dK7HwtBd6bLrJkePYix+dZ3ahA6/Nxk9CPxBz+NZWpafpeoWsuo6bKdPjEuxrecn8SuM/lzVOs5y5+a7fff/gW9Danh6dKNqasl2N5Xj/4RvTIZ2W5HkIYbuFts1ucdMjqOoyPxHesj/QdGvdVgvriO9WeHesxTPlsu4/N0xln/AE6VBHcPBaRW6SvBAoC+YwAlftwB93t6n35qa3gWVfKtLYTK6OqxrglzjHc4/P0qpOE9JLQ15lJ+8tCsmnXFzocWpyRL9nlZlAD5ZcMVHXqDjp/Ouav9EAzNbYx/d7fh6H2NbUMd3Z6CoaParTNGyg8KVkJ2uvVG4zyMEd+cU6S8SaLT4LW3IuSiW7kniZ8AbiTwM5710Qk6klTn70f5usf8XdeuvZs8nE4b6l+9wktG/g6P0X2X6adzjXBhJQK3mDg54xVhbyeJVMDvAFOdysQM4I4x3wT71rajby/aUijiUXgyhDkFQR3XHXvz0qiJNXS8ayhkuLiUMFQRKzFvlDHAHJxmtalONKPvO6f8q6ebexNDEOtK6j7y3UpWf3JNNFfTVnfVLQQMY5mnTY5+9u3DB9ufx969VSPxXBpjSveuEij3DE0ZJUDNcdYabrcd3Ct7a6jIrsoO2FwiAnnJxyQOeDj34Iq+8mnWj/Z7szpMk77hIJAdnljb/wCPVzxhTnK0ZP8A8BX+bN62OxNGPvQj/wCBP/5FHVraeMTGMXpIPOTNHn+VNgg8WXFpHKt27LIocEyR5wRn0p1tpGitaRPLbzBygLZaUc4+tYuoJo9lY26y+bFcvKhYMZAdmfmqKcac5KMZS/8AAV/mRPMcTCLlKmrf4n/8ibFk2s2010bm7kV1l8uQKVJLbIyOcY6NUXieSeXwA73ErzSmZcuwAJ/ecdParFhNbILp7JHlhba0KnOGXZHyN3X/AOtTfGJVvBM5UAKZ14xgf6ys0+53qpzpPueVDInEiMySLyHQ7WFF3qev63IbBbmSSGLAZvuj/gR9fzPFL/Hg+nQ/0NU01c6ZPeKsXmSSFcbz8owD19etczbS0OqKi5e9sZ+qad/ZzwoZfNZ0DscYGckfj0qzo3+rlz0yOo4rOu7ye9kEtxIWYYA7AD0ArS0bOyXr1HT/AAp621FJxcvd2LFn5tzFOp2tsm8tVPv71YuNW1Wzs0s7O5uFjlOBHySB/sn0qLR/+Xj/AK+1/pWmPvWv/XN/5rXYqMXFSWhw+3kpuLOVkspd1tLcNkTENjPOMjqfxrbhniitYre0RWbzyAR90cv1Pfge9U74BotMDAEGNQQe/K1cTAni6AC4P/tSkqav6BUbkk2Rxq7SW6zPvH2iU7cYXO49v8c1oG5imki+1IPkaRQ64GAPWodO0+/1edP7Ot/MWOeUtM52xLlj/F3+gzXbaX4NsrTbLfsL24DFwHXEaEnPC9/xzVNxWwRg2ctomhS6slu8MNyYopWf7RcfKpGWAC9S3B7ce9d1o3huysdQhunBuLsMMSyD7n+4vRf5+9agAAwOlS2//HzF/vD+dZttmqikUfEn/IWH/XJf5mqNv/qz9aveJP8AkLD/AK5L/M1Rt/8AVn60MpHRBytrb/vmQfZ4+POVByqjoRx9au2f2mSUTDzWgbOGMiuuOvGB+FZsNpe/Z4Sl1csphRgFVMAbR8pyc4rQ063uzG4luroKACqyBeOvA2n+dICSH7THIJIUe4jOQQ0gIU5+n9e9aM4/cuABnH9wisoG4jj+Rbj7xG2Nh09fvCp44p5Ylla4mTYxLRk5DDngnJ9jQB5n8Ut9tpIAcqwni+YDIHEnX2ry6K8DkLPhSehz8rfjXsnxEhWa1uFcZxsYfULJXjk1kfm8lR7xn7p+np/ntQ7vUmMo3t1Ok8NwoviHTjdxqLYzxl/NHyFN4znPGMVpeJdX0+21i6j0Ng1qG+R8kgcDIGeozn+lcJHeTwL5ZLMqjBjbhl9h6j/PFXIJUlAkR8kc8dqcnH7IRU7e8dXoU0/2f7SkrCXcQd/3WHHUdK6LTtTnXUQ9kwtro/eQn92+PX9eR+uayPDthZP4f1S7v7xLYwRgxjI3SOQxVefcdMZ9xWM+pyXVzFbWyhEL/KT97H17cVNSK3qOzWzW6XnfdeTTXz2xjz83PRdvyfy/Xf1R6vdalp+tafIb6L7PqVvG0kUg4YMoyMHuOP59K5QxmVmlllMkpztk42x/QdB/n1qq19MbYRXA+0QhdqsfvKPr7f5xRFfEKY4pEmQD7xI3IPcd+vWpu46z+9bP5bp+T07N7HRCaqvlS5Zdn+j6/mJe7Vkhjv3IDEjzk4DDHAPpz+HvUGl6rPpV4ksSbdsjeUhTrye3+fyqeDT9R1i9ii063eWTOWkPCoPUnoP/ANeK6iz8IwaJJA8t+Rcyh/Nd7fekQxk7c/dOMgE5B5wO1V7LmfNU93y6v17fn6HVOEIxtUdn/X3GDcM+quuoarKYxKuD5ZHmNwNpIPG3OMDrj0PXJunvJotOgNuuYpRHFINsYyzDv2JIyNx4rotTtIbGCWW0a4mUt8s82GkYZ5wO46nIHoTmsTWFS6lmvtssOnowxbIPu4OF3Z79zn1OK7IVfd9mvdS2sr/n189zxZ4blnzxfP6uz+9dP7v3PoFvbfZ9dg1Gy2mKOH5vPTPzkMDxn5sZznp0xkVZ0VPJ8RxXlpGZphI376cnZ907sY6nmjXtOFvNorS3Tul1eQxmALhTk5OT349a6G6bZqmn29nbtPKofbBAoyBtwM9lHucCuOU5wbSe+5tU5XyqK228vQ2V8QTi8e3eOILBGj78sM53D19q55PEuiav4iksLvRRNdyMWjnFuZBIgGQRzuI4I4GOOtdPp/hBZbo32slZpGUAWqf6pQM43f3zyevHt3rznx5rd74b+KY1Gxt1eWK3VYxIhKEFSDwCPWs3OdNcydjpo4d1rxqdvxPSE1lvJ+a0vELIAVFnN8tVbqTT9UmEt/pEkzoCimSzlPGfpXnZ+MvigAg6dZA+vkP/APF1FB8ZPFMW7zbWymz03W7DH5NUquk7ps1ll9SSs3dfI9Iu9Xt9K0Oe+e2eOy09QghCMrMrFQMK2OASBWX4ivF1D4creIxInaOUblwcM4PIyf5159r/AMUNX8RaPPpl5p9kkUuCXjjYMuCG4JY+ldrdw4+EunMVIkaC3HPGMlaqFTnk7dh1KHsaa5t7/gef/wAR6Yx9RWBqP/H/ACfh3zW/kee6g/OvykdDkH9awNRGb+Tt0zgYqFuF01dFQnAx1PoOtbGiY2S7sA5GMf41jgAKMdK2NG+5N16jtx3pvYEWtGs7q7lvRaMrSxzhircfr07dx+VWCbm1uIo7kMJ9jAREHjkdAM5/DNQaNkPcMjFCLoAMhwRnHetae6upmtA7RsSj4cryPu88d+OvFdi9ooq2qPMn/EZjXOmXD2tsbsiIxqAEODnGOvYdPfrVnTksIJw+q7pB5oKQyKTDgt1ODk43E85HsKo3/nOLSUzOzyxEsxPPO3I9Me1WLOGa5W4CEt9nXeFwOTuVcYz/ALXY446Vm4Vbcx0U5w+GW53jeL9Pt4o0hu7PaGVQiRyAKM9cY6Cll8Z2KGMLqFq25sNiCX5Rg89K4n7FqSuN9usYbABcoo/MvSw2OpTyERQxO2OVEkeemenme9Z+/wBjbnp/zHaSeM7FXiC6jbMGbDEW0vyjBOfzAH41YsfFtpPq+n28V/BKZrhYyFtpAQDnHJPqAPxriBpOs48w2ihDgBiyYOQCMfPzwRWnoej6tF4i06SSCMRrcRsxEiHA3D/ao9/sLnpfzHe+JP8AkLD/AK5L/M1Rt/8AVn61e8Sf8hYf9cl/mao2/wDqz9a0Y0dIhcQWrCOR1W2TOI0YfcHckGrtmsqXLE70QZGDGqg/iD0qnAiSW1vIHtwRbquWQFgdoHByP1FWLG2t4rhm2W+/GUMSbSOv+0fWizC5MZodxJ0qUkEjdhecDOeveroWNbY+XGsYYZ2hsY/Cn+aoA+Y/n/8AWpkkysjKGJY9uf8ACkB5x8Rt32eQKxG54gcHqNr1w2navLp1tdx20MCXFxhROyZZR0IGfUdv517MsUNzrk0N3EkkTwqro43KeG65rk/E/wAM2jD3eh5dOS1qxyw/3Seo9j+tUpyg7rYXLGSszzDU7CER2uFO50J3A4wRjkfnWMyT2kolVyrA4Eyj/wBCH+fxroJUljKRXCuDCCmxhgqTjI557Dg1q3k1tqdlbwwWcNtDGyqwQ5LMQ2SSeT260o25eaL1RDTirT1RyMd+X2xygITyCDlT7ir1s5hmRlbb8wJbOOPr9M1Ru9P8t5BCBgMcq3Q/T0NZubg/I7OIsZVTxx2/z/KoevxGis17p0ureII1WGLTZWkbYvmEg7UbA7k5Y5z1/DisvTlnnuZLgXMqXK4ZZVY5B/wrPwAMAVp6P/rZfXA+tTKTLjFI9Y8EfEORom0a8sIhexrmOaIhUm7Et6Hvnv8AkDvTPc6rMHkYyuT8hAJRf90fxHpz04z615L4fQN4nkbOGW3dhx1+oPUV6joXjC0srCWaeMnyoVllIGSeCcKT0PB+UnHoTW0bqCnY5J1LVHBl2JBAWLZZjw0jdfofT6dPpXKeJ9Xsbnw3cx6cY3QSgO6jCqwYZGO5qbxP41i1C7Frp6KZnACsv3TnP3j/ABcA+3Xk1z/hSKWXTk1B4luSJCdhAyhwDlR0PXofwrWLcuhnKSWxq+HtKvPF13BFJqLxQ2kpuC+0b/lkO0AYxn3OceletabpVnpUBitIgu45dycu59WY8mvP/Ad2Y9c1GVopHWQO4ZQF6yscYJyCOa786moGfs8x/wC+f/iq55SV9TdTglqy7WDrWh3l/qlvfWV1BC8cLQss0JcEFlORhh6VdXWoGBPkzjBIPyg8g47GmS+ILGBS0xkQAZ+ZDVcra2K549zKGga3n5r/AE4j2tXH/tSnf2BrGP8Aj70//wAB3/8Aiqv/APCT6dzxdEeotnP8hSjxPpmQGkmTJwN8Dr/MVPIuwe1h3RjXnhjWruzntje6cqzRtGSLd8gEY/vVF8QAYPCkoGCY5IRzxnDCulXXLBlDK8pB7iBz/Sub8dOL7wxIbcn97PEil1K8lwOQRn9KpQa6A3GStc8Xkk8yabKlGZmdQ3Hv1rJ1H/j/AJevbrW0GSUDenysMjIyD+H+FYmokC/k5HOMY5rKU+ayfQ0hTUL26lXsK2NFHyzcdx0PNY/atjRv9XLzxkdelQ9jRFvSGANzkji7UntV1LiOWa2VCTsV8kDjtWVpdrBd3F3HLK8cgnHlnPyk+/6ehroLjwrrdrPZW7W6PLIrtFtdduBjJzng8j+ma74zioJN2PLnL94/mYssaTf2ajnCmA8j6LV6x3WdpqRiAylsWB753p1FUJrJLW8tra7uGNxHlH8sfcAGPfPOP8K0rSxnXTtSEJWdJLYqhU8kl0wKqNSPI0Q3eomPxcTSLJKsrb2GC2M/dPGM8UW9x5NzIq20pc7cY2kjj61baDUJSmbSSNVOcA/MeMdccVBEZ7YuhtGDEgn3+Ue1ZxSk9zGML7lKDxA1m1xDeNJIA67ELZ2bcj+WB+FbWjeKbe517TrdLZlMlzEu7cP7wqpBDpoS5e/0t5JXkDK244A4z0981s6Snh8a5YmLTHjm+0Jsbe3ytuGDScGjq5KLkm07nWeJP+QsP+uS/wAzVG3/ANWfrV7xJ/yFh/1yX+Zqjb/6s/Ws2dyNOKSfy4h9lhICAKzQqcjHHO7/ADmpo57tH3R28UbYIDCBQfp96t2wtkOnWL7F4iUnOT1QdKqvZbYSwjgKBQ2BaOSc9OA3OOarmJ5Sj9u1I9RjH/TMf/FU1bq/MhbYEbPLGIenrurd0y1gEYn8lVlBPzeU0Z/InNX5TiFyOu00rrsOz7nN6O8sutF5h+8aIZ4x/ero9jR8x9P7p/pXPaUzNrpLDB8oDHHGN3HFdLSYJHOeIfCWmeJYmaVPIvAMCdB8w9mH8Q/yDXk2ueH9Q8MyeTcBSfNDxyIcq4wwzz/I1706B8HoR0I6iq9xb29xG0V5bxSxuuxi6ggj0NS432GpW0Z862slokssl5b+cSjlV3lV3nOM9yM9s5+tc9qv/H6f9wf1r2PxP8M2j8y70TMkZGWtWOWA/wBknr9Dz9a8qm0fUdT14afZWcst2VAMSryvJznP3ffNKc5SspdCoxirtGIa6LSND1RdNk1U2E4sGwonKHaffPp79M16l4Q+EVnpvl3mvlLy6GCtuOYkPv8A3z+n1616YI0Efl7F2Y27ccY9MUuW+4+Y+bNDmjg8RTPK21fszjn19PetGOO5lt7lkEiBbMFlTqV2t949APbqa9N1T4eWaXr6poaJbX2GHlsMxsCCCAP4ep6YrinEulWmpafdWrQyCy2bSACSFbJH94cg568jI713YeaUOVnnYqlJz50czHC9v4gt45I2jfMeQ3fifv34I5roPBlxDa+FhLPIqIJDyT/srUiWt1rWtpFbWTTPHGu0AjCMCT87fw9RkDJwecVt6Z4N/wCERSJ9Uj+2QoAVuEBKwnGDuTt/vc+9P2i5heylyEegWFve3LG8skdWSWVBPGCQGmYg4PTIrau9J06Czlxp1oox95IFH54FSwukmvs8bKyNaKVZTkEbjVu//wCPGX6f1paMG9l6FS20fTGjZjp9qT5j8+Sv94+1cd4s0+2sBeXttGsbLcRx+WqgIQUXOQBnv613dshWJinTzJPlPT756elcR42ctp+oAcH7bFwf+ucdY4he4Zz2NOXRbeK1Eq7M/Lx5S45I9vequt6emm2Anh2F94Ubol4yDWzfNINKUxoGfMfBOO4ql4rz/ZC4GczL39jXJJaM5ou7Q7QNIs5IzJPGszyW8MhLIowSGz0ArW8RQx2/haCKFAiLeQYUdv3oqr4bOYE/68rb+TVd8UHb4YViCQtzExx6CQGuuOlNHdQ10PHZWV4rXawIMPOOh5rK1KKMKkoQb2YgnJPStaWz2ou9SrjC7h1/OszU4/KgiUkE7mOcYPPNc8pRcbW1O2nTlB73Rl9hWzo2Qkp56j/OKzba0nvJBHbxM7d8dvqe1dz4f8D39zp9xNBNC86MMxZxnr0b1+uKizaNbpHNaXNJb3M00LBXS6Ug4BHT0Nal74gkS2s0WNkdElGElYIwOP4R0zjnHBqg2malp+pNZXVnLbyz3IMZlUgN1HB71rv4XSSGyc3wEk0UzF8fIuMDH/jx5r1acYSpLmR49bnVZ2/rc5yxkmubu0ErnAjZFx2AOK6eyiW3W7EJaM+RkkHqfMTk+tczaKba7tQ2Gwhb5T13HI611VrFMLe7ll2rmEAIOcfOvU0nyuLRST5k3/W5bE11/wA/cx/75/wqpEJJ90ks8rMcc5A/hHtVkVBa/wCrb6j/ANBWpUIp3SAo3SsrnMjMvmqmC3rj/H0rZ0aB01zTx5hwbhO59RWTd8OQASTOh4/A/wBK2tJlU+INOAOf9IUH25FcVT42Yu/tEdd4gUpqaqWLEQryfq1VLf8A1Z+tXfEn/IWH/XJf5mqVv/qz9apnsI77TP8AkF2f/XJP/QRUkkEcqMHBIZVBG4jio9M/5BVn/wBck/8AQRVj+H8BSAw2kns7yY25gVQwUBkmPHvjIznuBVk391iUSG327kjUBHHP8XOOeM4/WoLmVFuZsyxDDjrcvHj8QMf596QzIZ2jFxCCZScfaHBJ7DpzQAyI7PEchXjES9vZq1v7RiEiRlJdzEjhCQCPeub1KIS62V+Y5jHAdlzyPT6mtCDSYmjjJtckoD/x9S1WhOty+2sRpK6G2uflYKCEyGJ9OelOOqw/KPJuNzbsDyj26/571QGkxEJ/onUc/wClS/4UDSYsD/RP4iP+PqX39qWgak02owOHgEV3sIAIEbD7w7EdMUafJYWxY29pMskrESSNH87EDqx/H9ahOkxfN/onQj/l6l9qG0iIF/8AROi5/wCPmX39qfuh7xrLeo3RJBwDyuOtO+1J/dasj+yIdwH2Tsf+XqX29qQaRFhP9E6n/n6l9PpS0D3jY+1J/das/VtO03W7U29/beYh6HAyPoar/wBkxbc/ZP4sf8fUvr9KZNpUawTsLXBVSQftMvHFGgamhp9tYaVaLbWVsIYlGMKo5q0blCMFWI+lczfwR2ZXFir/ALlpSDeSr93Ht71Lb2oN5BG1jGu95Vz9skbOzjoV+n5UaBqOudA0n7T56G7tiw2hbaTYvJz0HvQ3huxdCrXmqEHqDck1qf2XH/z5w/8Af9v8Kji02MvMDaRHD4H79uPlHtTv5i5b9EUF8O2SjC3uqAZJ/wCPjuTmsLWfA41A7Ybyco04kk+0SbsqFA9OuQPwrsP7Lj/584f+/wC3+FQizia7aAWMfyqGJMz456YO3B6etKS5lZtkypp7o5f/AIRPUCu1tRLL2y7/AMs1Hc+D7+eFka+EndRJI5Ge1dl/Zcf/AD5w/wDf9v8ACmyaZCEJa1jUeqzMT/Ko9nDuyPq8exz2leEltLaMT6lfrMIY428iRQvyrjjK5xknFaU1pHFZ21uXkuIjKv8Ax8AFjnJ+bt+nasnyV/4SOaHdJ5QK4TzGwPu+/vW+ljbo4dY/mU5GWJrRWStcuMLKyRz2q+CrO7DPaEQuR9w8qf8AD9R7V5/q/hZIL4W925JjAZkQ8cjOM/j2/SvZbidLa2lnlOI4kLsfQAZNeM6zNqKa0L66vPMS5nAKHoingL6ccc+1Ra5qTwQRW0QjhjWNB2UYruPBH/Hvef76/wAjXGEEfj0rs/BH/Hvef76/yNMDo7yxtdQt2t7y3jnibqki5FedeKfCFtpxtpba6nW3LMBCSDt6dG6449eO2K9NrlfG/wDx52v/AF0P8qabWwmk9zhIrSCCDyYo1SP0A/n60+PTZ0t7jyg0aPGFXcPlJ3KeASP0OKlU7XVsA4IOGGQfrWrbvd6kY7XTd0N0ctK7sGQLnORkEjsAMHGeMc0JtbA0nuZNvo2qXM0UaTxB5VLIpjALAdx89W08Ga7GCFkjwcfwL6Af3/aux0bw5BpTLO8r3F3t2mVz0HsP8cmtqq9pLuR7KHY8pvfBuqhofPZD5s6KMBR82cj+I+lbem+EtUttUs53kTZFMrsML0B56V1Gsff07/r8T+TVqL94fWlzMahFdDm/En/IWH/XJf5mqVv/AKs/WrviT/kLD/rkv8zVK3/1Z+tJlo77TP8AkF2f/XJP/QRUkjyqh8uHeQq4ywGeaj0z/kF2f/XJP/QRU5dVT5mAwBnJpAYkt0/nSZk8t933ftqgA+mCOO/5VNb5uLh8zSDaC4VbkPkfTHTn9ajmdzO+15yrPldskBBHPTdzVu3inFxI8izKnl4+cxkMcD+6M5/SgDGvP+Q9/wBsx/NaWws0jsmSbRxJK0KgP+5OTtwTktnrTb0Z13HP+rHQ47rV60vfNthJHa3jokSksJAOMZzzJ6UxIq2NkkVrsm0QM5aMg4hPAVA38XqG/Oi2s40u2kk0QGMscDEJ/ikP970Zfy9quQXpniWSO0vSo2qT5g6sFI/5aejD86I7wySeUlpelwxyPMHqw/56eqt+VIZSNkn9ped/Yo8kTliuIfu+UFxjd/e5pz2cf9rmcaIPIAQlcQ9lkB43erL+XtVs3p+0G3+yXvmGTYB5g67Q3/PT0pWvD9ra2+yXvmlVAXzB3DEf8tP9lvyoAXT7YR308gtFtYnQBUJQZIZiThc9iKvhVxHynX1Hofas977ypY1e0vQWyo/eDruVf+enqw/OkkvDBBFLJaXoQ5IPmDspb/np6A0ATx3cciriNwGZTkqOASME8cVNcKv2a55T7h7j0+lZ7QJbRox027ULIoTEq8EsAMfvfUinSXavahmguo0uUPlO8nB+Qt2kJHANN26AU9fmSBo84Je1lUBSMk5T6UxtYWK/szHbyysZrjIXnapbO44ycdOcdxUmtRsJYpI7iaJ47WR1ZJecgp6k0Gxmm1K1/wCJlcqwNyoZ2zwrqAO3t+VIC2fEriWSP+zLklCgyEfnccZHy9B3+hqBfE0qNdt/ZN42ws2FjbLbVHA+Xqe1RXlveW9xeyLqshaGzEoyOCQXwOvtTLSO9l1EwHVHCvGkhIHOWUk9/wDZFAF9vEcqysn9l3R2nG4I+DwTx8vtj6kVHB4ikkvyn9mXKs8Cv8yPxgkYPy9eailivo9QNuNVcr5byZxzlfLx3/2z+VRaR5899bSXN28pm09JsBiu0sckfe6UAb9vqlvPbpKRIhZclGjbKnuDx1FPku4ZUKIzFj0yhH9Kis7OBrYEhySzf8tG/vH3qSW2ggjMgDAr3Lk/1oA468uRZa9eXLIXEe1io6n7tben6xY6mubeYF8cxtww/Dv+FY8kK3fiO4i+UrIVHIyD92q+peFzFJ5kO6CQHIYHgntg/wCfYU2JHQa3j+wdRyNw+zSZGM5+U145rcdqptPLOSJo8LvJx8w7Z4rtLrWdWsdNurS9j85HieNZG6qSCOvf6Hn6Vx3iOSYQwFYcuJEIGc5ORwKQy8xEaltwRRyc9K3fCHibTrY3MMjMAzDMgGVGB+eK5eDQr3UJk/tOWSMscraQjMh/D+H8efY129j4MaLTismnrbKTlFRizj3Y+v0H0xTv3Kvfc7GGaKeMSRSK6HoynIrmfG//AB52v/XQ/wAqx/sWq6HN5tjKxTPKgZB+o/wz7mq2ueJTqVhDFNb7LmNidoYAPx2zRbsHL2Myrfh/XbGw1pvMcufJYER4OOV9TXJvNe393DBdeZaQTOEAEZJIPQ+9dDYHRND1lLG5heE/L5ss0YdyG6Z7L1BwAT6mkSdr/wAJlpv/ADyuT9Av/wAVR/wmOnf88rn/AL5X/wCKrZHhGx7xxf8Aftf8KcPCVhnmGLH+4P8ACgDAfxfpjld1pdPtO5cxocH1HzVYtPFlldXcMCW92rSOEBZFwCTjnDVr/wDCJ6f/AM8IT/wAf4U9PDNjbyLMkEQaM7gQozkUAc/4k/5Cw/65L/M1St/9WfrV3xJ/yFh/1yX+Zqlb/wCrP1psEd9pn/IKs/8Arkn/AKCKmeOFoyXWMkqN24Dke9QaaAdKswehhT/0AUS2YkiZFEQBRVG6PdjB/WkBlywkXEpjhkMZOBtt4mX1GOfep/Ovsrk3W3A3ZgQj3zg/y6VW/cQ3Mi3Gn+cinaCtn39cgnI/CrcFxawbxBp0sRY7CRFjPv8ASgDKvjt10k5wIh0+q1Ys1t4rURpqUyo8SqRhTgYx/cqjq7FdVcjH+rA592UVZsb9JLOVpNVijeJPlT93xweORTEie2WCCBY49Un2ttbop5VVA/5Z+iiiJYYpfNXU59zMc5VfVz/zz9XNQ2F3EbMBtWjQxGKNV/dcAohPUdtx/Kltr+OW6MTaxEEDnB/df3pR6eiL+dIZKVgN01x/ak/mLLv6LjJQL/zz9KVlhN611/ac/mgKR8q44Dgf8s/9s1X+1xR6kIRq0YjmuGDMfK5AiBBHHqMfhU0t7EupLbjWIjG4UFv3WeRIfT/ZH50AOkS3lmjZtUn3LlhwvXerf88/VRSTLBcW8UMmpz7FyBhV7oy/88/Qmobi7ijvEZdWiOCI937rgGSMHt6En8KbqOpJaaYtxDq8LSBXbafKPIjdh29VAoAuzTpNEFfVJsCRSPlXqGBH8HqKhcWyWqK1/LItqh8pWAH/ACzK84Qdiaku3thHHt1hG/fIcZi4+Yc9O3WoVvEksrV11GOd7mM+ZGPL4/dM3GBkcgUARa9NL5kKQW0szyW0iBQCOpT1FRG8k/tO1S50iV8m5ZUdQc5ZTnp6VY12GKUoHjR8WkpGVBwcpz0qW30+yOq24NnbkZuuPKXtIuO1AGfeET3F9FHoR3yWWxU8scEl8Hp/nFRWQ26gs50AmMxRIP3a9QjZ7e4rV1Ows1k1MC0gG3TtwxGOD8/P6CuT8Q2sMd9aCKMR5gBPl/Jki3lYdPdQfwoA2Jpo21FphoJ8vynT/VDqfLx2/wBk0nhy7t4763Q262zR6dFC5A+84PPIHJ4qholrCdd8SWzxiSG3lt1hWX59gMULHBOT1Zj+NaWnW1v/AGpowMMWH0pGYbB8xx1PHWgDqbK4QWwysv3m/wCWTf3j7U+eWOWIoVc5/vRkD9RS2PFov1b/ANCNSXH+pb8P50AchCAPF0gHA3r/AOy12TKHUqwyD1Brjov+Rvl/31/9lrsqbEjnvEekQnQr94htK28h29sbTwPT+XtXk1/Gbm/0yBpJx5l3ChIXaVy6jOcV7peWy3llPbOSEmjaMkdQCMVxb/D2SS9t521FMW8iyoPJPLKQRn5umQKSGdVpmiWGkx7bWABj95zyx/GtGs0ak9swTUYfI/6bqd0R/H+H8cfU1oqwZQykEHkEd6bTQ3ForXFhBc5Lphj1I7/X1/GuM8VeGH+xS3UMVsWiR2aWRdxUY7Dufc/hiu4nuIbWB57iVIokGWdzgAe5rnNUutQ8Q6XdW2kWgW3liZftV1lA+R0Rep/3jgfWhRbGot6nmN5c3SaxpDv5cax3cJzGpc/fHRcc/TmoPEN7PcaSZpbUm4Yb2lJUjceSc9evtWxFoGsXPiCwSO1ld7O4jlm8xlCqFYHG4d+Ky9XsNRmsRYJbXDXRGzyvIO/PTr0pE3R6sr6ndACx1KSf+9L5SLGPo207vwB+tTf2frjZ3aswP+yqf/G62o12RIuAMKBgU+nzP+kh8z/pIwhpmsnrrMn4Kn/xFKul6mjCSTV5XRTlkKrhh6dBW3TZP9U/0NF2HMzhPEn/ACFh/wBcl/mapW/+rP1q74k/5Cw/65L/ADNUrf8A1Z+tDEjvdNGdKswehhT/ANAFOktir74ViDooWNnySPr7UUUgEt5rg3LxzNGVHA2KQc/nUxnR/MQA5GRzRRQByupQtPrRiVgGZFwT/vLW5bx3ot4iDB/qwOr+n1oopiQkFvfQQwxBrcrGgTOX5wAPWpPLvuOYODnq/wDjRRSGMS3vUaY7oD5r7+rccAevtTzHfHdzByMdX/xoooAYbe9Nyk26DKoUxlu5B9faniO+wvMHHu/+NFFADJba9lRVLQDEiv1bsc+tE8d6YJQWgAZTnl+Bj60UUAR3ukXF8qkXcaHyWj5hLcNjn7/tUb2GoW9zBMl1au++UANAwHz/ADH+P/ZoooArzwapdaheW7TWamWzWNiIm4BLjj5uvJrPvfDOoalcB2vbZDCvlDETYI8pk/vekh/ECiigCay8NajZ32pXf221eS/eNnHlMAmxEUAfN/sD8zS6ZY3S61ZJJcQn7PpyKhWNhlc45+brRRQB0NqlwsG0SxcOw/1Z/vH/AGqklE3lnfJGV7gIQf50UUAcrF/yN8v++v8A7LXZZoopsSDNGaKKQxDgggjIPY1nHTDbHfps32Y5yYiN0Tf8B7f8Bx+NFFNNoabQWGpR6lJc2ssAWW3YLIM7kJ68Hv8AlV25t1uYvLZ5EXOT5bbSR6ZHOPpRRTmkpWRVSKUmkOhgit4lihjWONeiqMAU+iipICloooAKZJ/qm+hoooA4TxESdUUkYJhX+Zqlb/6s/WiimwR//9k=) 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El Building Information Modeling es una tecnología ya veterana en muchos países desarrollados, pero incipiente en España. Las ventajas que esta tecnología propone son más que suficientes como para presumir que se implantará extensa y rápidamente en nuestro país. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
75 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 20 de Mayo de 2024)
Cursos que darán comienzo el lunes 6 de Mayo de 2024
Cursos que darán comienzo el lunes 13 de Mayo de 2024
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