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)
Boletín de Cursos de COGITI Formación - Semana 13/2022
Este boletín proporciona la información de los cursos de la Plataforma de COGITI que tienen abierta su matrícula esta semana.
Nos gustaría informaros que podéis resolver las dudas que puedan surgir, referentes a la matriculación, contenido y/o desarrollo de los cursos en la propia plataforma de COGITI Formación https://www.cogitiformacion.es, en el teléfono 985 73 28 91, de lunes a viernes, o bien pueden ponerse en contacto enviando un mail a la dirección secretaria@cogitiformacion.es
Os recordamos igualmente que 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).
Cursos que darán comienzo el próximo lunes 28 de Marzo de 2022
Caneco Implantation |
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) 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Caneco Implantation es un aplicativo AutoCAD®/AutoCAD MEP® que permite la inserción de material eléctrico al igual que el cableado automático en un dibujo AutoCAD. Junto con Caneco BT (motor de cálculo eléctrico), permite igualmente dimensionar la instalación. |
Semanas |
Horas Lectivas |
Información y Matrícula |
5 |
60 |
Info |
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Diseño y cálculo de estructuras de acero según EN 1993 |
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RnTjT7mXJaRs22W5VSflCxru3HtknoOnODitS+0S0tYbXyjJIZIg5M0uAOSMcfSqNzdXdqskEsMCbeCv2dFP5hc1pajq95EthGrxkLaR5EkKNycnuD6ik6dTnSv8A19xca8eRsZZ20Qg82LSomiVgHlliLAnPQZ47itaW6jt7yQfYNPZQ+Io0gjPGe+F7Vi2Gu3bTvbuIBDPIgkVYVUZzwQB07dK0Y/EMFlrzzNp0bBZGVik0i7xk4OCxA/KspUajequUq0bblk3Vw0ryTWdpHGGAKeQiqBg8YIwe3HWrDHTWmiQaRYlCwLSiARlu+OMU+K/0TUN01w89vCJUUiYB88MSMjtgdfepptPla6gNmIpbR5AizwONoYg4GByOvoKxlpo1Y1i77O5HeaV4cvnVDBJDcl8IsdydqH15zj8Kdd+Hby3MWoWOpwt5LAtFeIUJGPu+jZ9eOtUJRBb3RDuSwfkZAH09fT/Grv264fzILtWmgYhULNjyyDxgcfpSal0Y7p7oqbDpuuwJqcckBll85Hki2ojc8BskEEHG72HStHQ9QaHW2vY1XZPAI5MnduYYHPrnI/OrM+szLYRWj27T2jvwZ8MGA7DJOKbNoY3SHRZyrTRAyWEhy0YHQo34dOuMe1Jy097qFuxj6jpX9q2I1OwsRbSeY6zWaZJXB6gentXN+WQcHII7GuwW7gsbRdWZm3W0hPls+CJtwG1h6YDNz7Ua5pNrfQXGs6WjpEj7bmFlx5bHqQfT/GuuhX5fdlt0/wAjnq0r6rc5AJShKn8unBK7LmKiQbKUJVjZSiOpuVykAjpQlWAlOCUuYpRK/l0ojqxspwSlzD5SuI6eI+OlThPaneXS5h8pxGqaR5eUmlnFw7cJKhG4AAnn0/wqnHJ5Uay21r5kaqu5lB/P861729uV0R2ecyYOIy7ZK8YIX67hn6VXsXjgsokEC5wCWV2Bz+dcP1eTk4R1sVzrSTMuXUpZ2KiYwb+o245/lV/wrcOmqyR+aH81QR7OvzD9AR+NNls4pW4yo64wG/TjH1pLCxS2vYbkMRIrhlCBhg9ucEY4rOdGcVqilNN6G9qeifZfEIv40zBcwbkJjLc5A47dCK5PxWxGoooz90nn/eI7fSvbptNSXw9aLtt5g0ySxlX3FYSysQQP9njnjivH9YhubjXxBY25nlMCZ2Lnhhv59D81c8XdO5tLuc5DcPbzDAIKsG/wrdsdWumlcbVnQLuQOgJHHAzwSP8A69bOneALrEMuqMIdzDAUAsPY9q6KSDQvDFqQYNz7cLsjLuT/AEpc6vZEuPVmdaJcM0csNqEKkFn3nawK8478H69KzLmye01NFYlsDdsTnI6dP89TWbq3jLUJVaCzie2hycMw+cj+lcx9quvOM3nzeaer7zk/jTu+omr7HYXWp7b2eNbOKKyBZkYId7DPyg9eayHPmMsgUBiC3y9R+FSWd3dXUMMLebIsK75CeSwPQAH0q5eafZRWcL/aV88537WGR1xx06YzzVxT6GTaT1Mo7Hba0YLYz8hwa19L0n7RbXkpvkhFvEZI0m43sDwo/wAiqsLR2sWyD5mZsh26rVV72dQBvxliGJ6E+4rVabhqy7Fq6EeXPuhPckZXP9K3LPWbqK5ivftjySJIXVg+VDeuPWuZSeOUYlRCCeqn+hqNrZUBaCUo2exxW8arveWoSgmrLQ6zULx9SlmuZ33yytlmHGSTg/zq1JG9zcQovzHyYlGP9xa41bm9tXxLGzqcEkda19K1OLz0YFjIp6N1X6flXTGvFy000OadJxjZm5Npk+l34iuojC4dSVbr2qC5AN+xGeXY/rVi91ptTu3nuZ2eQHnzOuB/+qprK2TVtUWGCaMFy2CzYA78mrjKyvL+tSGraL+tBkSg6dcAnGJUI9ejUtlJNbXcM0MjKVkXBB6HtUhi8oXMR5xInK8/3qYI2RkYAkCRB/48KH8Mi47xNZ/EC3gxqNjbSzsjKLpU2yElTgtg4PPtWtd2Fwj3lxBNaXNsiM/mRE7l+boVJyOmP84rlDGmzJHzDp6Vdkvbqyur2S2lZBIkiOAeGB7Ef56VzVKC5vc0OinUdve1L0lw8l60cbs6+dhvnZioyAcDOB6VPbXBsb+KTypVVctGZF+cgY5747/4VeMOn3llqE+n28MN6lwZJoFJBdQRyv68VnxxSQOqXcLwNID5gWMF0UjoCR1/rWCtsbeaNOS1j8WG7MpFrqAAKSkAIw7K3p25/wD1U2G9v9P1I2sMaxqVUSQSjerl2O4nGOMnrnoBVG2mNpcNEW2rIRIoEmTtAx2HXiuokEOrwi2SXGpJCyJNuwZAc/J7+x/+vUP3fT8it15nNeItESxmS7sxvsLgbo2XkKfSsQJXTWElvZWZ03UcoLmE7+pMDJhRkeu7P+TWRd2L2d08EhBZO46EEZBrrpVLrlZjKGtyiEpwSpxHTxH7VrcSiV/LpwjqwI/aniOk5FKJWEdOEftVkR04R1PMVylYR08R8VZEVPEfFLmHynnurQRQaQ9t58ZkScjaDy2f4vcYC1WChUX2AzVfX9avdb1Ca5aMM0p2uFQHG3BHPbjH5UukeH9V1iZCkbSRnliThV/z7Vz0cT7O7au2Zzp81h5uokyFBlfsF4HPqa1fDllqeoysFidUYFRsXGD7k/0rtdE8CafawQnUtk8kZLAYwoP9a1b/AFzS/DzkKY2O3AijA3f/AFqwq4yrVfJFfJGkaMYq7JNF0W6srHyJZVA24OPx7n1zWVealpOhNIrhWuc4IiUFmA6Z9OK5zWPGmpamWjib7NAeNsZ+Y/U1zmCTk9a6KWXTmr1nbyX+ZjPEqOkEaeu+JtW1NDFbFbe36ARth8fUj+WK5j7EPPjaa8uYyvLGRTIPfGMg/pWr2pcV1f2fSS9zQx+sSfxajYLnRoNKSD7Cbm5aP95IeCST2Gf8Kxbi4jUgLHEhGf8AW/fIPf0xz9a2mgilUiSMMPpVeTS4ZVA3OAPfP86iWEkl7oRqRvqZ9uY2T95dE99qjCj61JLbHcsyJbgEZVpC5GfXkf5zVxbae3iCW8UJAbdnGCcdKo6jqGpysI5pFROoXYMA1zzhKC95FL3noyRLS4kBkeZJAjcovyqDjODnFU40WMo1zcxEM24gHJT1GKqStPcfLI7Pzl2LZ/Cm+VGqnux6CsXLsbKLW7NFruxiYiGMFSQcnr/9eq0txLO2Y5EUdwpPP6VVXlRvJznpTvNUAbQMjueT/wDqpOVylGxZgkuMjMyFe4fJP8q6HRdZt9Mlmlns7e4Z4ynzjcAW7jvnvXK+fjO3I+lIblj8o9e4yc01NWsx2ZqtLL52Y5uvVZOf/wBVdO1vf6Vo1pqtwgjtbkkI6ncOOtcQ8zSEMzYYcZ/+tVmbVp5ESFpGdEHygnpW0a3LszKpSUjq4NV+0yF4VVgwAJJwM5HNdM72DaPbsin7YJU8wqcpjcK4jw1faNazTTanC8mYmVAjFSG7E+o/Wo4by7ubkW0GZPMYKqrwTz09K29qpL3jJQcZaHbC0klhZkjdtvUgcDg0y5jLSSZB+ZDVCz17+wJruwceTdMDDMpPzH1B7H8KvaXexX8sImXy0ZdrSZB7D+H8P1rTmu79Bq2zJvmEjyrwWfOR74ro7mW1168tZiJI9RG5JY0J2SgKTkDsfl7etYVtFJPCxiVmYqhG3nPyKas5ls9TtJ42ZJY5SVI7HaaynFSXmbxdhbWeC4EkPmOU8zBEIwxYA8Zbt9e/0q9Z372ZdymHRBIpzkZyAOvGQSabqhbUrNrqx09Jpy6vdxouCGYkbwB17etPtZGu4Ft4wDNFGyqsceWkAAI5GM/d/WsHbr8zQuaraLqlgmrqD9oiBEyEjMoGGDD16c49ao27vrOim4ljAvLdE3EHl1IyePbI6Vbsby6F1DJkFQvzxtgAqT81ZrTS6frkEts8kNl5bFOOSm8Fs9R0GPpilG8Xb7v8inrqQCOniOtO8t0E7SwlWgkJZGU5Hrj6jNQ+VXQp3RKiVRHThFVpYqeIvak5FKJVEdOEfNWxF7U4RUuYfKVViqQR8VaEXtTxFx0qeYqxxWneHbKIpJeiOWRTkIo2op7cf1rVuNctNLwAVUjjYgH8q5K71u4mBWI+Wnt1NZhJY5Ykk9zVU8A5az0RxzxCXwm/qXi2/vMxwMbeP/ZPzH8e1YBLMSzEsfUmilr0aVGnSVoKxyznKbvJhilAoApwFakiAUoFOApwWlcLDQKcBTgtPC1Nx2GhaxbvTLhpy6Wsbg+khU1vqCOhxTgtZ1IKasy4tx2MOHQVf55YwGPVdxP61O3h6Bl4cqT6AEVsBaeErNUKa6Fc8u5ycvhe6XJjkik9uVqncaVeW0LF7XAA+ZtpI/McV3gWpFXFYywsHtoaxqS6nlqGVW+X5D06Urg9TKCfTNenyWNtcf66CNz6lcH8xWdc+E9PuTlTLGe2DkD8655YWS2dzVVEzz5cDn+lPWTjAGfSurn8F3USE2kySt2ydp/I8VizaBf2u43MEiKBncBx+dYOnOPQu6KHmkrtI4qSGeSCTekxDeo601oQWwiPj/aoaLZ1VefVqnVBoTSX7SvmYNKSeWPJNWrfUpYWBguCgH8D8j8PT8KzvMIK4dFx7UhMb4yWbnkKOKpTaE4pnaaH4qk0qXzPKImAIWX723Ixwe1dnpGvadfET6iyqvBUxtk7zxk9sc14/wCa0e3yNwB/vmrEd6IJlL5jYkE7GrZVU9yHBrY9z0aZoJG1G2KywJMFYA5Byx4/WluLKXTrlr+OfzLeV3EGX+fG05HPJ5PbNeW6f4rvrdkBndowc/Jj27HjtXpOneNdL1y0Sxu40gjiYFJd/wAyHux9zkg0T35o/MISdrSGR+UIYm3RoZElUIzktkAk/KeoBPBpYCZ9An08wkzyeY0LqNpj7bR9ah0+RYY3kR82nmPEGQAsGJB+6fb+dPtS1vfw3G2SF45toEq45K55UDHU0PVWNIsuaDNFdWb6YykXMZEqEDPVMkMfov51ZEXtVOa5ksdWXWIFHlXZj2ZHG7JDD2GP51uyRrII50UBJkVwB0BI5A+hzUqWvqaRtsURFTxFVoRU4Re1DkXYrCKniL2q0IqcIvalzBYrCOniLirQip4h46UuYLHgtLRilFe6eNYAKUClpwFK47CYpwFKBTwtK41EQCnBaULTwKVyrDQKeFpwFOC0rhYQLTwtKFqRVpXGoiKtSBaVVqQLUtlqI0JUqrTlWpFSobLURgSpVSnBKlVKlstRGqlToDx7UqD2qwiKR6Vm5GkYX2M+fR7C85ntIyx/jAwfzFZFx8PbKZi9pNJE5OQr4YZ/Q11qRjjBFPj1Bre6ihgit5/NTeWZTIEB6Z2sMfjWMrPoXyW3PLdQ8C6zajdCouIx/wA8yMgfQ4JrnLnTr21kCTwSwt/tgivfvM87D7VRj/cBAPvg8j6UPbQ3CGOeGORD1V1BH5GsXBMr2bPnnySWx1I9jThkEE5/Kvar3wDouoZKQtbue8LcfkeK5fVvhXqNoP8AQ5UuB12svlt+R/xqHGxLg0cAhBkJ3svHBJq/bXslvDIpG4OQd6feXHoabqGi6hpkhS8tJoCP7y8H6Hv+FUAxVgQ360thJuOx1Nh4guba5SaKYSMmGIYYOR7d+grvLXxTB4jlBuY0ineWPzZd+1FAGMlSeeleQqS38PJ/iXircc8i5LZkA6H+IVqpp7mdrbHvFtYDWbA6csg8gHzYGLfeKsd20flT/DdyLmxmt5bgeaszGONm6AE5C/z/AAryrRfGOo6Z5f2eVZBGxwG5IB9AeB9RXd6F4g0u+uTdwMkV1uaU28rBQ5J7Me53HjFS4uw1Vs9TpdQvrfTIkknDne21VjXcx/D0q9GgeNHXO1lDDII4Psa4zx3ePBe2cf3GUM2FfOMgcf59K63wxcnUPDFlcNjcqmI/8BOBWUpWt5nSmmy0IqeIqtCOl2e1FxlcRVIIuKnCD0p2yi4j5xpRTaUGvoTyLDxTgKYDTwaQ0h4p4pgqQVLLURwJp4pg5z7daeCAMk4FIqw8CnqtVrS7gu1ZoXDbThh6VbFRzJq6K5GnZj1FSAD0pgOO1OEig80h2JQg9alVDUSup71MrL61DbNFFDwlSKtNVl7GpAwqHI0jAcq1KoqMOoHUUCZR3qbsvkS3LCgVMoFVROvr+lO+0ryF3uy4yFFRJ2V2VFJuyH3dzHAUjaZIjJxuZwMDIyea1LQ2pC+XA78gI3mAgA9/vkH8qzXsYLudDcISqpuwYi5IyOnbOM9a35rO1aRTaaUFWNVxJJksDnoAp7Zz6VxYmSaTTNYRknqjPuRNb3U0cz7mDn5sAZ/CmC4IPWr1wsCvLbNG8s24MbnzBgD025zmqE8GyFjCpklAyBjIH1rSnVjKN2Pla2LE+pvpulnUR5ahHCq0gJXPuAD61Bpnie51Z55Lq5t7grtCCFCoQc8cge1T6tonlWcyxCW5dgqqkjHZ94HpkdOvTtUeiaG4u5rdpLMNhSRbqwKDnqCTU+3o8t1/X6ijTk5+8WJrpJ42jlgjlQ9UcAj9a57UvBnhu/DSLbz2krHra4IJ/wB0nA/DFdVHpMQ1KWCScALjlmwDwOMetRXNjexahstFtjACMPLJy3qCB0qJVYWLlCN7M8l1LwVdaaWuI28y0D7VMg2ufw6frVS5t7K0EbXErqzdMwg8g89G/nXuIRJVijvPIUs21Vjy2G64PFcZ8RtBhawTULZRI9m+yUBf4D68dsj8zShNSir7mFSkk7xPLZ5ohKxjgnAycZByKs2sjSlfLLbxgAdCAO9aMdhb6veXf2N5IY40Z4o8ZLnPHHbjHSkTR7vSJ4GufJkJYOUViXVe/HoR3pxrxU+S+pi6Tav0OitGvXiWLUoGuolJAJ+9H9CO3JOM4r0/wi1rFovkWwkWEytIgfkgcdSOK8wS0kurC/SOSZWiZ5Iwr4yM55x9K9CN5Np3ga41Gz2hxbx3AyODhgW/MZrgxOI/fRh5nVTopQ5jrQV9acMeorg9G+Iel6uFglP9m3b42vId0R/PpXcqw2B1KFSM5U5FdkrrchWexKAKyLvxXodlN5M1/FvA52ndjnHb6VheOWkm0iZDdEQDbuiQlQ2Tg7m9OhxXmq6FCdxN5bINx2h85x27GhOH2mVySexmQxSXEyxQozu3RV6mmnKsQwwQcYrJs/EF3aSrMIYm25IYg9cY5xU48TRyeYJ7YRgoFzD83I784616rx0VLbQ4I4eLjvqXw1OBrJOvw+W0a2hKh8rKzYbHbIBxTJvEEbkGKBkwOhIOf8Kf16n2Yvq/95G/EryNtRSxxnAouZ1tV2l1aXZuCA5PeqNnqe+5imt7C4aBMHfgsA+M8n0z/KtNYYbq4D3NhcSXMrZVgjLjrgA+lcdbMXGS5Vp+J6VDBwdNuT+ZkRandRahDeqBsCbZYWGQw9DVhrs6xvg05ZEZWC78blcnPHqOBRrmmS6ddJZNHJHdEb5B94KpPA6daq2mialuWG3LQNvJ80BlPQdTj26euazni1unoyIUW1orjLa2l0u7NwqsNv8Ar4wchk/vD6eld3eaFqFhBbSyxAx3K74mQ7gw6/y5rn9P0+4tbcJPKJHHCxunI9R75r0Kx1e/XQNNs0tQstpKqRXDksoXBGCMdcY9alYxUlpsa/U+azOWtrTzboJLlVBAYj0zg0y5txDdSRBwQrEAg9QK7q4tdMk064U2M41WaJngkU7V83BxwT0z6givNtb07XYbiG7hs5YhEqxOW+bdIRzx+IH1FFPMoud3syKmGXLyxWqLoiPbmpo0YsBjvisQS6613LdamJLS3xuIS375AwBjgZPNVNT1XVIrtBZXRMG0MJGhAyffrXQswpTfKt/w+853h5RXMd3qNqtstuI9oJT5sc5OaqRQyTTLGnVvU4rP0C08W6vOyyCO62xh1EjbdobjsPboavnQ/F9teKl1YQrEOXaMbsDGf/rfgayhX/dWvqdKnTjU5pLTsTG1kRtpAJxngg/yqG5Jt7aScrkIMmr+l2TSRHzbdwYkTDANydo65yOvoB1p11DJLJ5UmQPMGVfgMvJ4/wA5pLGcuktx1IRm7pWKsEEslnBcsu1ZhlR1NXLGAfY70sQckYR1OCR05x6+9aN9YxyWcayLOruWKCNWG0gAnnHoKz5tOm/sy4tbUXBcquGaEq7AMCTknBI9K5a+K9rDlegU4qnK6Opt7URlZHt2dXiUDy8nbxnoBx1qOaNkikKtcQgKBvKsoPzDvRok0ttFE96W+1G3VHOwnIGcdO/NWdS1SFh9lVjvZlGNh9Rn07GuKN7WZpzXMS6Lw6u8nm+VaMhLlYwy5GOmMc0x2luDssS1wxyP+PfqfbLDNW9SeymmjjEqjauEJh55PPJ+o4qW4v7m0tYrgeU08fKhVCBuK2VV2SBxdilqt5dRYu54zHsjy/7oZx68vkdT2NRaJrNtLezNibdIypuxhSxJ4HPGKxNU8Q6pcGGO50UncAHm7bMngD0x396Xw1DqF6lszwWlnbo7tMRne20ZU9+nNNtQg20QpXaOwtLjbe3odepypOc/gf8AJrXEAgVpt95EBhmMjggYPOQT0rlr69t/7QSEkAYDZVCDt4zkH3H61mazDL4p09INP1Kfem9ZJJv3asp5CnHtXL9apuzb3NZ05W2NW5+JHhS18xN8l3Kp3B0jIyc9ugz71xWq/EW3v4ri1trCZYJgVcSzA8HA6AcdPU1UufBYg0eKSeREum+4GbAYY5XA79T1q74K0nTG1SE6pp8uwkH5lOwjHRs98kV0xxVBJtO5yOFa9h3h/SIoPEz6bPP5FwiyRpcLkMD8uNuO+N3X1rdmQaTNNE0ct3I+Q895EQGXH9/HT2//AF1L4hvLLwvrkerS25uo5/NUj7pIIAH4dK4+58StLNLd25nlEJDnKkpGCcfdJOOe/FcUoVMRJS3VvxXmdUeWB2XhGxS61FrV4jGr2TEqw7hlAz77WFaXh3GqeALjTCd00dtLAV79OK5rwj4zhufFQeVcPJb+WGzne+R/Pj8hXR272fhq4+0QMSWeRrhHJGQegHbvmssRUSquUlaTSf3XCMbqy2PEruCSxkMblg6HaUPUEdeO2K6zwh4i1+0EdratHeW052iykm/UZPH51f8AEDwHVpNd0uFkadnRoiRtGMBmX1zUfhPTmh/0qGwwXO6NhljGwOflz/XPSvQ/tBShd6f5+hzrDPm2O08R6HqMGkXqQ2yJBMweUbiSuDnIPfp7V5RcXkNvMY3RmYdcxhiPxJr1668Qa9cLJHLDGbaRChQLyRjrn61haf4P0C4tzJeabeSTlzl432qfoB0rmjmtON03dGzws+W60Z5SqhVKDhW6gdDSCJMEbFwevAoor7bkj2PME8mMH7i/lR5Mf/PNfyoop8kewDtuVVMkKmSoBIxUqyTr926uF7fLKw/rRRU+wpP7KKdSb6kbIXm815JGkznezktn1zVmS8vJYwkl5csoIODMx5HTv2oopPD0n9lC55LqI11cyMWkuJHJO4lmJyfxrd0rUr+5VrYXUi7QXVxI2QQOvX0oorKvRpqm2oo3ws5OtGLehBc+ItVllDS3TtInCuXYkfTmon8QavJndqFwQTnBkJH60UVpHDUbfCvuMJ1qnM9WPfxFrEyMr30jBjuOQOTTV1rVF+7euOSeAO5ye3rRRT+q0P5F9yMnXq/zMlg1rVLeVpIr2RWfrjgH8qsf8JTrw4XVLkAADAkOKKKbw9L+VfcQqs77gvifXVyRqU2SCD83XNNk8R63LGivqEpVG3KAcYPTNFFT9Wo/yL7ivbVP5mWh4s8Q7Np1F2B/vHNSReJNbMwma5RnAwCVz/OiilLD0bfCvuKpVZ825t6br+r3F7FJLJE7ocqeRg/QV1Jurv8AdzsI96AhSHYYz170UVhUw9JfZRl7ap7RrmZi6l4i1SOFoVeNUznAB9c9a5658T6nJLEzum6I/IeeP1ooqqeHpfyo0nVnbcbbW82pmNbrUL9kQ5RBcEBfp6VuHQI7W2Eseo6nuyW5uc/0oorDFUqcVokbZdKVSulN3M60QtqxaS7vW5Az5o3Y64zjNWPES2phMdu97GxfljNu4A4GMUUVxwoU+ePuo9nMoqnJqOmhlNOYNFkCXmo/ad3Ev2ngD6Yqpoly91rsS397qM6P8pxclT/niiiul4Wgqc3yK+p5PtJc0Vcm8S2izeIhYRS3T2ka4UT3JZhkeuDVOPwlLMzok4RGGMGRjjn6UUVyQowUlZdCKlaai7Pqa2meAIkukea8lyDkeW5BB9c11f8Awg+lS2hE1xqTyE4ZjePgj6ZooqK1KCdx0Ks5LVmLqPhGxtcR213qSKMnH2xuazLfSTDdqPt+oMndftbj9RRRXdQoUnT1ijKrUmqtkzsLLwppl/Osf2rWIgEyduoOcn8awbnTLPTbua0SXUmVHIB+3uKKK4KVKDqOLWh6qR//2Q==) 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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 |
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150 |
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Diseño de circuitos impresos (PCBs) |
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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 |
12 |
120 |
Info |
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Normativa de Seguridad Industrial |
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) 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Las instalaciones industriales afectada por esta normativa de seguridad son aquellas existentes en edificios tanto industriales como no industriales |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
100 |
Info |
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Planes de Autoprotección según R.D. 393/2007 |
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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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Curso Profesional |
![](data:image/image/jpeg;base64,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) 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Aprender capacidades y conocimientos específicos en materia profesional, es para los Graduados en Ingeniería de la Rama Industrial e Ingenieros Técnicos Industriales tan importante como los conocimientos técnicos para desenvolverse en el mercado. |
Semanas |
Horas Lectivas |
Información y Matrícula |
5 |
100 |
Info |
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Eventos que darán comienzo desde el viernes, 1 de Abril de 2022 al jueves, 7 de Abril de 2022
Cursos que abren matrícula esta semana
(comienzo el 18 de Abril de 2022)
Cursos que darán comienzo el lunes 4 de Abril de 2022
Eventos que darán comienzo desde el viernes, 1 de Abril de 2022 al jueves, 7 de Abril de 2022
Cursos que darán comienzo el lunes 11 de Abril de 2022
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