Jump to navigation
Back to top
Aulas de Puesta a Punto UPM
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWoAAAAgCAIAAAC0DqUKAAAaLklEQVR4nO2d919U17r/75/xfb3u95V7T040auw1KopK72UYBEQUVDQW7L1FPXaNJbao0Rh7Q1TsiqJUQaSKhd5h9jDDwMww9X1/YOMwZLyCiSc55877NT+w9571rLXXXvuzn/WsZw//gR07dux8Ev/xZzfgL4bRaG5SmerqTZXVpkaFWa35sxtkx85fF7t82LFj5xP5RPkwVlTpk1LUh4+rlq9TTpqm8A1WxSxt2bRde+GKIbfA3Kr7Y1tpx46dvyDdlg+TINeeu6QMixL6Dpf1GCDrNVjoPVToM1TWa4js60Gyr/rLRzu3bNtteJn7OZprx46dvw7dkw9DXoEqZpms5wDZ14OEviOE/t92/vQbIfQZKvuyr3ysu/bcJXR2N8SOnX9buiEf+pR0RUCY7Mt+Qt/hNoTD+iP7qr/Q71vNTyfMra2fr/V27Nj5E+mqfBhLyhSBYbKv+gv9bDkdv/0MGCnrOVDo963m9AUwf9ZzsGPHzp9C1+SjVde8bI3s68Fd8TusFKTHAGG4oz7h6Wc+Czt27PwJdEk+Wm/elo8YL/Qa3A3taFeQhv/q0zR7kalB9rnPxM5fEbWagkIqqv7sdtixRqkit4C6ht9p5uPyYdZqm6Jmy77qL3wzzOrTd7jQd7jwzTDLdKbvcKFP+6H3CtJ3uKzvcN2jJ5/SOrMZo7Eb328QyC2guflT6vonoNfz6jXllX92O7qGTsfLXOp/3wg7ewlJOBkv/6A2taPRkpNPbX33Sun1ZOdR181SJhMGA+auTcBraklJJzuve+P2s2I0YvhNYw4exS+E/MLfafvj8qFPy2h08pb1HCgMdhCGjBGGOAhDHORDxgiDRguDRgmDHYQBI4V+I2S9hggDRsqHO8qHjRUGjbYKo/6tb8uWXWaNtntN02g5foo5i3j4uKtF4m4RMpWc/O5V9E9DkBMdw95D3Sul05GRRUnZ52nTh6lvwEtK3K1Pt9DSwpSZ7D/MH54HVFaOdDJnLnavlLwRn4lcieteqYwX/GMHb9995GtmM3HxeAcz3ougcJRN3avlM2EycfI0x09ZyVlpOaGR/HgEnf53mv+4fKj3Hxa+GSb0/1Z7/FTrtZva0+e1py/ort9q2bBVFbNMe/J0o0+wrMcAhYdEvf9wa1y89uzF5tUbhG+GCb0Gy3oNFvoMlX09WCmNMHb3BqiuwSeYnoOYuwSTqUtFLsbiHsCL7O5V9E9DpSI0ks27uleqUUFoFIeOf542fZiaWka5cDH20y0UvuHIz3yOxP+qalz9OPZL90oJchzcui062XnsO0xJ6Ue+1iBDEs7GbTQqqKnBYOheLZ8Jk4mLVzl/xeoOyn/Fucuo1b/f/Mflo3nletkXfYSBo3SPnhgK36DTmbVaQ26B5tAx7S9nMZubomY3uvoa3xWbGhWt9xNa4+LV+w4JvYfIv3VqnOAlH+kk9B0uH+5oeNEdD9ZsJv4O3lI278Q9gOwcy6FGBXX1FjXVtlJRJfbF5Ti8pWTlABgMlJaRmUVKOs8zqaz+YEUygdo6y56WFmpq0bavNzcqeJFNSjrZudTWo28XbIWSrGyS0yguxfS/erbKJjKzSH1ORhYhU9m+x3JIoyGvgOQ0svNsX06jiZw8XP1Zs5HCN7wrprlFPFRbz/MXpKRTaq3Lzc3k5JOcxouXNDQAtOqorEajQSaQnklGFoLcqoggJ/Mlqc8pKrHsrK3D0YPLHZ7VZRWkZZCR1XnOrNdTUEhyGq9eU1lFbb1482g0VNeIPanTU1xC5kuS08h4QXWtlYXyClLSSXvO67c0NX1wqU4mIz2T5y9ITMLVj5NnLIdUzeTkkZxG/qsPZhsJcsZ7ce4ygMFAZTUvsklOIz2TsgrbRYAWteUslE1U16A3UFRCcjoFhbTlJWg0xN9lxHjOXaK0jMbG9vOqJC2D55lWA6xVR3Utej0tLZSWU1ePTkd9Ay1qKqpISedlrlhdZTUpabzMsZLgBhnZuaQ+JyWdwjd0SoyorCI9k+Q0Xr8VS8kEGmSWyZdWS24+SakUvrF0lMmETEDZJI7qtAyqaj7YIR34uHyoFq+S/Vcfof+3wlcD5N9OML4rNuTkNfytb8P/+1K9/zCgDJ+mPv4LBmPzmk2y3kOFnoOEPkObpkRrr17XJyRqT55pdPYReg3Rp2V0pUGWk5yzmBXrqarGW8r+w5ZDx39l+ToaFeLmy1zConj+Aqzl481boubgEYiXFBc/wqJ4lGijIoOB/UdYsMKy59ETZi8krwCgpIwla/CU4BWEl4QFK8T9Ba9ZvApPCc6+hERy6rxFVjpRWsbCFYzzxD+UmTGMcWPnPvFQRSXrNxMYjrcUV382bu98VwNqNbv20e9b3AOYPpe5S8QG3H9EdAyBk3DzJziCBwniHVvfwOoN+IXiHsgEL5atpbKG8gpmzWf5OjbvJHASzj7MX24Z0Ln5zF6ItxSvIALDuXBVNNVRPgwGbt0jNApvKT4TmbWAnDyxuKKJ/UfwDMIjkDmLCZ/BivVixCS3gOlzSX0OUPgWvxD8QvAOxlNCRLR4yYB7D5k0DVd/fILxlrJrPy22lPT1W2bG4OJL8BSmzab/KIsfUfiGFeuRRuARiKeEg8dQqWxY6CgfxaXMW4LvRLyDcQ8gKJyHT2wHLJ4kMWeR2O3xdwmbxs59LFiOhwQ3f346gU5HWTlzFtF7KNII5izmUizAg8eERuIlwSuIqNkkpYkG3xYxI4bDx1mzCZ9g1m+mtJw5i1i3mVUb8AvBwY39R7hxm7X/wFPCGDd27KNJBdCiZsdeXP3wluIWIN4abWPPZOLhY8Ki8J2Isy++Ezl3GY2GHw6w7Qfx1Orq2bILvxBc/AgIZdd+5AoAjZYN25i/nE07mBSFkzcTp5KRZaM3rOmCfCxZLcpHr8FyB5c2+ZB9NbDhP3uI8hEW2XrvoeFFtnyUk6znIKHXYPkoJ11CotlgaL1xW71zn8LZV9ZjoD41/aN1WSgtx9WfS3EYDKzaQPgMy8N5y25CI5EJ4mZSKiOdSEmHdvl4mQNQXMrVG+S/olFBUQkLlhM8BYWyc0UGA//YQUCYZU/sDdz8eZ4JsGwtk6aTlUNNHYlJHD/Fm3com5g5nykzScugtJzjv+Lozv1HNs6iScV3C/CR8jSZ6hri7+Dsw/a9AE1NLFlNYBhJqQiNPH6Gqx8/HOg8gg0GklJw8mXxahKTSElHqSQ9E2dftu+hvJKKSnbswVMiiuaq7/GU8OQZVdVig0tKKS3HJxhXfy7HUVFJchpj3fnhAIBMIGoOUbPJzqW8goPHGOPKgwSAunqLfKSm4x7Izr2UlJFfyOyFhETS0ABmfj6DowdX4qiqpuA1EdGERYnykZaBo7toraKS46d4W4SqmZJSps0hajaNChoacA9g6y7KKymv5MIVTpxBoaATjQoiZhI+g5w8Kqq4eIUhY/j1vHgKEdFMn0tWNnX1XLuJp4TjtuY1HeWjqppLseS/oklFWTkr1+MXQpUtF/X6bdz8aXv4xd5g8BjmLSUlncoq9h9htAupz9G2cuYCwxw5eJTU55SW8zIXZx+27+FdMa9eM28pAaEUlwDkv8LRA88gVm1g70GuXie/EAcXQiNJSKS+gWO/MMqZ8BkkJFJVzZmLjHImLl4cNrfv8eQZ9TLqGrgQy0gnklIBcvJx8WPleopKKC7lwlVib6BsYtEq5i7GZEKnY8dePCTcT6Cymlv3mODFoeMYDLTqmDoLB1eOn6KohJw8fINZsPyjE8/uyEfvIfIxrqJ89BzU8P97WuTjQYIh/5UwYpzsq/5Cr8HCwFGaw8fNLS2tN+8oo2OE/iOF3kO6IR9muHAVbykNAkBCIq7+JKeKR7ftIXy6RT6S0xjjJj7iOnofbcgECl6TmMS6zTj5WJ6Z7zEY2LKLoMmWPXHxeAWJ0usXwrQ5VFs7crfu4eIr6ksbi1cRHWPDAXn4GAdX7j1s70oVU2aybQ/A42d4SbnzEJMJjRaDkS278JbS0tLZiFxO0GT2HxE39Qa+30JENMomtK3odLwrFh+DBYU4enD5WmcLb4tw8eXCFcue6XOZtwTg9j2cfK2CzbPmM28JOh2CHEcPrt2kVceK9UyegbY9+F1UwjhPrlxDoSAsii27LcV37CU4QpSP9EycvK0i33UN5OaTmMTCFXhKKC3jVSFDHTl60mqkdgocmM1cv4WDC5ntz8PqaryCOHEa4NpNPALJzMJgQNtKk4pFKwmfjuY3Q7+jfLShaKKgkGcpbN7JgJG8et25CHDzDl5BpGcCXI7D0QN5+9wk/xXjvTh9ASAnD0cP8U4GNm0nZKol4lBcglsAR38BKChkgjc//mSp4kU27gFcu2npXlc/zl4SN6uq8ZvIgQ7f1+koKiElnStxjHbl1Fl0erbuxicYubUDazCyaCXzlwG8LcJDYjELHDyGXwg1tRhNTJ/Lqg2WQzv34TvxoyvuXZCPRStlX/T+3+QjfJrm2EkztGzdLQwaLR82Vj5yQqOzj2rpakNOvqm8stFbKusxQJ/2/KN1iRhNRH6HJJycPLLziItnvKdlwaKL8qFqZu8hQiOZtYAla/APxUtK/qvOdX1IPtpc6/OXGTIWLylL13DqnLjmeuRnvKVWs+WjJ3HztzFeT57BQ8K7InFTJhA+XZSPy9foN5LQKKbOYnI0EdGM9aD/SFS/kY+6egInseegOBZVzcxawAQvseCUmYRG8fcBbN/DpVgcPXhb1NnC2yJc/TjXPm70BhauYMkaTCYOHMUvlJoOM/Pd+wmNolFBowJHD27cRqEkbBprNlnZDJrM9j2UljHeS3wwtrFlFxOn2JAPeSPbfiA0irmLWbQKryB8J1JegVbLwhUMHE34dDZu5+ZtG2sWZjO7D+Ah4f3iXUkpHoFi7OPHnxjrRmgkU2YSEc3kGQx2wDfExgJtR/lQazj2CxEzmTGPBSuQRtB/pI2uw5Z8vLec/wr/UNFgZhZj3Xn8FECj5buFLF9rMaJSMXUWqzZgNlP4Bhdfbt2zHH2RjU8wV2+Im0UluAdYZK60HOlkDrfHzu8+ZOpMIr9j/nJmLWDEBC7FomomOoa5Szo33miyyEdaBmPcSOlwGyYk4uBK4RvMZqLnsbbDJd57iICwj0ZAuhA6XbdZaMtV7z1EPtbNVFllfP1W1nNQw3/2UB86BjTNmCsf66Z/8RKDQZ+ZZUh7rv3ljHrH3tZrN40lZYbc/MbxnvJRzoa22WNXyCtgxHhcfJm1gO8WMnM+wxwJn0G9DGDbHibPsIQJUtI7y0d2LsDOfTh6cPwUSakUl3L8FM4+XZKP67fwChKdC5OJZyls/YHpc/GQMCOG+gZ+OoG31MolOXEGJ28b8nH0JEHhossKCHKLfPxylsEO/HiE0xc4fZ7T5zl3mTsPbEy/O8mHQkn4dCKiOXOR0xf49TxnLnIxljfvuHaTse7U1Ha20CYfZ9sjBXoD85exZA16PXsOIglH1uGRte8wwVOQN1rJx6TprN9iZVMawc59lJTh4MrVDuHVrbs7y8eTZ6g1bP2BCd6cOkdaBkUl7NyHf6gYqW1oIC6e5esImoyjB9v3dO5Js5m9h/AOtuwpLbPIx9bduAXw04n2nrzA2Uskp3WOKdIuHxdj0ek5epJxHuw7xNNk3rzj3GVGOlH4pnMRbMnH+7BRXoEYYsBaPtRaps9j9UaLEbWa6XNZugaTSZSPjpr7IhtvKVeui5vvinEPsLgJpeUEhYvy8TSZcZ4sW8P9RxQUkveKCd6cu4yqmZnzWbSqc+M7ykdKOqNdrCIaz5IZ6URBoSgfazo0eM/BP0Y+tGcvyoc5Cn2GCn2HC8McW77f0rxmo9BnqKzHQGXEDPW+w40eAbIv+ym8JC1bd2tOntEcP6VasEw1d7H2zEX1j0eUk6bJvhqgillilv0mLvghDhxlgjfJaWRl8+Il2bmc+JXxXmLsc8tugsIt8tGmqR3lo22G4hHI91stNu8+YLynbfnYvJOAMEuw/8Zti3y8j1ermklIxMmHuHgeP8Xdn45zseVrmWlr8nLjNg6uvP/tgkYFk2eI8vHgMc6+pHchnFxbh38o+9qDx9pWlq1l+lwb38wpYLyXxQd+j035WLwKs5nb93H2oeOvK8xZxJzFVpMXg4HVm5gyE1V7Pl5JGa5+xN5AoSR4ipVjsmYjIZFW8vEsRTyFjktOv54nMIx3xZZFFqOR+gZ+OMA4TxtewKnzOPlQWi5ullfgKREnL+cv4+pPZReS8drk40ocKhUR0cxZZDn0LJUxbl2dvHxUPgwGNmxl4hRLvlZpGT5Sjp7EbCb/1afLx469uPha3B+jERc/Tl/AYGTHXgLCrJZ4sJaPN0V4B3HmguXoTz/jH0p1LUbj55IPY2WVwj9U9lX/93nowoCRHdPSxdywngOF3kOFASOF/iPFxNOBo4R+I2S9Bsu+6KU5fb6reXsGIxOndtbRmlq8pGzehdlM7E0cXLn7EL2erBymzWGMqygfbXkfbaHT6HlEzaayCr2etEymzMTFl7zfyIfZzNmLOLiSmIxeT1Y2kbP5dgJZ2QCbd3H+shiPiIvHU8Ljp7SoifyOqNkUldDayqVrjHXnhq30qpo6fIKZv5xGBc0tosexdTeAQkl0DD7BpD5Hb6ClhfsJnD5vY9FRqyUimolTqa1Do6W1laRUvh3Pll1UVKE3UFHJDwfIK8BgZNYCMe6rN1BaztmLFBRSVs4EL06fFw3qDcxdLA4pmYyIaCK/o7wSvZ7T5xnpxJ0HAHX1jG7P+0hMYrwXew/S3EJ1LQtXEjCJmlrMZs5fZaQzew9xJY4tuxjlzLQ5VqHTJ0kolcxaQHQM9fW0tpKRRWiUKAfvitmxh2epmM20qFmxjqCIzvcAUFbBGDfWbkKvRyawbTdf9BZDp/JGAkKJnEVmFnoDzc2cvmA7N0yQM8aNi1fR6VixHr8Q3hWj15OTx8wYegzija3csOu3LKHTi7GMdrH4d7n5eErEBaCMF4xyJqF9dS8rhzGu7D1ESwsygUUr8Q8VZTE3n/GexN6wVJH5EvcALrUHrd4W4ewjhlSAkjL8Qzh4FOD0BcZ7cv+R5boPHsOpcwDpmQx3ZN1mGhXoDSQmcfkajQoWr2LuYsxm9AY2bsNDwvMX6A08S8HFV4zWa7VMm83K9ZYm7foRn+APpju006V3Xlo27xS9j7bM9Pc56f1GdE5ab8tn7zdCPNR3uKznQIV7QDdmLlk5eEgsStyGycTGbUyaTn0D2lbmL2OcJ97BRMewZDXeUtEluxaPNILcPICMl/iF4OKLTzAxS4lZhiTc9uOlQca8pYzzxEPCvKUsXoVkkjgD2rKbcR54BuEtxUvKTydElzgrm8jvcPHDW4p7AAeOWvJEOvHoCR4SXPwInsKqDQSGsa89iPPmHfOW4uqH70S8pfgEc+SE7QS5+49wD2CCN0GTycjCZCL2BtLJuAXgF4KrP5Jw0bGqqGL2IvGsXfyYEUNpORWV+IVw6apoTW9g2VpWfi/WlVfA5Bk4++A7ERc/fv5VjFzW1eMRyLV4AIOBi7Hisqh7ANII3i/Dq7WcvsDshcQsI/YGC1cQNk2Uj8yX+EhJTMJsJjkVLwlugXhKWLaWeUsJm0Z5JXV1RM1mgjc+wXgGERbF42e2nzRx8UzwwkPC5GiWrsbRwxIMzszmuwW4+uEzEU8JLh0CPR2RN+IVJK4l5b0iJJIJXvgEM2Mey9fh5GM79nHnAUGTyXwJcC0ej0DLw7+gkIlTxVj1yxzcA3iaLB5qS0L1lOAtxdUPSbgokW2l/CYSf9dSRXYu0ghLgm9xKQFh4uovUF7J5OkcPyWewtI1OLjiLSUkko3bcfUX+8FgJO6muILuOxFXP46cQK1m7SaWrRX9oMpqlqzGxRfvYFz8WL1RvFJqDTFL2LTN0qSDRwmL6pye8xu6JB/Gt0WNXhJZj4HdfmXum2Gyrwdpjn7grrCJtpVGhY2JgEZLY6MYGlBrSEnnfgL1DWg0KJToDQCtrSiVlri9TODOAx49Qd6IWo1C+cFcQJWKlHQSnlJXj1pDU5NoUKuluJQ7D7j3iLIKq+KqZpLTuHGL8gob7xR0pLqWBwlkZtGkQqWyWmJQa8jJ5/Y9bt2jouqDGmQ2U1LG3YckJlsWsBsaSErl+m3SMhDklqBJi5qXOdy8Q2IyCqX43pBCaWW8udmSfgYom0hJ5/YDSsstV8pkQqGwRBDMZiqqePiYZymWuHUbRiM6HTo9RiMLVzB9jrhArjegUFr8qaoa7j4iKRWZQIuaJhVGI5hRNpGVzY3bPE22sbLekfJK4u+Sk09zC8omy0oQ0NzCyxzi7/LwCZXVttPkTSarfmiQ8eQZCU+pqkajQam0fR1bdSg7DDCFwtJFBoO4/tX2t+I347a6hvsJJCZZZfQYDCiUVi00GFAqLV3d6XoZjSibLGFjjYa051yPp7gUtQaF0qofqmt48ozrt3j9VizS3EJzs2VurtGSk0fsDUvOG2A2o2q2WvVTa1A2ffS27ervfWh+PScMdujeS7d9h8v+3l81e6HxYxpm51+YBhmHjpGewavXHDuJV5CVW27n35quyoe5VafeslPoO1z29aAuaUefobK/91eGRhry/qovsNn5Q6iqJngKbgF4BBIUweVr3fA07fyL040fKzS36tR7DsgdnGV/6yv0GfZB4eg3QtZjgNBrcNOMuXbt+D+BycS7IorL6O5L1Xb+xen2L6233rqrnBItDBol+6K3rOdAWe8hQp+hbR9Zr8GyL/s2/HcfhXuAeu9Bk33OYsfOvzWf8n9ejLW1rZevNS9dowwKbxznKR/lJB/tLB/l3Ojm3zRjrnrPAUPmH/3zMHbs2Pnr8en/Zc6sbTUUvtEnp+keP9M9SdI9eabPzDJ196ec7Nix8y+L/Z9U2rFj5xOxy4cdO3Y+Ebt82LFj5xP5HzWtmn8Z1rVPAAAAAElFTkSuQmCC)
- Recursos para autoformación en competencias digitales.
![](data:image/png;base64,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)
- Material de autoestudio para TOEIC y TFI
![](data:image/png;base64,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)
- Material sobre cómo acceder y gestionar la información y el conocimiento
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUkAAAAjCAIAAACW8G93AAAcrklEQVR4nO2deVxTVxr3b99522n7mU4XtbbWVmu11qnWzthabWv3Ou3YxXa6TBdn1E6t1qmtsoOETRQRUVyQTSAJCYQdkkA2CDskhCUJBAiBrISsZN9zc94/LkYKaMFip9M330/+uefenPOcc/O75znPOecGAgECBPgtAv23DQgQIMBNIaDtAAF+mwS0HSDAb5MF07YHdlhdGpNTYXfrYZ93obINECDAjfFztW1z6ZSmbqG2himKL+b+I5f9ahl/d4f0vHiCqbLwXB7LglgZIECA+XLj2ra7J0R6ennf7ljabfENUGwdFMOY/MTWQbFM6Hj9vVRhsMzY7gO+BbQ4QIAAc+EGta2xDFQL9kfToDgmhKJDKBqEokHRNCiaCkXTJg9RdCi+AUqou6tDds7pMS6s3QECBLg+N6JtuZGVzX4+oQlCIWK+7ieGAR1rgkiCg1aXesGtD/DrB4Y9Lo/NC3v+24b8f8e8ta228HI6X4hvvNJLz+GDokEJjVAp70ubW3cz6nAtfD7Y43XC/yO/qoWyFvZ5PbDT54MXxKqfidWpr+1ObB267PY4FiI/n8frDDwm5sj8tO30GLFdf4tvnFOP/SN506F4JkQdCr5hQx1uo0TbKdf1erzOOX5Fb5EweKeFysYbLvSXxGhT0rjJA3L6z8xnRNVW25M4YZECAOwuo0jVOmGVL4SBP4HKMCjX9Xphtz/F54M5I4T/5Py+of/ighRhso2Tu+OlOs6C5PZrwAu7PbAT3JyA1Dy07YGdHdJz8Q3zFrbfOUdR/494ouHGasIZKYorWZdQvmFsom+OXxEqGyPxK2q6E2+guF8eha43DPdgJTviZ+bD4KUeQd8zomoFAEg07JNVW9uG8hbAvp+iih2V37Db6tT7U6wOPbbpK1zzvoUqQq7r/c/l37cMZi9Uhv91+FISnZtitqtuRubz0LbJoUhi3h/DmNRqFAUKJkFBRCiIBIWQoYha6CgVQlGhiFooiAQFEaFgEhRKhqIoVz3zGAaUz3nTA9+Ie4Zp3BtWsOxg7i1NggwfmJPDKRpviSv5E4176gaK++UZ0/NQhNVETszPzKd5ICsMt0ys7gAAGG3KjmGsQs9bAPt+iuHxJr6M7PLY/Skw7BXIaU63eaGK0JpHgjCL2oX5C5Xhf51yVlhs8Tq9RXIzMp+rtmGfu0eZH8OAYuhQNBWKrIWSmEtK+bvIA4fIA4fwPTtPNz0aWQuF10AXWtdXC/bXDh6p7P86n/NGHOOOyNpJecfWQXH02zVWwXyt1Fsk8aVPkrpi0ynvnav5q9E2jqT7fLBM2y3VdvlXy9hdxn45FWmsadpWTvQ1D2RRek5QehMb+9OV1+7/jTalUNkwYZXxpCQKN7Gh/6LOLEZOub0OqZbTJMik9CZSucdbh3L1Fqn/i2INS6brdrhNUi2HJyUarPIJq7RXXIEUSuemjKhaYd/sw8Wp2vb54FF1R6MgndJznNJ7vG0oz2/ArJjtGtYwltKb2CHEEFoPRRWuRLRtdxlH1R1G2xgAwOWxDY83Gaxyi0MzpGTypESnxwoAcLrNfbLa2p5Eam/SwBhj6rojL+zmS8m1Pcdre4+zhnEGqwJJd7hMPeJySs8JKvc4Z6TYaFMCADQm0dhEn98nd3qsfBmZ2Z9W33dOrGH550EtDu2oul1nFovVLDovhcY9dZ02QRqcLyVRek809F9oEmQGYxa3C9H+s3qLtF2IpvKOMfvOjxuu+bvSmkcHFHSDVcGTEmt7EpsEl9RGIXLK5bGNqtu15hGXxz6orO+XU5Be1OacYIvwtb2Jdfw0ua7nSjurBQr61DsOABgaq5do2EgFLQ5tj7iMwk2kc1NG1e1TL3O6LV0jJUg794jL7S6jxiTKpP89Er+ijn+ma7REqGzwel0AALNdxRrG1fYkMvsvKPTcKXn4hpVNDF4qhZvI7LsgUrU4XKZrVRnMXds2ty6b9Twi7GgqFEqGMjuec8NWAIDeNmxwSEf0dQXd7wSToNrBwwAAp8dscIwaHOLaoSNx9D8gvXcMHYqh/Y4piptvxKi+73xU4UqJltMpwodil/qH0F7YhW7cm1u/y+WxISkybTeKsIYzUgQAGFG1+rXtcJsrWGHRRY8lVWxOrt6CIqxJqd4m0XTOWhxfSkIR1mTQPsit/yKFtDUUu/QSbafKIAQAaM0j6IY98aUbkqu3JFc/G014LJP+93HDAPLFHManqcRXc+u/SKneFl30GGu4gNl37lT1i8dKN56q3ooirDlR8WzLYM6shU7VttGmzG/4F4qwJrlqy8nKZ1GE1emUd/Xm2Z/uBps8t/6LCPzDp4hbsxgfx5esjyGsRbQt0XbGl25o6E8HAOjM4lTSq7n1X1yu/yy+7Kmwggc1JpHdZcQ370+qfO5k5Zb4kvXxpRsYvFTk7jhcxnJWaGzxuqSKzccrNoUXLKtgR8A+r9WpJ7Qeiited7Jyy4nKp2OKn6D2Jrk8trKO4AzahxaHFgDgcJtKOo4klG5MqtqUULIhqXJL00AmYq1I1XKycksa+c3LdZ+dIb0aXbQ6tnidQE6dtWpur4PIQUUXrTpWtvECZccZ0mvB6EUdQsxkVuPN52r+erJyy5mabaiiNamkV4eVDbPmwxrGogiPZ9A+yKn7x8nKLaHYpemUd5CQhM4iuUh5N4vxUUHTvriS9clVW0WqZpNdhWnciyKsOVW99Vjp0ycrn+NKKn0+n8GmSKneVsYK8f/eFHpubPE6OvcUAEBnHs2p+zSp4rlU8otxxeuOVzzDGi5ALpuwyjCNX8UWP3Gqamti2dPhuOWtA5dZwwUxhMcP5d55qvrFC5QdhNZDDpfJYFVcrvssrvjJU1Vb40vXn6p6kS+rAQB4YTdnpCix7Omkis0ppOcTSjemVG/jSYmz1hdhrto2u5RTHfIwMnSpfZPDox/RMS60biUKDhgdMq1t4GTDA5V9Xxkd0qr+r8+3vqC1DpqdirSWNeE1V0fd6W2b5rVezeeDsxmfnCG9ZrarjLaxCNzD5O54pH/weJ3p1PfO177tb+tRTccPeXexRXgwQ9sCOXVwrN7uMrg8drmuJ6roUVzzNy6PdWaJ3SMl/8m5LYv+kUTDNts1bBE+BPtAcdthAIDZoe4VV4rVLKfb6nRbesUVoQUPVndGI3o4S37jYPatFyg76LzTTYJLcl3P8HhTn6zWZBt3e+xqkzCL/lF86XrTbOOrqdq2OrQ8KXFU1e5wm51uy+BY3eH8exi8lJn9m8tjr+yMPIy+lz2MM9s1WvMotunf/n5bquWE45ZRepMAABqTKL5kfQh2Kabxq3p+GoOXanXqSZzYSPyKjmGszWnQWyTlrLBw3LIRVSvs8zb2X/w+7w+1PYlGm9JgVXQI0R1CtAd2MfingzFL6vhnzHaV3izpHCnqHi12ui3ohj0p1S8i2m4eyArFLm0bzDVYFeMGQUHT19FFj0m1nQCAgbG6IPSi5KqtXSMlZrtaqu06Wrgqu+4Tu2uWFRDd4tLD+XcTOSidWWyyjzcKLgWh70N88gmL7AzptZTqbWINy+Wxi9Ws5Krn02q2z9q2HcPoH/LvymPuEmtYFoeGLSoMwSyp6U4AAOgtkoTSp0Kw96Mbdtfz09ginNoorGCFRxWu7B4tsTi0Cj3vXO1bieV/VhkGAQDoht1Hix4bn5j0EcpYIcGYReOGfo/XiWnYE1u8rl9OcXms4xOCPOaXscXr1KZhD+wqaT9yOP+eloEss12jN4sb+y/1iivUxqF85j+ji1azh3Gj6g6ZrsvjdZa0HY4hrO0eLTPbNRINO536bkLpBqNdqTWPJlc9n0H/YMIqtzknJBpOfd85karlOsKZq7ZNTnkc445p2nZ5LVwl7rtK6AgRqhn4HgBQzP2shPe50SGp6Nt7se2VCduI1jqQ2rTSr+3YOuh00wqn53q+xDTUxqG4kiep3JPIYR5zVyrpVbNDBQDweJ0Z9A8vUt/1a1usYQWh7+sUFYIfaxsBhr1j+r6BMXrXaElC6YbztW+ZbMqZJXJGCGEFy4RXOgGfD8Y2/ftY2UbblUCRy2Mb03MFClodPy0S/0he/S6X2wYASCO/eaxs48zhk8o4KNaw2CJcNuOTCNxyiYY9s9CZ422n26LQcftkNazhggj8cnzzN/5qTmkcIapoDa55vz+leSArrGCZX9uR+EeQFtCaR+JL1ufWf+H2TsY77C7D0cJVpR1Bbo/N6bZ4vE6Ztju6aDW5O8FkV50mvnS+9m0Y/tHWAL1Fklj+55y6f8yciEI37kklvmJ1Tni8zpSqF/OYu/ynNCZRYtmfCW2HAAACBT26aHXzQJb/bB5z1/Hyv2jNI9My9Png87V/O1X1gttrv1LZ4SDMIsQn54wQgtCLudJqj9fldJt9wEfnpkTgVyC93DTahflBmEUq45A/5XL950mVzwEAdGbJsbKNWfSP/KMJpaE/vuTJ8o5Q/8Wi8ZZw3ENM/jkAwOBYXTBmSZMgwwd8Drc5sfwvOYxPAQDjBkEI9v76vjQv7HZ6LLDPw5cSI/APtw+hteYRFOFx/JR75KeKE328fJPOPIocTlikUfiVtVOiv6Pq9gjc8jZhnnJCEF30WG7957M+vGZlrto2OmQxtNtmaNvMHycEk6AgEoTp2g4AoAyFFPX+3eW1WlwqvX1IY+kr4X2Jot3hj6jF1kGpTY/OS9vMvvPf5d5J552WajlidQeh7ftg7BLheAMAwAu75q7tgTHaBcrfUqq3XaK9n1P3aRD6viz6R7OGKBFtDygYyKHPB5O64mJL1mpNIhj2ckYKz5BeSyW+lEH74Hzt3w7l3olr/sbtsQMAzpJez2Z8bHde7YKUE/3Ypq+SKp+7SNmRTn0/tnjd0cJH/eO3qUzTdocQm0p65Qzx1UvU9y9R3/8h767S9sP+X7kfiYYdhL53aniJ2Xc+HPfQrNqOK/4TkYPyz1NINJ0h2PsTyzecJr6cUv3SGeKrJ6s2f5v9u8KWgyrDYFzJ+nJW2LTiRlVtYQXLqL0nZ9qPaNvuMtpdRr+zgGB16tOp750lvwkAECjoscVPNPanX/1iw56kis0zH4ge2BVdtLq47Xu/6hR6XhBmEUuIBQAw+Kd/QN9xquqFVOIrp4kvnSW/EVO8+mDObZ0i/EzbEG0r9Hzk0Ot1V3VGRRWuBADozOKkis3lrKtK7pdTUITHG/sz/CkTVnli+dOE1u9gn9cLu04TXz5Det3mnBAqmaG4BwYUNAAAV1r93eXbk6qePU18+TTxpbPk1xMrNh7IuoXBSx1Vt0cVPtooSAczqGCHJ5b92R8pGByrC8Uu5YiK/BfozJITFc+WsUJcHmslO/JQ7h3J1Zvzmf9k8M6ojcMzM5zKPLQdS//9NG27vZbesYJvK6BgEkQXRgIACNyPS7ifWV3qrrHLxdzdWayt0dRb/LG0G9C23WXMpH14IAc6TXwpnfreRcqO5KrnD2RD1Z1HvbAb9nkz6B9epL73k9oeUbXGENamkl5uEmQIFPSxCf5p4ksXKTuuq+3JqWafDyZyYmOL1+rMYr6MHF6wLJ36XstAzuBYvWi8+VjZRnTDbr+2M2g7rY7JJTpWh+4iZUd00Wo673T3aKlc31POCo3Cr5DpumcWOlXbXSPFYQXLMmkftg7lCpUNcl0vivB4Ycu3M7U9qm4/kn9Pj6Tcn3J9bVeyI/yOvUBODcYsyW34jNQVS+TEVHNQ5O44JOAn0/XEl6yn9JyYWVwo9sEmwaWZ9vu1bXMZgtCLGLwzV2+i05DF+Hsq8WUAgEBBjyGsnTrjjW7YfS1tR+FXVnce9fsIiLY7RTgAQCU7Ihy/tLQ9iNgVQ+TEEDkoCjexsT9da5re/4Or2p6cL/B43VWdUZH4FQAAnVl8ouLZkvbD/ou5UmI0Yc3UiUOTXXWi4pmC5n3I2goG73QodqlUyylsPZhSvc3uMgAAWgcv/5D3R1zzPiJn0p6anvg6/lmFnt8nq0URHu8Yxsw0bJq2eTJSKHYpV1zpv0BvkSZXv4D4ZTanoWUwC9O0+1TVC+G45edr3561k/AzL23/qN/OaH/G4TGoLX3l/AOtklMOt0FmaE2sW1It2G9wjGZ2bP6uEgqrgY5Srgp70idvnIdPPqJui8KvxDTu6R4t6xot6Rot6ZVUppG3J1VsNtvVAIALlHfO1b7lhV3I9UpD/6zaJnXFBaHvk04JnmUzPk4jv3ktbYfjHhIqmcih1+vCNO5NIW5zus34lgNHC1fpLTLklM/nPUt6PY/55azaHlY2Hs6/u7H/qhLahvLmou0s+icxxU/449IAgOPlm3DN38zUtlzXG4ZdxuCn+lNaBnP8c2DX17bOLI7Er6jjn51pjMYkSq7cmlv/5bT0CasssfRpfMsBr8897dQVbRvcXntS5eaCpm/8pwwWRXLV1oKmfQCAgTlr2+vznKh4No+5yx+615pGgjCLWMMYAEDLYHZ4wXLlRP9M42eCaNsf8oRhTzbjk7PkNwAAWvPoNG1LNOwYwuPVnSh/ikLPO1q4isY9hViit0hiitdm130ahl1WzzuL+EGi8eYQzP29kqqZpY+q22MIa6s6o2aeKmOFnCh/RmOa7IE1JlEE/uGpd2TcIIjEPzLVCYJ93gmrrG0oLxi7mNQVd51az3m87VAcq7t7qrYvtD6lMLGtLpXONjBu7mXJ0tPbng4iQRV9e2WGthz2tjDyLItPYxnQ+dYNTs9c5zzpvNMh2KUiVfPUxNahy8GYxch4uLDlYFThSqR1dBZJQfO+IPR9naLpcXIGLzUUe3+fjIzkwJeRjxatSqe+N7u2R4tDsPcjDwgAQIcQHY57CMmngh0WjntIpu0BAPh83paBrGDsImzTv2fV9pieF4S+j9I72ftJNOy0mu1R+BU/6ZMXNO1DER6XabsBADDsYYtwwZjFhNbvZmrbbFedIb12vGIT8iBQGQbP1759tHDVXLQNAMA07o3AP9J/ZYzqcJv6ZDWi8RYv7KrqjDqUd2fXSDFySqbt5kqrvbCrtP3I93l/QGYiAAByXS9XUmV3GQuav04lvmJ16nzAR+1NCsEu7ZPVAgC8sIfIiQkrWDYwxgDz0bYP+IrbfggreBAZfzncpgpW+OH8e5DxttoojC95Mq1mu392UGsS9YjLZo7bAQDtQ/lBmPt6JZP9IXsYF4xZjIz5teaRadp2ua2Yhr2R+EdG1G3I4eX6z2OK1069ayXthw/m3BqBf0RrEk1+y2M5V/PX+NIN/skXs13FlVTJdb0uj/Vy/WfB2CVDVyI4QmWjQEHzwu7anuNBmEWIh+jzwTDsRTf8K654nVjTAQCwuSYwjXsjcQ/rLVK9VVrPTxu7MqwYGmdG4JbTuMkzK+tnrtq2utTnWtahGJPLyKMoUALjrqyOLfmcN9Cc7ZfaN8XRbw+rgSIp0KmG5ZkdW47X3xtFmaFtOoSi3VLK/9Ljm9O6UbNDc6rqxRPlzxh+vGpSZx49kn8vrnm/B3ZJNJ2R+EcSy5/OZOy8SH3ndPW2b7P/LzIkG1Y2RuCXk7sTAAAa4/AZ0mtHix/JpH+QRt6e37Drh7w/nqvZPmssrUdcfjj/jyfKn7lIeSedtiMc9xC6YY/FoQEAiDWshNL1xyrWZdB3niW/mUH78Aj67ty6z5FYWlLF5jTyG1aHFsnHC7txzd8EoRddoL6VTn0vjbw9uXLrEfR9s869yXU9IdglSAhnVN2eULohoeJPmYwPztVsv1z32bfZv8M175sZS4N93j5ZDYqwJqnqLxm093Prv4gvfTIUu3RkvAWx9nD+3ZMtYBqOwC0vafthqra1JlEG/QMUYfWF2rczaDuTq59Prnwe0bPeIs1ifByCWZJOe/cS7f2jhauKWr+DfV6defQi5Z2wgmXptHcy6Dtji58o6wh2uE15zC+Pl29CIj1GmyKL/lFU4cp06jtna16NwD9C6opBYnh9sppQ7AMM3lVHI4vxcSzhCX88aSpqkzCV9EoUfmUmY2cW46PztW99m/27loFsAAAMe3rEFQmlTyWUPpVJ/yCd9m5C6VM5dZ/O2pOzhrFH0PcdK9uYQfvgAvXtqMKV6IY9SGRUbRLGENbimr+Zev24YeAs+Y2owhUZ9J2p5Bci8SvahWhk8hlhaIwZhF6EadwzZQW0T6rtTCW9ElvyRDr13Uu094+Xb0ojvykcYwIAFHpuKvGVcNxDGfSdF6nvROJXUHqTYJ93bKIvtviJmJI1mfSdhNbv7E6D1iQ6S3o9umhVJmNncvWWqMKV7UP5AACVcehczZsxxU9cpO7IZOyMK3kyp+4fSOj+WsxV217Y1TB6DNm5iQj1KAUKI0MhZCiUDIXVTK4/Q1GhyNqrh9OXndZBsbRbBzXVc9zR7XRb+uWUUVX7zPnwfjlFON6EjMQGx+rLWSGEtoPd4lKFnsuVVE1YZAAAq1PXL6f466+c6KdwE/MbdtV0H5No2QNjDJGqxR80nkrXSEkI5v4KdkR159Gi1gONgnSzw7+JzSdWs8g9MQXNX1O5yVItZ0jJlGjYiLcmVDaIVC3+AQIAwGRXNQkyClv2l3YE86REhZ7Ll5GREdo07C5jn7zGv6JWrGFVd0WhG/9Vxz8r1/XwpWSZrvtaL7QRjjdWcsKL2w7xpESxhsWXkpEfrs05wZeRkBZweaz9copCz5u25nfCImMNF+Cb92Mbv6rqjOJLa/x+h9GmbBZkFrYcwDXvo3NP+W0zWOWNgktFrQcxjXuYfedVxkEAfBJN55CS6d8TYrDK24bysE1flXYc5svIziuznia7qk9eOzUOJNGwB8YYMx9bk3fNIKD0HC9sPdAykIP4CFOX8Ui1HGpvMqZhd2HLfjo3RaJhz7rdoEOIDsYspvaeJHJQ+JZvWgZzkAEdAMDptggUdNkMT0pjEjF4qQXNX1d3RQ2O1U/be9M1Whpa8OCAguHz/agx1cah5oFMZKUtuStuSMn0L8vTmER1/DO45n345v2N/Rd1FrG/+hXsMGzT3tbBXMR4tVFYzz+La9lXyY4YUjKR++WFXRINm8FLxTTuIbR/1zKY7c/hWsxjzanKwo+m3uJ3y+f9oUExDCi1aZXVqZl7oXPE54On7lK4Dk73T0+td4qKwgseQpZke6Y8racy60PhWsx9f8s0nO5Zpt+vxbT5qnnh8TrdnukO/5VTrlnt98LuawnSj9tj/zlWTS3rOmddHtv1WxgZbyMPhXndi1nvss8HZ9A+PEt+3eacmP1bHrsHnr0Uj9c58xfl88EzR1vXsnPuG2bnoW2311bRtze2/mfsFaFBLNnFX8n2w+vAFuEP5997rcVSAf7naB26fCj3Trmud0Fy65dTfsj7Y/NA5q/8vYDz2+M5buk9yXwgdv5dN4oGxdZB2aznra6F77QXnHHDALPv/E1awR/gl0eh59bxzyIRk5/P8HhzQ/8Fv1f/q2V+2vYBmKssiGPcPl/PPLYeSmIulhpab1I1FhofDHumDaUC/O/i88ELeEM9sOsm7bheWOb93hUfgLvkOfGM22Pq5uScIz12EnNxn6r0ZlQgQIAAs3Ij70vzAbhnDJ1UvyS2DoqhT3kL4o8ljaJDMXQotg7K6Hh2SEtecNMDBAhwHW74Hca+MROnrO+fsfTbUHQIRb/6AmPkgyTG0e9gDB81OAID1wABfml+1n8PODwGhYnFGD6aw9p2vP7eWMatMbRbYxm3nqhfjO3e0S5NGzdzZwb3AwQI8AuwAP8Z5IEdNrfW6JAZHRKDQ2J0SExOud2tv87LNAIECHCzCfzXX4AAv00C2g4Q4LdJQNsBAvw2+X/dEnuWcRTP0AAAAABJRU5ErkJggg==)
- Material de auto-estudio para preparar la certificación en "Técnico en Dirección de Proyectos- Nivel “D” (a través de AEIPRO).
![](data:image/png;base64,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)
- Material de autoestudio sobre:
- Cómo preparar una presentación en público
- Comunicación escrita
- Cómo hacer una buena preparación de un examen
- Cómo organizar tu tiempo y aprovechar las clases
- Las reuniones eficaces
- Trabajo en equipo
- Toma de decisiones
- Comunicación para colaborar
- Gestión y solución de conflictos
- Flexibilidad y adaptación al cambio
- Ética personal y profesional
- Desarrollo del pensamiento analítico y resolución lógica de problemas
- Desarrollar la creatividad
- Recursos para autoformación en habilidades personales
![](data:image/png;base64,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)
- Material de autoestudio sobre: inteligencia socioEmocional, coaching y habilidades profesionales
- Convocatorias de seminarios presenciales para estudiantes
![](data:image/png;base64,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)
- Material de autoestudio sobre inteligencia emocional y herramientas de coaching para la docencia, y para la práctica profesional.