Computer-aided design, computer-aided numerical and engineering simulation (CAD/CAE), also called Numerical Simulation. Numerical simulation integrates mathematical tools that allow modeling, simulating, or predicting the behavior of devices, products and processes in engineering and applied sciences. It emphasizes the numerical simulation of mechanical or structural phenomena, thermal or thermodynamic, acoustic or vibroacoustic, fluid-structure interaction, manufacturing (injection, stamping or forging), electronic or electromagnetic processes, fluids, chemical reactions, phenomena of Combustion, environmental, valuation of financial products and their risks, portfolio management, etc. In this CAD / CAE area, the research groups involved in the Center develop solutions that include all stages, from mathematical modeling to the development of software packages, through mathematical analysis and numerical discretization of the models obtained. As they are transverse technologies, the fields and sectors of application are very diverse; As examples of application of these tools can be mentioned the calculation of the resistance of structures, the design of wind turbines, the solidification of alloys, the heating of induction furnaces, the prediction of the water quality of a lake, the optimization of Combustion in thermal plants, the optimization of the comfort of a vehicle, or the valuation of financial products.
Outline:
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Mathematical modelling and numerical simulation in Engineering and Applied Sciences.
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WOVGHG24ZqoXs5cBaEhqlp1eRw9VJuwXbq7n+b3UuRbPbmISsoFIgNEAqnf85wOQr7aev0mxwO5pT1cxgIsOBacKvT/RW0WXJIW4aHQuOMFJNo5TBrevCSDNfw1pP8mjm9WAYLOnjyHS4Y6CxuGjr0rAwXnps8/TJUEH7Gd4m+mV+ZnM3cqOIUSto7eIChurznMv8MkIJDwik5TkGm+FhWenw0bdgY5HXAOYBFxmo4lEaOJeBCaIjfzcupoqm+o5yzIewDWGKDCEQFuI81ObJHyvV6P7E0A5CnZzZQdJyatg2eZrjwWF3bvapz5T5xsNSRJRQSYiFVbAYlx1r4RPjbFeuaRylVXS818E4pZOyX3QvP0Zst170AoT6nj1y9b1BopIK2n/0l7b36L1TcdJQb2sTkUQarrLKNwYJiw6LJme6isPhMLmBslDoQ5I1wKwFXTnYNRUkXHiAhHBRwwXU8NYcpJTWH3at+4Dh17rjCIFXv/pBDwCjJNfEdskunpDzOe6NaIeVZgAgw+UKVFJ/AQLljQig+Op6/t7hvhEaGzigyNpH+/L51DNhk/xWKTTCR3bqbj0U4Fo4TDrXx5gBjkUtdvnqR723hnOP9AFbf1nHKdNV+YoUxQJ7jaaWWpgt8vHAswFVZ1UuV1f2rFhJ+omDhQiZF5NPmEAVZIspZqzVBDuAkqaReVZHG4aCve4lkf6mSLP4eFbeS/f+bYqWG27TtBkMFDR38kP++sWWQwcIN4IjIaHm6yPETD1C8Jo8da72UO8ZvjKMg6SKj8cK9AFZx6UnKdo9Jec0fw0I05uru6zR24nfUOfVtMjmaGGiAFBWvI6tnisr7vk3GrD6q7r0hOxYaUIG7gqGCY4VLjuLSJ1BsTNyyxtTxLOibORzAKrK8SwlKBxcvzOlF5MgoZMXFp1BYRKz0fXWk1Nno6IljDJfIjREqiuNZTge4mh243pDHzoUChggJnVJ42NIx/tkDC3FwTIyVwXKt7yZjVNGqrqgqQhRc7BSNkwFDQSPb3UdKrYM0aVncoOaWZEUICKdCbqUyuGWoIPzsLuzkhvTK819nqPAZ4n3QUFHAQJ4l1kWHc4UHRUp5ZRiHggCrs/mrVFF1iULC4zjPyivuksESws+69CZq3PE7WQIsBkF6r4bqSQYLuVVYeDRDFT5n+shyzxVyNDhWvu0VBhqFioaKHoaqq8o7TOsLX/4F7Tz2BcrKLaLf/v1fUd+2Ef7unO9pzVTsyZ0VnsHNxBwwjcE7ZwyOjHMjHNTfZXF0KCZrOYeEXZ37Ga7D+56lwf7T9MgTz322wMLFM+pdtH5TKIOFcPBuTOn2vZGq1DikePs0jY19izKzW6SkdoYB8b2wuCjIqZBbYc4VHEpABeeKTdDSQ9d+RkmSw8C1nDYjlVc1zPq8kIg4Cg73ls/FCO+g4HAKDYqgdes3kVrvoZbGVxkuPCapMrmnXwisuBTbLLASdW4uWOC9Czxt1Nm4j7IyCygpIZnSNYl3NLQHxwq49MYmLnJs69jFBZnhxkF+3LbzAn3p2/9MnduOeEeYKHUsdJpl5a1c+QRYACYsWkGJEpiuugGyF7dQTLKe4iS3mzjwBXruvd/T6ce+SwVVffJtBhy3P+df4f3yC0a42gnHamiY9JbhDVl+d8xPvNze1zXDJzEqKoWrgndzSjd6RvTCTS1XGSzIbK+kjKwaGa7ekZ1/HMmwOZQSVDY5t4JipBynd/gKg1XTtJv/rjDLNs8dImNGpMZfRxGxWjkUEwNWeRsgCS7kWXAswAUBLhyfPbePQ8HFwEJYKN4HUBmMUi63aQt1pIeQy114xw1TVNgAFUI/QAXHUkjnIqeoiaGKSdKTIbucxvYdoNe//XXvZErJrTCqA8Udg6ucCjpn+BFACZcCTIBqrvq2XyBrVpl8gxkd7p26GP4eUCEkxPfBiIyyij6KS1STJd392QILYYFW7SRjdDkpY6XHNPOKqjW+g3ZvZ4QF/l6damO4+gfeYLh0hnwOC3HyraX9lGJyU6LaRkP73yKDFNIBJsCFooXWkM1QCXFVLk0/rweMCDnCOZbG0Dlr7JoYV4eCAeACvHkFexgss72JVLoK0uqbJLeLI52ljIsZAKuo88scEop7dbjxzFVO3H8KjfDO5B0Y90tUgYa9o+8ID6ZtLG5iqDz1R6lzz4fe+VTS/2+78A41Tl8hc6aLfvWHf2TXErCHSS6vTsuhrIJeKms85IV04hkqKB9mt4drVbVOzYPs2ku/4NcBoBjUe6fjQdFWEBLivR6++F2WGCHvz0LGmhjSpEtNp6Q4Ozk29XF4sZxFJTn+l0KLZLObrOUDFK+1zSpCLLQlzVKNB3B5CidmwYWLjkaQ7m6hUzf+IKuy/RjDhQa9+9CbMlRwLB7S5HDM+4y45B4KidFIodGuWXkkjnH9pmCWGGny+fvWU6qpnMECVHnqt1kmwygD5g2THGRPH6WynJcpNtEkf3dABflrThLAR6Gis2GUPM4ishgz+XPGzv+eheddR56l09/8f+jAl/5m1qh2QLT79E/oyOV/kpWosjJQpx78qaypPW+Qy9PpDTktmNd2hN0KQOWXddPxB9+jnuGzFCFd710HzpDDXXxHm96JNGBo6CyDZbbl830uf87jWhNgdW4do3Ubgih7ndSDxejkPGSpv4mUwh/AFJWo58l7FnczJUiustFn7o/o4dA40MstFUp4p9dLibqjWQ4NAVqi0sw9buPAJRmszsmn+TWRW0HHzn7XO+YvMpZzsrnv7yg7QWHxZrJaLs4r0OD4gkJjSZGsZecFWJ+/f723lO0DFpRuOMYgVbnekeULlj9X4BVuBbB0Wgs57d487v71m6lp4k12La6GSk4Fx4q5OToEN8LhUL5AQZ6KSQksyyyo5qpr4LJ3qonGSpee+Eu6/vLfyrJkFlN141b60U/+hgrK6hc8z8uNUiJiNRJMVQxWfeN2HiM5MHroswUWGjUuoD6mkCVu3C4VPm4Mq+CwqbLvEu168g+s8Yu/Yhfbcfqq5CqDFH5zTT3M3nXkl5IpM4eFxguJNffipJg/RW9jxSbqZLggsRgMFwZqd3BIiMYxNP4M97DCsVAVLM4rI6XUGy4UyhY0XWWw9KbheY4sXCtSyrFKq5rkMW8AjO8pqfMpO/WJRcGKjFWz0/t7WWt0AChYIK9C+CeqdpvCk8ju6eeRJ+GGHtJYc7lDA1CpVRe4wDN24AOGCY91XQ+SLbuROx4404Hj31kULJzbLM9WKSLQ0ujMo7PAAmhwsYeffJHhQkd0uzd5jRm1UseoYbDOnvoKz3bOzK75bIElEuSoaCW7FtwLF2Gxk5bhKqGgaAtFJtZxSCbAghrGnyaF1Ljf/J9/x8LzhBT1zRunOiqoaWLIMGSopnOavvjRv8/Sk2//Na/FALhQyUt3NpM1o5JskjgszKqlk+d/yqqo30UmexG7FUYfXD9wjh1rIbctazlNEQkeMluOL7gcGlwrIt7F4Q7AwnvgNdm9JMBiEkzsYADL4dhNSp2HgoJRVdzod6jw+WhsOp2Nnpw5S1ZTpnwjGWBtDommsEQbhVgeuTk+MZSswz/j8ZO4JnAsuHpCkkH6zqVUXjbDpW6jlCfivGrSsqlSOn++kAE6dZqLjpz/NfVPvMBh5VzX2n30JT5H73/zBwwY9uW6nZCwvnWQXevg/ucZLkBWXtHntzL/mproiNg3MkrJF6pO+pKosC100tAwg8IVFPS57zNcmcX9s+BCWOipaqUPf/f/MlzoTa3pGTw4trd/hoceiZuXcKnpE8/KGtp9mVzFLexUzpxymhz/FsNVJoUxdQ37uUcVYEFwLZTZ4VZ1JYvvtlFQM0GRikYOBRcCC66FcBBw+f4/XkeD3rTF62AQQII2bdrCEs7r74opihV6nZmODeyetdoTQsFNEWkMVbjOW7nT5E3JSxRkZNZTXc1hmhp+a5YUSUYaGXiHVVV1lHRpeXxD3GAr4rwLN793HfuYwYLyy0Ylh3fNAgtC3oU8C67V3jN2W+s2ooPANUYYCLBQHUQB4/CJS589sHgKSYyR0u/vJZutgEoLWxcsZOCih8bqGKzgP32P1ksnaODE9xiqotajpDK6bzqUnkPCgd0nbi7oEid94Yfo6+/8mPXAuetUXtXuHfdW2DFPnqJKOrDvA4YLN5L7+h4mtd4pxffDMlgGaxG7FLuV1MMvVjAZ3f8UhSscXBVcDAJAGRqbtuhil7xGuvSdREgm7vHg7/y5AYPsVno7jTYNslv5VjLx2YAr3HKANkmdAULACCnnNVob+djnArUQWL4qKdnJLgaQBFRC6MiauvbNgwvAoZABuADZSmcJ4zsCLBQuRDiIuWqdPXs/e2CJkBBwpYaXcXyfrEybd9LEnr+RCSMMV0T0MS5goMdLtZVRVecFyq2YovzyHqpsnOTQTuRJcKpXX/yGDBcEByur2kYPP/qTWTp49HXqH9jDYNXWn6YYhYbGRp9nl0KOhXAG4SHcClpq1EjfNu/9OtzHWgws3/taKxkzKXJGf7oVChYpKTp2q7nQiqWrQ6TvwmCFx5Mn7zg1lr27IFhtTecpJ6eLQ0E4lQCqo/UJ/tme0cBg8boV9Xs5DBRgje9+h/MqVAYBFB4rGsZ4fhl3nlKeBddSp1pWHMbxCBjp+iEcBGBoGwZLgV/K7mtylSb0iOqoXEqMsVNmRjF/4blOgN+BU8GxABZO0OSpn9OeS//MGtr/Xb4gN770T6zLN/5KBgxj+fIKatixANbjj7zGn3HuwW/Pg6uydoj27X2d4dIbPJSV00L5hX3yPSPckLVbnNzDL3VBusYveMMky5PcUy5V3r4fOeYKlvHC+/pzKBi+S2lhi+xWc49DdADrN4Xw8KuakpcZKgEW8imEg8iv1m8MogTJ7aGISG/4DYjE/beQm7cPfG/Ccycpye5qZMG1ABJcyluC76FjD32dVFoznXvgaWps3cYL3Kx0ADc6bO99tngqrRjgNoTn/hj1vibBEmVeQ0gNbd4SQWZzzrz7Fvjyn79/A0UkFrPCpNAQLiXAgpBE7znxmgxXz+h5edWguopeDnWQIMOxAJsjp3YeWFBFdR+DtW3wy5wTwLXgXoAKwnveKhQp63iUgsLiKSftY3atpSqkAGtLWCwZ7be+nycaub8KFwhBcX482WXsVr5jHufmwxvDdVKDN8pQiVAQMCkT0yg2JoUFeOKlMNBib5Q6pd3U0PgUdXe8z6+1N3yVVV5+iYpKTvK9u1RTBb8v/i4mUceQxSgwVMrKYDVuPUBPvvIPfO2++t5PZS12rEulHoDp6qWPWEq1kXaMHffLuVyz6wriAoeGKxguXsorXj0PrqDQSO8OitLvqdTPkSrNPQssgJblaZTBgnhtv+h4BuvKgedZHfVjvFYDTrJGl8Hb0cwVQkHAtXXrM+RwNXO+hdEOcK3l5DfOijN8rADrVoUGuNbG4CjKklzjVhcZHYw/NyBAB4EKJ5wKoaBSbVjw93A7ZEOolQEoL3qKHxPiVJQfl89gwY00qXnU1vJFhshXAKuk7DiDk5u/h4ESgM0V3jdR5eA5YZl53dQ58hKlWkvk8YRzwVrpWFN04Af2vySD9fyjX/fLuVzTC3aKkegov2P9gtLioVlwbZvYQ/et20QxyhxSxf5PBmypcBACaD29A1zM2D/6oAwXhJ766PSXFpQzq4HBamn13ttCyAAtNBp+IcXG7Zd6X8uywBKuBd1qI25xjvx1ztEwcc+qINt7P7G3c2TRz10fkslwBIdGU3qCg4Xn1vQGKis/xg5VVX2RXQrP4VA4d4lJZsqzbKNs81aK9RnniP8DSBiQDOcCcBg/6fGcpJrSL5LR1iQD1tj9KAOGEL5nYBeDhdBwU1DwilwLedbU1GP3FlhQaUUbpa6vJXViDtVWTstwiZxLL/Ws7FgSWHHqUi5cLBUO4rkm1UyT23fwZL3lgtXReIBsGRU8iBNTTNrbTlKWq2lZc40ARpSin8FCjrWcgcbCtW7VCyPX9GdFEOe2Kr+STg7OMGAHD5xZNKJYvyWK76/FxiSxktWZ1NT4JHW0v8JuxbBsCialMpMhEjKkFjNckVKYKKbxA1QxbhKAhYcpWPev38TwZmaPU2P5+zJg+B2ABcDcJeM8ZhOQ9bXVrAgMgOUbCt4zYIlGlhKeTXFRBtm5hFNADFbidyhFf5qrggKqpqEbPBqdE97yHhrb/STDhZ/ffv1ldi2AAcAQDqIKuRRYuOgNjaepre0qGUweOrz3G/x4q2QXFyo2YTspU2vJZnloWRU83wrhBl4YZuGLDaj8WRHE5wGs3poOshidi36u2AwCYxvR8AsKd1Ffz3uUkzsq/RxLFksFNZae5kcxQh3HiRAS4e1i74trrdE1UbbKu8dWdtkUpXv65UKHL2A2Ry+/BsDgYniEY62k+CDAOnPqXQbr6Yc/uHfAEiXe6CgtC3A5nXUyXGX1g94cS3ItLD2N3Aqld7XBOyrdU9JF5bWjvMIQV34wzb2pjYrLq8keZyZHjJUipMaA2b0xkbHzFLQlVG4cfT1XaWryW1zEAFhl5eO3HLOGCx2ZWEgKZTYZzDPLBkH04CE8Oty+YOP2Z0VQJPPjzf0cCgKsW4WhCNXgUHAqhHrxCakMVE/1U5STtZXD5ZUcn5hUatMd4+82ef73LExRQdHCklk6CzAIx4DjLm84zcLz5RYgBFiDQ+cYrIcvfXhvgSXgCgmLY7h4Qca8TvlmaZJ+nAX3QskWISCgAmAo1fIOF1JS7nCU8okX6zX47mAYLzUCY7CUL2wKJ60EmhCAQ+PARc/OqaThbW/I4eCuqS/dssxb2zrEYaBC5d3WZ7kNTVRHN4VKx5XTN+/vRLnYX4uiiPtTX9h1igsX2lTrkhCKal9NzQWKilVRvnsbA1VdfJABw3W5nQmEeG8xit8XrJGdj3M1EKV2XE8BWFyiiVJNzRSt0FLP2FeobeB5vu7LgWsuWEcPPnfvgeULV0RkCsPFKwspjVRSMUmxCjUNdR+WtWP4Abp28s1Zqq/ZRslKAz128kt0fv8NGu7eT57cOp66EuezrrjvKq6+OxrO7DrD4WBB0QTnWHCtGOlzF2tAgCNZ55JURHlZX+ebqSvpwXk4U2j8giPXxVAmf81+5blKxiwGC+9rsTqWdBUUJdC4AVVp/jR1VF6mNEMBbQwKvuPjEkUZARYWynHmNZDO5F1YJy5Jz51ielaRt9qaeYls9nHvoqcSWMM7v8+g3QouXF+A1dF5SIqEMmh8+NS9BRYuplirGycDEGU6y2li5BJdPPU172gIH6iEyko6KU8CRwgnHiDNDJ9huBYTQMPvphkzqbSkkRNjfDZcor3tFPX0PMNAASxbevmiF3DvkctSqKKlLCdCo1dXfM9JNGLAFRKjZeEYIFRE/VkRRGNGmR35FdbIqC8oWbTUjiofihXF+WPkdLRQdKxShl+j0ftliQUBVsvEmwyTEzetDz9L17/+77yY6b5DV+m9939BZ88/x6E54MrKOCHBHr9suHjB0TSnfOz+Goi75sES6wMCHJMF90V208mDr9HeHdeptmaMMjJK5bBOHg4k9Wa+MkgnzpVZxoqNU/IUCzHNAi5lsbipvKSD3Uu4GFztqdNfpKaaAUo1ZFB97VZyu8v5sxJTTBwOokKIUBAh4WINyWAr5jCwwPkXpDN33tY9Jx5RftO1NsU8ydXCLbEZtG5TiN+HMuG8xMUnU7rZRnva2xc8FuQ0mVndlKKy03D78yxFoneMo9lkZcfyR+PkyYhHf8HTU/KrBxgoqGnwOBks2QyVUM/AHu8kV8m1ANhcuBbKgzmaUJupfetRHt3e3rRtWVXeTzVY3u1aSiRn0lJuXhPDBJCqywfI5axkWApy6lmDTXv4Z2hrzTirqaxfhkkIkAEsAR9+3y7BqlFbWGJ6O5TlLGGwhPLzankZMcAFeafDx7FbjQ3fWLCEju8Ql2Qme+YxDgPxN7e6L7VULrBuc5gEVTRtidZSUHQhl7v9ufgOjneiqZulTNEwWL7hHC8sIzm3uLnb0/QoQ2WzVcnnLSFR6TfYeRFSrDYshXwXX/0bhgqPGO71yONvzwILa8q317dQRFTcLLgKKvfS1KFfUUZO17xzBdcfGH6I9h96ja/ty1ffopLaic8mWLi4imQdFZYOUWObd+WfquIeCQCPDFJn9QQdH36YJjuOUUVBBwMCKDB2Lc1eRlmF/SwULywZxTS8/ZqsnQde4FHMJw4/Rl2dU1Kj926vCQE2gCYAQ7Gju3VShuviwS8wYPq0dDk8FOvmLTScxpJZwjDBrczpO29rZIBv+X1LaDStD8njG8eiIftzNVc4aZbdRTemDzNYD24bneWuaIhppnK+R1VZvIuhwqM4lsK8fMpLt/jtmMT7ivAPQjhYVt05z63UmjT6yxefZ7hQchdwoQjiKhzlaqHeXDzr/KPoBLBKK4fI5SqjJy5/gzoHdn62wOJVWKVcwmAtZKgwJd7baIOpsWyAIQJQAAmQwXnEDiS4kFMTOxms1pEbdOiRf6HS5qNcGUJsDrhQcgdYWwdPM0xffuEjFuASPSwaLxqSWPNO3pFQCgtHe/bJgOE5YMpxlVBJYS0DiFDVtxHi+8QmWUiZWsyFCxQt7jSh5/19g2M4BNwQavH7ilboGFKStQwWcqzczKxZhRa+xyRBZTQWMlRwLNyzwvdySr+rSEgmrc54R5+PcyiuARdQssplqAAYChYvvfK9WWDhtRfOP8hgpVvslJtfym0DlcIixxe9eZQEVbrkWooUi7weCq7Zlas/4jDw8PQDNLXntc/OREdfoFx57fxlQ6WLlZVRRju7HqS01Cx2EriIWL9iobXm6utbKSTeyE6FcjvChRStlZ5//e9pcs9jVNU0TlYptMRYwTSTUwarpLR10dAFJ19eRekmYMemL3Fe1tM6QamScx2fPk07h/fPyp3QKCLjtFRW+S2qqv4rBkwscuOP8wWwoNVY3FQGSzrfgAvwis4AjZUngDpaqKHiKOdY8VJuhbwKIeDtDAbm/PHmOiVh0vVNTrNTfssgCz9j7XoUKjbytk0KFvKr8amTsls5Ml0M1cnpXWTSJPLxihvYKdr8mzuCZtPE/l9STfs1udKb6aqZFQY29T3gt/P4iYGFL15UM8jO5AtUmaeDDvU/QmMtxxguTGFYzsqoam0a77mbJeVgbbue8a6N8PSPGSyh1p4DvM4ddjEUrgXIbpUT4ELhdwRg+tR0+sLpl2nPyAm+KICrrrKdfwcXDCAJqNLsnfK6Gf4aKLuaG5zjOE/1T3IBo7uyisrceXL4hP/zuHso2+mtAqLD06e5GCwxh2wl+aNY17Go98sslbmMYQJU41eeZ1nyvCM3ANSLb31AP/rNb+nkxSfIketdXgHTRYRbtRXlUml53aw2hmOPVphYgApwwb143y4JKt8wcHD7iU83WIAkPbdF+oIllJicNg8ouBR6FXFTdjnvByfqO/427XrqNzzN4MDJV2ZBhZ+xI+GFM8/Ta898V4YL+ZbowZYzNEkABscCXHiMT1DRjXM3yG7P4ZEfAApCGIhBpZlZY37f7GG1xHt/xSdJzqVhqJ6fmWTnEvfMqkt30VjXc9J3rZKuk4PBCo+Iks5t7Iqg4lnPCh2VD3+HGvb9b1n4WXRESVrbLMG1CioapQ7zNQYLhYqd28YZqmOT29mtFrqGOPdKVSOnBgBr68jb/Bl1TTNyGLhn34t+Xdb6roPFGyFo7JSS6pZ6vFSqKx64baB8L5LN00JHXv03UpvcHPb5QgXnwuiLme1nGCohwLVx8xZvCV1tJUN6KTnymqiwooWPQYxpE/K9j8PDZiTHAlyVJW08veL1a68yZJasEXYtld5DRQUX5+Vfa/leIRohT7S8eTsCrmXQG0mV4t1Hub/lUQYLYWBhbhcVOpzkybSvqFGK8DpR72anElDhOWCzeaZIZSyjosZpelC6pkL4WZ3mdUdHZg79xYsvs95/7DEqSF98pxqc+4gYDSUo8ym7YJThQr7Fe5PdDANb+8769VzeVbBEQmrL7aNCT48EklMGSlTMVlqKRg+FEBBQeaQTn2p2zYIKwmvYLd4XKl+wMrK6WbyVToKOARP7TaXndLOzKlKsshJSzFRYMskX5fLBJxkuqzWHHWt463ZvuGgsZ6da7rSST1oILdEwg6JstDkih/7sTydpXVArbQjyrqoL14pLNDBUEIoWfY2nKM9uXFEVENcY9+RCo9UUFzNA4XFGhsmQ08djIl01F6hp+ndUO/Yzdphj138zCy6smnvukSd5pd38vGJ69/GnyJOTR9qUxCU7L96AQdXNJfihHR8xXHh/XMPRoZN+DQPvGlhi+0p8EZu7mzpr9tHuritkMeXd0SKTaAyIs8cufp+h4tHQngYuVkCACu6VZnTMg6qurk8C2ltUQKUL84bEJDwBGb9f4TgLgHkq9lN1+6NkSq+h6R3ekAWFDJFvwa1KCmrIbsvhv7+T1VrvtoLDY2hjaBWt29ghwWWhz983RH/6f+2ioEg1bQzxVv7gUoCqs/5Bzq8qC4dWfN0A1brNTQxUzOeeY8Xe9xAFhcWRPr2ZoRIyZveR0VE+C6zqrcfInJFDv/hfvyWnx7v9rF6pXFaeHCo5FEJC5FgAq6zeO3QLaxj6u/NbdbDQsPR6M/f+2fmDNNhwmCZaz1Kq3iGPxbvdL4WGi9APOZUy1Ub7LzxHZc2DrPgUvQzt3BBw2+ABilek0HOHTsqLgyKHwE1P3KcRkGHYjlqfR4VFx8nu6CaTrZGlS/NIjpTPoQSv7y65VYrSwJAd33GCXr/8Er++Eqhw4b03xXO5kdzN0BGOExSpofvX9dP6oHBegem+9ZvYrfie2X3d/Fp0ok7qOMZYyIuDw2JW/FmbI5TzwILwM1+LgW/Pggs565iUO/vCFStFKHCt7/zkJ5xbZ1lMyzpfvKSbqoJvffgWMvw5n+2ugZXrLiaNwUMFRcMMFMCKiUuhaCnZvZMeHTB4R6cn0MSRq/S1X/+HLICFRBebZhstTj75xw48zFDhEfZ/anSa3j5zYda9ILHBgigrAzQBFtRQ8wq11r3HI7rx2YO9l2jv9KsMGMDaN3aC0tLSGSy41nJCJHG7AXPDNt1c97ypupgSklNuKzS+rWuEJa4lsOAm932+zisJrPuDLLQ+JEGCIYXu29BKQaExpFBZ2bnQcdislSuuTgKsDaGl3lAwcmIWWMExubzhgy9YnqbrXLjwBat31zOca8G1att6ll0YEvcmERLiflZL73MMGIY8+bsjW1Ww+IamdAEqi0c59GsqHaXQsCgypSiopKxuxY0GFxF3/31L33AmuBUk1m1nqNLsZMjIpbyqVorHwidSo83JreRy+1hrD0OV68xbdC6VcBCAJnYzEctSmzNqKTHFSMcPfI2FRpbrKqKnz77M0N44/QR1Nfbdcp6WSOKznNlUW1xIj+8Z4XF2tcUeioiOZa1GbzpXouK3flMx/ffP9TNYcCi8fv+GLfx/myNNtCnyj+e9rnSYakumVxwKwgUxOXLdzdEjCAFj4msZtE1B2yg4Wi/nWSLXQhuCS4nqYE75AP+879R52bVuBTg6Oay1n1vUxaX3mEQzwwUBrDTLp2QbH/T+sVL+U5TTylDlOmu9BQHJqXZM718xUKIRovrXuueZWcJrOLkdQw9QWd0ETy3Auu0ZngrafvoaffN3/0lPfuOH1Lf7JL/G0BnstxWG7j74BF+MzvYTDFV5xRgfV2aGi07tvEjZzmKGCnAtBoWovqHyVujOoZ8+cZz1zQv7SaPW0s8f20OvHRuhiKgYSkhMWtVNqPH90dhDIjM4DNwYks1Dp3z38BJbpyLXwlLS0ck2Bqur7iCNTawMLHzvzdLnhQUn0vqNwQwZpt9jhV+Atf7P9zFIAKq488u89xc2wOiYeJomTn6PH6G09HK+5oVVjaylhop5FyCNp4GxqxxdxCWo+TOqW6/R2N5fkad8r+SARXTszNW1D1a6KZ0KM+tptO5B0usctGHTFtZKRwvAofiiogwvQXTo9X+bpTQpucXOFGcf/R907fl/lIWfAZo50zvaAu4FsMrbBhkuuBgKH9ByjwmNrLBiJ18c4VYiz8rOKaSBjolZ4SAe54IrNjwocOdRTXEJddZUsFONtjUwZGajkc6NdTBcgKwkL9OvI9gXyjsQAm7Z2CLlTAUM2UJLuYmtT3mRzLQyUmtsNNpxhnLymm6rpL9xU6gM1/3rNvEjBhjf/9+OS65VzCEh8qushusUKz0HTMee+oOsrOJ+Gpg4RzZnCVcIl3ItnL+S6hF2q6ryTjq9z7vevFLnYrA6h7/C1zE+Wbe2wWpr6Sa70kYjNQ9Slr2aVEkaKrW5VnST1Hc7UxQnPE3T85wKZXZHbuMsoBZTfedB78xh6QJMTp+mV177Pn3tg1/zI+7e4+TfKjRt657iZBcuBaga6vfwe+Jv4Sq9Lb0cDqKIsVA4iJ4fLrW7v4e+eukUqdV6yZFSqNCVTa2lBWTQaiXpqKYgVwpXq6X/S5ZAM6x45aGVghUUqaKNn5thsIIiUxf9LB5hv8nrWFhWemfvFbJaVp4HCrgYJun9xJ5gWJgGUAEuuFRBz7epYvJ/MVhwq7lgTe19jF568+8YMHSQC7kWOgksNHP58V9QVnYFPXPhTQZLY/LQOunzARaEinVr1zG/jWjxO1jokVPjEqijfD8rNCyahiWHgFstt3GItfJC4gxSL2Ils7N7nvA6Fs3EjhZwJbjTYlDh/3GD+MKV75LTXcsgCbB84ULottgxojGU1O6d5VbIs3yHKhV4SjkcbKnt59I7JNwGF10hQfTI3mkWnodHRNPe+gLKtVn4s8VCKwlJanarzVtCaX9v3R2Nil8OWMGRZgZriwSY0lByy/uQgAuu5clpotH2K7cVqorhRrzf1rqNvPzB5yWwONeTwkHABKgEWL5QQZi5IMCCHrj6VbLYMuZ1zjwpNsG7HLVwq+raTu9M9JhUORzUmYqprfey3xY+9StYOFnpqSaqdPeyW0XHplBNZh471kpCQPRm6zZdoJD4dCl0e0kKA/52nhB7Dwx/kXbv/QuqqjtCqaYCr3tI+RXcSYSGgMqSUcRQPXnjZ6ym9t2LwrVY3oW11/XmIp65jGqgKFr4unBf/xiHgyhgdDX20jOnH2WwxFoSAGq4rZVdy6DTMViDQxML9pIcoknHUl+cd9O1QlcNLAC16U/G+RhrGkdv2eEJsOKTTRQTpySjJfu2q5e80M7N4okQChjLAevx5340C6yH9s/IkOMayvufSTnViT2P8SwEzEjA+YaCo5SU7toq51meonbqGDy69sBCj5uudTBUdilkAlDdOaUryhF43lGUyguWFG4sBFVN9/vsVoBqrgCZJaOap2p7p4wUyUD5ajG4VDrLgnApdTYqKuqhqqpx0ugdcm7l28PhoqKIYbW6aaRrjN64/Dy/l+LmyG9nusM70sNkXFbhZK/03ltCwqnI7aSIqOhVGXgLsFCh2xwmfZ/QuCU7QLG4DcBCKKj1HKZ8dzOVF3bf9u6KvpGOENqLL1hoBwuBJaCC4F71VZV04sixWSPmLbZcuv7g2zS6dSeVOd2z1wyJU3MhSuRZSo2ZmnvOrT2w4qQQUKvJpMaiKQ798swO0qrTVtQgEBPDqaAUjZuy8w/MCwOTtC5yuNoWBMtXcDGEgLv2P7MkXA9ceEGGC88Rr+PCiBAPjQZOdebIN1hGs0fehnXu8ePe2and16ikoJpdC1Bd2n+YTEYLeZwOavJkLyufE9KnmikyKpY0GtWqVAcBUnhkHoVGGygs2nrLyEK4L+5zAS6btZB29V9bcqPA26oo+4CFCt5csJB3LwRWdla2vBl4ZXkXXTr+AsNVlp0/rygj7muJPAufg3BwTe02wjGz1FOnSLkPVj9FuJOoUK24ooUGzY4lJZboqbBrYaqpjsy2LnLnn6LM3Gl+PSI6mVINRVRWsU8OCX01MfU1skrOVVIxzRd9Kbi4amjN5keVzsx7ZolNqpEHwJ0O7X5dhsoohZtJKWkLVs8O7H6Abpx/nZSqNL4nBahUar3kOLHUW5q74p4dDRm51sagLasy/wrvD7Cg5JhG2jpy61BINMhobSnPkwNY7bUzs+Zu3al7CbBKtv3Uu5TZlV/TsS9IUF3/Ax2VwEK5/dDpV2Sw2noPMFjN9c28fEBPxwxDlaIyLJqjiuXjRJ6FKiHAWlO7jeBkVDlLqVS3jWJiEmlGShTrsktX3BjsTg+tD46j9SFJlBRVRFkbDs+TObqb1m/cIrmInuyOJsrO6SFndhcVlmyXIYOjbe17gvYe+AE1tz/IcCwEF4MlgYfdHr/x3o9lZWQVUrYrl0dDuNxNMlRanZ2qy/oWHTUCsPaOn2Wojk7OsGMp4hO5o7ndC5aYouH3W42yO66bAEuR4KTu8XPL6kS5KJDWww0Tpfcjo09TlqOSz8udVjBxTCnGMiqd/B0ptG7Kr91BR2/8q6z2yaf5mm0dOstAAayiim6a7O+hfTuPM1S7J85zbrXUTjDiFoLIszDy3V3QQSM7L60dsHDwlc4GytW3ki3VTgereynL5FzxTnu80fWWaAZrc5hmQbCg8MgkytfsYhm1VWRLr2ewoIysFs7BAJUQIJsLF6BCqLj78At8A9EXrMntRxmsZ689xGEgcqvYeBUV57cuORSrtW0bFy8EVAadnsG6k2pTa0cfZWXYV6WA4QtWrMK6LLCEa4Un2li8bJiUZwEuzK8T4y9vN6TCMZkqL5BWUqIErS9Ue67+mkM9ncnF9y/L6sbIld/AYKF4AeV76hk833B+qQgJIaAYgYE8q6L5wNoBa9/2nZRvaKU0dS55bG4GK01juq0xWOmuMsm1YqUkOUxq8CkUFatlJSjSSanIZ+FntcpNuboJKledYQEyu6GFIdsSEkv5xeMLwjUyeZmhwgW6+OjHdP2FXzNg589dl8F69aVv8HY///DRu5SQrGaoelv3LFl0ED05wj9ApUpR3TFUoqGdn2j36+Kc88AKq6YURSmVNSxvlSKxXS3CwfgEPU8jQTiI0DDm5kpYyEFvx6VzS1tJ3/1tHuUxsP+tWWDZ3C3kKe2mx579W4YK182Z28ChO6A6tH1ErtYuxznRQWAq0Mje31BV6yOUpDJTXLJ17YCVlZXHbqVVOqgtt4rBQo51O3mBXCq9bx3dv24DC8+xe3yQdNKigqIoNCicn+M1bB0zFzJFopmiwy1SntUyDy6xxDScClBBTZ17eZdHX9dCeAjHKikpo4x0786SS10shGoAKjMjm0vpkL/CtwP9DaTRaPw+WBTfB1XB8OAmSkrwkDWzaMkQUOwMIooYIhxEXo3HAilsPj52nSoKt8qrV9U39yw7PMT3i5fCwAR7M2WV9M8LAdEZAiqhrsGz/FqsBFhxQSHnWSspDiGiskuhoACrvfMQH/ednme/gVXf0El6yZojoxIZLISDcXFJPH36TnpTnhgnJe+4iei7a4UYHOsrXHQBmV5dJDWYzVLj1syDK9Vc4N2N/SZUEJxrbjjY2z/DUF08dfSW5XF8fnyi2guWNZ3dCiGhv8Ca6u/y686NvsI9QTEoVmv0LNnZKQ12Krt5j80XLPwcHBJFKrVVhmvPwBWyWwtkwHyvHa7t3MYvVv1V5k3xTo6+UEEAaNvUo7PAEs7FBYrcUuptb1txG5sLVlfvQ2sHLIQongzvbvUoXuTZ8sios5DJYLzjxiCWl15Or4ffFfOauHIludZcuHChUVkUYaAQYPMNB5947DXS6I0cDiIsXOomJ6DKkL7/jq09nFel213UUNniN7BOHjrE97JWozKY4SqhiIgiiopLI3PUwXnnWYS4vI7hm1+lr/3H/0ePffQj781X0345REUnCLji4lSUkKinjtppBmyy64yUe6VSispIWdnlLIvUPlBcQMiGvxMzCJKcfexYc0NAuBdCvrlQnX/kh1wFxFLg2NSgrLxmxTeoBVh4zJVy6N7xN9cOWFCPZPlRUQlUmllM+2u20XBJJ0XcXIjE341huWFOcFg0RUakMVyZjkEOBZO1OZRqb6SK+tFZYPmGgwAMz3nHwK4uaqhrWBBsnsUs/U6uu0xeJwJ6++pzDJe/wBKh12oMbcJ7R4RW0uaQaMpY/wQNjB2a58Y89w05002w9l9/UXYsFDBwjcUaIXiuSrZIUUMmZWWUs3MhNIyNV5LRmC0viArQABikT8v0dspat3dJ6dodHPoBKkAGtwJEc8FCEaO2eisd3X2Br8NKzze+my9YdQ1T1NR1aW2BxSupSnkJHAtgQQk3d/BYSdzrb7jQ2wKsjZvDvOXVvAmq7f06J77zw0EFXyCjzUUDo/tIkazlMWhwroXcAj1uWYm3CpVuMvOqPxgjCLAQCt7piIS5peHVKLnzaJfwBAqNSiNj3A5y5vXOq5zhs4u3HqOw6ARqHNvJkEXExDNUgKukopRvTYjZz2JIFlIDb04bLLn5CTo19hgLz5vKByndli93Rkk6O+1/6mMaPPIs5dYMkNbqvrloayg1dOyfBxXyK7jUa4+/x7pdsErqzshgDQw+wGDdaVv1+yBcR6Y3BGvJrWOwarK968J11XbwGoGfxGpFYqQ8wsItUq8MqDqn/p5zixMPvCODZcn0rjf35rt/QR/+4G9YKr2FfvvRG9Tb1THvosE90jNyOQwEVDy/qqCBnerqwfOLLgGNcyAmUSJkFaP4Ra+/2PfATebVcn+8L8LBpKRCSlMMyw0Lx4MVhlMzJed55d9o8ubycqWVVdTY1krrJWighuY66unvYLg0Bgt/L3x3CO+BDkZ8zyQpLARQRkMWhUqdT2ZhCwN19YN/Z+E5wMJUIXNGCXUNnWPHmjn08qwQEMDCqQDV9YdeoThFyoodHdcAuZUAq1ZyrPrOK2unKjjXIVQpqbSjopdzLZzM1888TMdH90i9eOyq5AlL9cZiTQvv+L4w6pl8hMGCczlz6+UwMDbJO0tVQCXAunzyIMPlCxYaC4AyGDNImaKi+PhE/pyigjrqbupl4Xv7NlAcA+aBGaTOp7x9kLafvUaHHn+BvvTzf5B6fwU99+LTlO0p5Aa4UAdUWlLu1217fIVjD4/MpfBoJYeDAnCe3iGB1bTzGQZr8KGPuLQNt5reOUVhCTZWQoqafvjh82RJz6DebcM0tXsXfyfhRs6CcrmiyCGkdK7rho7LMEFwKlNWOUOEkvr5R39Ejz7/d6yZQ68wSMK5EAIWFzXIbtVW1Ux6lZq+972PbxssS2YtJSnNZM7qXntg+cKF8YJWfTo15dRyeOh2eujSTix3ZuVGulpzjEQBA40iTgrNyioHaHr6MXK4vLti2NLV1DzyYxYuYve203yhTz7zGwbrxgvvLQkWjhthB0JAAAWwcIEuPXiVw0C4ldtVJN/HEaOs86pb6Vv/8p+sB197n6ECYADNkpFF//RPP2VdunaJNGnmeeeoqaF5Fqz+FI4zLMrKIaE17DRVNszI4WeCxsZQQXCusroeSneVkisvXwYLc8bgqJo0A7vW8688Q7/93c+oob3j5qRCqzxMTAihXmnbNAOG848bvnAnAdNcHT73NQ7fUQWMT1DLUM2MHSOzOpHyy5tXXrjJKaf2kfdpZN/fUoLSQt295/3Sea3aDGKxTl2q2kSTpT20p3KIIYtPULJz4VGvty17FdqlPge9O+5HoNf1XQ8jr6CVDh98iR9jFViarJUmeo5JiXIqFdfvZ9dCIQNwTZ76Cl164/8wWEdOPbIkWFzJulmsQAgo1mQfHZzgXhX5FQDjqpnUKJOM3lxBZbBzboKBv0qtmcqqOqixdZgH/WZmFbALbN+1SwbsyMkT3BiFezxy8ZJfl6qeK56pvSWSdIndUodkl88lcivhVjjW9773W3rk2Q+8663fBIuBf+Nheub0HrJYrAwXoPrRT74ruXAR2bNL6c1v/pZ14sJrtOvIE1RS08PCd1wKKF+w4FRzQ8B8u42LVCs9L+ig7DndDBXgwne48NDHUlvR3HGnv+qrNKEnh1tt9TQxXNWweqxhJzXKfUP76ZnjT1JfswSdJZtfEzurL3SfCvDhESDi93BBUrQWSjVnc2PFczyiAMGbeEvxe3JKGsN0cd8LtHf4Icp1VVNYRCy5C/IYLLWxlNwVAwwVhOe+YKGIAbDee+5h/sz+kRmp0Wl5zYzc9HR2I+EgBoONCxYYgBuVqGeoNtxM/Me3H6dHH32D3n/vp/MUHh1PH33tY7r84OOk0pkYMLgW4EpI0UrS8HdH54EZx6u1BoZ3LfUwKfQLZonZ275u1T1yiMGC4FoCrCSVgS7sm2C4IGzUh62OcJsCgCEs7Bo6KMPlK4CG64VwbyGgtu14jIFCKN9QP04PHH+dgRIhYEpCImVJue3tuLQAK69iP7//6ZPv+iWPvSsLdop1HnKtuQyWqBQCpgJ3hQwYNLF1ilKUqV4olGmy5u4PDIBqGkfIaveQTm+nvJwqqq/ooaH2XXT1wHMsvAaQABQAg9OgcaI3QjiIIgbuZy0GFkJCOBYKF89fPccnvLx6m/ceVbHXsUTPhu+In0OwP64EFC8nIIWgw/ue4WNdCCho38HLvEQbwBI6dvgBBgzhIKB68cXHuYHi2DUa3arlqOggYhMzGa6EZJe3/C11EChY+LqV0Piu8zJYiiQ19TTXy2BVltXS2zfeo+euvMKAiZvEgGghuAAdfsc3r2roPMDRRLLKREP9J+nh8x/I2jF6nF0LIeDtVkrRQQuwUvQuamo9xFXdrILmTwdY4qIhZELeZdZaqT27hnpzGqnQ5iFlko57eoAG9wJsnpxKeuzQ04sKsAmAhA6MnmewAJQjo4jhNJic7IBzrb2xtZUced6cS2t2zwIr01XMQCFsU6Z5w6GSklK+yBVVfaTUGDmvEtsJbR3aKQMvgDr/3F/TY2/9HypvnqbcgtpFwUIoWCnlXr5gCQ0O7uD3vHrtPMMlPmM1iz88ZT3cO5A2Kc1NzvqjDJfK5J7lVpBSb50VClosZqopKqTDE/1UV1HBYAkBMLgYtiblNdOjFZx3QSIkxHPkUAAKkJmltnFw941ZQAnh3ldlNoaOxdx22IaOsrLtMQYLU1POnP6YqmqnKK+05dMD1txRFLzbBBquBFWOZPMADY8hoVHe+zWSCzkzCxkgPAdovgI0AAkQ+boZ3hMAC2daKgyAa4UlFnBeJcDKzG/hyt2+R16g93/3nzR++ho1Sj2xVkrKPcUd7EooWIh9upQZTRQWr/NWsnyAEtJJ0J594Ol5QOE1uBX2eoJDLQaW0ZrNbgWwpnftWLV7WXMbHNZRbzj2S2p78Pdk8vRz2D3XrTCVxResApeT8l0u2tXTRs6MTN4/bM/ksVmA5Rc00bXz35Q11H+KVV8/QXmeZnJkVVBZWQ+dO/b6gkBBCAcBp16jv+1OBrk5D76VoAJcmlQng+XKa11bEx3vpIIoVp+VN3hTKMmqNJAhJZXiYxMpOCSCNmwMoqibW5OKvZhE+RaQ3E5Cjwa0OfokV6QAVfv4ZW5QcClABZ195X0pP4jjvAqyG707TSZq7RSRZKOoBB05JBh9YRI6cu373CDhSgAIBQv8jIoWRh1gXyY4NYTixTNPvDQLLDhZ/9AueujiMzJcpVVVq7olkFjXomziTYYKcGFaBTqOM1dek8GC43Q2NDNUEaoG/pvTzSX0cHM2bc1z8HmKiU2m4qxaqilup9GBXQxWjruczh778iy45mohlwJo9TUjlGHJIXdWGQ+H0qbZbvt78uDbm2EgHuFUACu/ot8v53HNbu49t+on5M8SvauomTaGXeb7NPuufJ/DuMr9H3JDEmA9+o0f3lyQREvKZO/9qi1SXobfcTUdZRABkC9QM2e+QmZnOYczAGhg6zRNbTtMj515nl668tYs4f9fuPoutTWNMGDIt4SD5RdW0+GjV+g73/zZLLhcnvxVGdokxgTay6YYKggdR3XnMRaKFYCqoXOSnA4Xnd650wuWeiufI0AlFBebQF0l2xisVG06VeQ1kSujhMf0wZ2WAgv/L4ACZKVF7VSUXU45GYUMlsvmXnDP55UInXJj78syWNPTL9HUgZ/Q5O4T9wZYqyle+ksxQaEKM7tWTudFarn4L5xbIAQsbfOuAQ+oEALm2NMZKEtBP7Wf/SXlb73EoZ4AqqHvOCVLYSWSbTSOwf7TVFRQPw8mX6GBACwhAAbYULxAtRBAASwI7oWKYd/QABXVNNDg+LRfzwdCTJWtTIYKz42Z5XT+hX+lI495Jxi++NZP+LheeegcgxUSK+XH6jGe1rMZ50oCqiIznULDYmi31PEIAbAit9e90OG0VW+nbGcVdbfup9KSrVL41yuHhcit8jxN1FYzxBClm7PJKOVfU7UDdLJ9ByUmau4ozwSQ2KRDobRyboXjOXjwParvfu6zswfxJymEA6FJLQwWGhGggkwSOCLkFHO3SpxZ7E4Aqufqv7CSDW7qmrjMBQo0OrPVwzCJnhc5w63Agkv5giU0NXyU/6+5fVgGS8DFa6d39ND3fvlXfoML5wLuJPIqFC2SNDaGSgiQoWBRU15FP3n5Gdo7MkJhKfU8pEmcrw0bgliY5gOngmv5ApabUcbQqVQWUipNvOuMzVpAeRJ4mG4C2PBzbFwSaVRpDNb+pjEWnoeFR9+xW2ukUH/k8D9S366/YrDUeidXBPNrDvqtbd3TYCG0RPEiOEZDtoodMlhoYPryIzyDFW6Vpk3lELBk2w0ZqurpN9nNMFoACfeB3c/MC2kAFkJAAdEDBx7ln9ubtjFwNnsuj/gGRAvBBedC+Tczu2gWXJ6iWl5W+fqXXmW4XAVld5Rwi5HzIq8qGLjBHQVcyheslm2XuWDxjSceZrDUmjT6/J/9JYMlBt+mGtNp08YtFB0UReFBEbRu/SZKkM5hU0EPgwXYKnM7aWfL2XlqKBxkJSTqGCK4E1wKbnU7O33+1yJDt0yZjQwWHp05rTQ98y658tpoaOJoACx/gQWosCIUwj/hVskZzaRy9d10rGBOxNNczTJQGnsZ/x8c6szRNxbME3ZMXJWgUHOhQhQoAIooXAAqfardOxlSbaOCnDopF9s5D6zDR746D66Kmk4OOVFAuBO4xBp+Oa1HyZDTTPqsZqra8yHnmqOH354FFSBDR2JPz5XdSpGoonUbvj6vUineF84VExTNkAnAMNMY8PRX714QrrH6wxQaHsMOhZDvVgOTV/p9EQLCqUoaz/O6KAcOfsSCa/lzRMs9DRbEK6/GZ9GmkGgqmXqTwz1Lzxu8KH9cgorzKryGfCpeAgALjmDVVIyEXigJx2uZjjLOGbT6DNJpLVTmqaWhBiTyJdRT3kmjtf30QM8+FsD1pFdTdEwSOWxFLORZAItHx5/7wTy4AFZ+VT/tPfcWVxnH9x1kuHrHppa1JgZ+Bw0f36d07Gnqe/wP1PHQr/jmNr4rChVzocK2OS3N41RQ2MxgoXiB2eFBsZe9i7sscAsAFUbfaq8QINuwYTMvrbBRcjdFnIqSpPdHaKjXZXAIaLFn+7Whi9nJjQOvyiFgT99jDBUcq71/xq/tKgAW9miK6WK4UJgw1F0gleRYRmcjFeaW87oV3lV8rFTV+jCN7v01C2t9i3wKroUEHGsNIrQzmXOoMq+B0jECW4JJQDRXgCw2Lpn6i2dotGQ/AwbnKve0ktXklsGaCxfAGj9wg55+5w905cVf8b68yLkAGOZLwcnEFHg0bgGbmOULgOBSAEpAZS3q5wmGc/MqSCMdS5argp5++AMGC1Ahz+Ib4smj0mdlk9lZsazqrpguI4aleTfdC5WHsiHXW40Vf3mUhbuHQ8AUfQ7lFQ7IblVY1uX3z7vnwbJmZNHGsCnaFOmdzhAhhQpwK0NGnXfkus41CyghgAawSgrbKClJy4DgsbGwhU5uPczqKusmkxTuAa6cdA9p1Ub+HTEmUjSmsJvhYGfBGANWndPFgBmkBu3K7ZoHF7vUTbAEXHqLm/MuvRRi3vj5f9Ce6+9R8/YT5CxrpeRU79JpYXOAgvAzckmLFOqOn/Xes5pbsMCwMUAlwMIy2bxpRayOwlK6yCEda2PfkTV7jdG5IAQEVFlFk5SYYpKhKq2YWpVZFvc8WI0tLaR1NlFwXAVFSr1vZKKNTDl9lO/IpXiFmvqnPp4HFULB0Ig4KWQxcj5g1KfTVMOkDBSeu+z5DBAaNOBZ6ia2mOaC3huANXkGGLAtIVHkKeylorIBGS5Im5ZFFmcZAyXggjDGDY5V2TtDYw8+T5e/83cMGYTnyJ3gTgIoOJdeyhcHDn1Iu679Cws/o0gBqBASYtqNgArSG7zrz0fFJFNogo1lcnZSR9/2NXl9cW7RoXRMfMBCCDg8+iJDhccde46vyufe82ChwTvdGRJYNopIyuEco6h0G+UaUqUGnCvDBMCyCkbJai6lXLe3HF8oNe79bbtloIaqhxgysSLR7VSxxDwyhZRYa+IKSBlWymBlZFXLYOV42niBSYSAJx/9cBZceC2vZgcvwRwjhXYADY6V3zTIjxrp9YWAEipqPkoZeS0MF6C6cu51GapsyXlx6yE+Lo6LEHCroHAFmV2D/H1XYwWpOy1WmB3lpFDZGCjeTaX+0B/dqqp71T77ngcLynAYuDKIRf7V5jLy2DNIFR/HBYqObe9QlgRSTmYLuZ0d5HC0UL69mVzWGhmoSncth3jBW8LYdZAn3GlZGI3CaC0i/Z/1MlxOVxM7FcJBgFXRdI1yS/fw/mC+YSGqhQef+sMs9ex9i0olh3IW93MDWwgoIYSDYp2+fTNXZKiqqnrk4kNz61aGH/kVfs+Q2UHZeYMS7N65aZ/E2iZzhU5NmeqmiXO/p+zSKe4QisqmOPTz5lVDq5LLBcCaEw6iwURJcXhFcQfZ1Sk8VAfuBIDwmKZ3U7VjgHpcB1ht2TvZsRAKbpJCPk2Klg4fPu33MAYNOD4qg3Tr2hkurNQK9wJYQzO/pPqu56WwVEGVLTtksFrGn54HlxByqKWgyiz0uvHEyEkZqr7OGe8m5Ebv9kNi0zg4FgoXobHplOnqk5y/n/SmQu5cPom1TUSRBOdMZ5VC2rE32K1UOieNT75HO/d8n3egQZl9Nfd1DoDlEw6i4aBgUZKRSSkJJgqOTKH4eA1Z0jzU4ByXgcLzNF2WvPKrP++zLAVXbJRZhis4LEYGC+oe/4hDQ+Rd0FJgJUg53FzHEkDBzRzudm54Aiw8YnsmvUpD4eFRMjAovAAsc3qRFyzdtOT829i5Mlzt0nvF39W1TUQYDbctbbvIwveBSwEoqLLWu8qtv1bOCoC1jFJskuRIFe5CSk1IpNCNVtoSnEKlGV0yUHiulnq/TZu20Lr1Gyk8MmbVp2/4wsWbsd2EKzElk5ISC9itBFyQMd27rSpyrJmLv1oQLKu7mRqHbzBQAMwXqO27PqC9h3/MzwEUQkE0REAFuEQHguMJTbDyZ6EimFPW5y28aKsYsJz8SUrPaiOl1AH5KzS+1fnhNdil6wOXgluhc+jf9hIDBbeCU63WSsIBsBYJHYLD47lgkZKsopAtUsL/33Mp9H4H51IQnCsiNJLiQiI4j8IFyrSl3/VwBx0A4EqIzJZCsghSxOaSp/zoLLiKak6RxlhM8ckWrgLCoZBbIceCk+ERhQsI0PgCJYTXkFNhvpNwq7mblG+Kuc7l9jhVFo3sOCyHhxExSsrSHSK7Yys7lyt/G+de2GETjd+fDRvnf3zXCQ5P0Tmke7ydRKarVXapxpbz/Nn+2F4oANYKVFDeQjHJVirMdMo3KnnHwptrxQvBqfLzy3m0gSIhmcqrGj8xd8U664lbqigqykQxkelkSu+cBVfv5B9V3fY85VeeImtWl5R/uTgf40HFlTPzgBLC/6GkDqiQV80d9IqfN0S86h0hrqua1cHwak9SGGjWd1OGaZxDQzhX/+jXqbrpgnR+C3lJaLzHShs6OkG4HwDVmnMl920hZ0k/L+gJeMx27xa5AioAdqdbCgXAuk232hwaRzqVfskNypArGM2ZvK5DW3kJLzy6mhWl5cAVEaWnlD8ZovhwD8XG2ShZ7aHWgbc53yptuDYLLl819rxNCUrzgkANjb9G1syamyP6t1Bzjn3BvcDiNW4KTRkhW04P3yif+/9iyJQiyU4qdSHnhLwEmjaLPCUzDBke8bM5vYR/V6zfLiSWq/adbQ4HhrBhAmACsDmeQeoeeIW2T/+ApTcWMFAIBZezP1YArFVqoLweus0hV7vm/o5YQ9DhzKP87Gwpz9Kuifs16IWDw+Ip+f42VnScgZITyjjPgkMtBhY0FywAlWou5IID/k+ptjNUjozseeeEHSmlhMPA+r4vLrkZHgBJkULFDMMg5acdI1NqA0O2gUfDF1JTx1M0tuOH7DKALD2rlWWSnAfho694SgrWwZD+r67pQRkkodbOxxmyaClsx2zzT7rsf8+ChV6VR6jrjDzHZ6EKlqjIVVY2cvgHsFZj5u7tJuyYXCjCQrhXQlIOK9VYTdkFM+xc7ds+WhQsARQcClBlWIpoa8GglGumUZoudcFQDd8fboVcprj+gVueD9/FU2Pi9QxXlmGCNNp8rqwCKsAAeMZ3/GBRDY6+z7+7bex9BgmP5dWH2aHwugjZdckamtqx7xO/PvcsWMtxK7gCnAp51UxH06w1BNeCImMT5VEesRHZpPzcuJQXOXl/5qgYjRQipvFjktJJ2rQSSs8Zopzivd7FQ/VZNzeM20LpBjcNFo6z8BxjFxfLf7hQIIFlzGyU8pzSFd0P8l3uW5FkZSeD8Fxe5UqCZK5bCScDgAj/8MjHLn1PSKyBgs7xkwzR73mwAMe6oKgl3Urc20IYiLzKYbPf1arScjuHz9+/QR4tjrwLgJki28keMsyPyvhcUsRbGbDgsFgJmkSKU+goJCx6QaCWGoaF7x+W5GIhDMQ9ozup6PFNZoSfSWaypFVLkDWTQV88S/g/POq0uQxRYoKe99/Saq3yCsprqbO7p8Ea3nGU9zdezK04r4r+Y3hRle+56zc7lyOEWABLLHGN4gsXCSSYAJZz3Z55sob3cqgHmBD26dTWWwLl6+ArCQOX28mJhYIW2qFTzAIw2bKpuW5ACgMPrbkOLgDWTaWk5cpuNfcuvFipKCJaIbmUjdQqDdkyXGs2TwRYvgUENFCxhj1e51Aw3kma+GJ2sMxNU5SfXs5SJGlWdPOWK3O3GQbea7rnwBJFC7jV3CW0RLFCnWphoK5NbuXGuVbi9oXzrCQuYixWVhYTDEW4iO9XmFO94somIEIlEKPZ7zQMDID1GRR6aEVcEs+V8l38XkDV0TtKao2OTgy0cNFirYcdIs9a7WqlNqOZNic94919xE9hYACsz5AAj0mdJt+Rn1slxLTz5/cMfiqg8s2zxAbbq/UZoeq9PKlRY2niEReBMDAA1qywCOVlXbKOwsIi5YoSkmQ0TEVCElXn53JutdYm7S2V/CMUXK3NEnjAbaSCglWnKDbJRvk1X1/ypnBA9yBYCAPhVoBLgIVwEGHhSH0xnRqo5dzq0wKVrwsHhcWvyv7EgDVMvZVzq+yyJyk1o5eqKhsC8ATAmt0A07VmuYxe47FTQkICPTLRxFBFRMZ86qCCENJuiVQyXP48fuFWYZoxSkkrlXKrHzFYa7mYEwDrE5AYaaBNTuLnPzpVKDmUkvZ0VHgrhZ/ShBwN/b71myk4RuvXOWI4H+HqBl7pFiGgLf8wbZu5HAAnANZ8sLBY5LT7PtooAQaoMIoboeCnvcoFoLZEqXjnFH8UXfAeCP8QBsKl3JWvUnrO4Joc5RAAay041obN7FgFxngyKhOXnC7yaRLyxfs2BHE4uNjYx5VAlWgsZ7CwwA5CQLt7hvYcvRqAJgDWwsULOJYmKVHKtRK5AX4aSurLFQblhsRb2LVud3M6nA8sqhNieYdCY3Uc/qFo4SyeCgATAGtxiSWO/bFzxVrsOHiEeEIlw7XS8BZQ8XAu6zmGKirRxiGg2TlIL7z2fgCYAFj3psQ4x1CFk4Jjx1e0eIqAKtI8wVCpDPspLflnlKDJoZLq4cD5DYB1b0uMIAFYoYpmXud9qfUlxEREhsrYMwsqTdqZVR3REQAroE+da3n39rrA7sVFG+k15F2ACJAhbEQlMSrZRpq661ykQFldQIXH1RrNEQAroE+lRFiHPGv9/U9QWEIhhcRoKTpRTzpHOQOTkjtFSc4+ijeUMVSRiS5K0o3Ngiow0DYAVkD/Nb9IwyFhjIbCEqtp/ec+oKDND1N4YpEXOElRSSUUHXeMIu97n8L/5PuUqNkTgCoAVkC3EoY68cZ6YfEMFeCCwhPaKCZphGHyVVRSzl1dLTYAVkCfWokFSHmjOCkcDFMMUljcFEUndbJTxSTsZOeCgwWgCoAV0AqEQgVGvgOcz9+3nrZEamlDUPislX5Xe3OHAFgBfWYlVkYSMGEe2mrt+RsAKwDWPafAQNoAWAEFFAAroIACCoAVUEABsAIKKABWQAEFwAqAFVBAAbACCigAVkABBcAKnJCAAgqAFVBAAbACCigAVkABBeQnsAIKKCD/6v8HwV3B4NeHcb4AAAAASUVORK5CYII=)
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Numerical simulation of coupled problems.
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Mathematical analysis.
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Asymptotic analysis.
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Partial Differential Equations (PDEs): Linear and nonlinear analysis.
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Asymptotic methods. Homogenisation.
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Optimal control. Optimisation.
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Inverse problems.
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Homogenization of periodic materials.
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Differential and functional equations.
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Differential equations.
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Boundary problems for nonlinear differential equations.
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Numerical methods.
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Finite difference methods.
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Finite element methods (FEM).
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Extended finite element methods (XFEM).
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Finite volume methods.
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Boundary Integral Methods (BEM).
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Reduced Order Methods.
Specific cases:
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Modelling and simulation in engineering, physics, finance, environmental and applied sciences.
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Solid mechanics:
- Calculation of structures, structures composed of beams, elastic sheets, viscoelastics and viscoplastics.
- Mechanics of contact: contact problems, large deformations, friction, adhesion, fracture and wear.
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Fluid mechanics: hydraulics, gas dynamics.
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Electromagnetism: eddy currents, induction furnaces, electric machines, non-destructive testing.
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Acoustics: sound level, sound insulation, passive and active noise control, absorbent materials.
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Heat transfer: conduction, convection and radiation.
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Chemical reactions: equilibrium, finite kinetics.
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Combustion: thermal power plant boilers.
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Fluid structure interaction: sail and kite design.
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Coupled systems (multiphysics).
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Structural mechanical and acoustic vibrations.
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Biomechanics: numerical simulation and mathematical models of the human jaw and bone formation.
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Mechanical design: steering wheels, orthodontics.
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Environmental Engineering:
- Simulation of the propagation of contaminants, water and air quality.
- Renewable energy: wind, solar, biomass.
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Valuation of financial derivatives.
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)