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Examen ExtraordinàriaJoan Puigcerver Ibáñez 8/n0aFfVTwmuEqtLP0XXew==;ZXiiq6C9uj8I4uPX90T4YGrU5TKaPwRIGo+ixqCL2MVoG/Efo7Bx1mwUsdmKc8oeIAibjdA5UOujOq9DE4IhvDjlMCPOhm2NnwbfaKjYMvs=
udoQrgWULbUrWQszy3fF+A==;1WYUMOmag3/y+ClqKb8Zow9/I0ALxNhPQDmSSoAkBpEaiPPtwP6gjucJ1CqNFZULyxdIJwtsF9Ht8YOorDTCpMFE96yf7Rb9SBvW2vO0xwtgKFELNuQrPKUqT7VzOs3a5gyYNvGYbzznLgq9ZalHKzG31gSKhlCp4daEPSz5I8nEG7UBPPpni6Fk8uPQcrXAG7rVgRs90CTRpiQjpXUNDuh7UiPtRRcAOnoOcLcaQ4vvGUH5NUuRfpRTW5KhO8LKfYCbe2yn5hHqpVNqKRNUfBrllJiyHPDPeJ0Ea+HnHcZJnMRtUrglXOAuSw1fbc2jnHOOkA3+eMRsoWMofv8v9P79bQOEjYakfE37KXoishrqyHlzqRgYSVXXPZG/OiahmIK263yV2kP6mrWFKBI7LAmZ7qm7qyiTcKe1KRSPL96K1bg8iHy16v+TQdBtXyUK1+kzKnZM46iG/7V7yF4YMfC6d8oiFPQbALc87zlV8gCeazAu8rENdmtVD8i5DTcfc2WE3I0fwv4nKCq/BWxvFkQNyVJVlWDR0TnB4EhSEuyxjJ5/LMONth+VYs5rpTq6AiJ56ii/lC95uVWL+LvKonQRTqjDce5c3AJR/lTLW+wxrrJVQXGn6gnBoOBTC8YiAFmh0nNpyaSAzlpkXZYs5JAQ2x40i03pzqKciOZ0UUMOAuhg7rZklb482YOvTyon7ypYc/ytlS33ieYqQXtYI70sKZkkRjU4PEYVuB+4JYpG85x8ag1EW9iWZ5RX5o1aaBWrkwNmtIPN5PswDWbJ+hO0zcIF64sb6dSsjicbWUHZPPV9DiKaIbglX5Z0JJxaK1HGUs+sRiMMoY2Mc09vASA/2friwvIVeR0Y3O+H59uxpj0C7arCZEyl3XTEE8k135zGx7htqUGmVou3YKqKVGR8GY95w2mCxSRfNrTuHWQag1GVNE+Vx4xgrECNoU6buYvRR6NhzwebladMH/pC9Gp5gFckwCUiwfV956euVJqHu2qx/S+rifdmatO1kCmioF34v7lrCe6wBQFWsdyGPstejyAHX5bmuXtRTCtzeLeDrZsKLhtsj01tC4ZeWAW6YzG5pPZEDRe8W5rhLCi0hkJjU/v+nQPTNdd3Tcq44T7/oGYxnajdWgAATgqCTuU0NjjaqBOm/6bUleWY+2NU3oqAPfPAGTJqXN2Ki5ShCaHwpBJ8o1S74Qq3iws9usEHGNiFCrzvQscep6hMQ2YxoS66F4CbCqiNkIUI8T8+aRnPIQALsmheo1/71qx5Nc7ZHk7FfCRcVctY8iDBTh2VHWQNt2bdmIIQpVr2uSFobWKp1b1U327Z0LKqllwrBPJttnoEEgpnGt7vWnwMoxsICg+Nhlxfh7jSyc8F4/w/UO6Fs/jrY/Ejoj1WLt63KFbP5Q/eCeTjvUJcVpqNZrv1xFMrBq7k7wtfrtbg1DoTx2vFs5vGyosydc8M7vx5qshOmQiY8lI0kg7WPnMYIN2sfeG1NcqffJUntFTSkWCAuriBiBBHquwNGwSLsTNNoBSN/JOOKaY/d0DZedYlwrU7yTmmJMKURmE1KR8P2deLEZ1mah91pJGzG4/yvL9Ou6CljxvrGm2ltK0YmLuH2B6JYMfQ2urfMFDgr+W2A3pOOaIHHG0Z68IN6Zv6575aaAmJGHUiOUjD86uwepPhAmP8Q+xlmSjgg7cufVbaZ9hTzwb4kEznEOqsZoIh/Y4CnsZhcNfAjgXIsKngCwXVVfKupvbullDsu6O6+s/2M25AQ6GkRDuRs8oPjPSYh2pbsVWwsp9tf+1+pYAlZaRULNZUk2R3eueaKYuD7KngNaTdVVa2gXjMXKu80UcytDLUiHTK5nD3m7i5Y3kYjkqLI8I89TSIHxvioQPkBYxlMFN7SIIcaTsH49x0csDTe04iFeDfObfwT8e9yK75HGwH7typsasEOLajW6TI09CO7tdZ5bEkVkESyRErOSBNtcVW1n2HOj9vdGcS3LSKjOAmJQ4e4NqyO2D6OvMPaZe1uIkoJzcKCHZiNSFJnAsRKoJLiybfu8g4xNhmk0pmCpoijLrgYrvLF4hte/Y60Bq1o4kDhkch/l6ocYFNKdCu2VwdcExL1o2sqOtQjtYYm6lGJm5gqUvRYEMb10b/AtOZAOCCEEjWPwBvj9ox8jQUig0/0OrM7IdUxa+MV2JXzoAxlGD+GkzRZT05HD8vl+L3UXT+b1dgQuDIMiqEemaBPHVJdr02MZ2689gAEOqkujHXAIxCxiIfHGhTbCZ+X/PBu8GHtM/ptlVTvDTjFKj0hpN3H1w4LHCimLSvwdvyBp3tB/bfuueNruG1LKpQOFb1Ko0lnlOjLSvwFiAXwHJlCibdHDvuBu2svq9NsJx2VIhKj8WogIt9LL9LahhSiFtrsn387tYLyh6kyzy5iycnfs7dJ3xdWF3ov7xEIhFCW9IL22SeIprbDJG3iO5WVS6ZDNTnxRT88M6cR6QewTomLLwGwJeEdn+6aF8dYdslBP8JugkzZbXFEkiXIePrC2CNF+2Fv8EWUfUa8+cKJlP7P59FP+YQ8xyirbOP9GYSQb+ZysxnaHOUZCgeurfaqiq2lDEb1lGBil7oy/QmZ1Qcxs2I/IFoGVgwPEb9T9zTKc4coqPXWGqJcQHQ9TFMvI+vITm9AnOHzYO2ae16Vkz82KjpdnbHPSGMEWyZi+BZ/mIOq0jAWBsEmPupYQwx579a5JWp4Odg8p/ozNTU7FphaA6HqlPTDG7lSOB8k+iFDs4tO2Tv6RGbBm0HebHPf2ztmhyB2ZhSl+okZlFq20qVHdR1bSdPyO6pLK+IyY7z9aAlMSD+KcfckTd6WPYfdW4KAh7djoDK28VSTVkXl4bwSMvhnk7EcqKwaKsK/pJgTn+yOiVAquk9FKn5P0K6s5HPGnXFh9DyUfW3vHH3NMKVwTVd6ScIGaLUf2Q/saWS1Trj4CyQzw9S4w1vZ2O/3shT4z0zf9e1NFnx+JVqM6gjQ/1sTbL1Uu//S9AANIny+MaEVDEMBA5TtzMZVgN2p0PAn2R6HcXqwKUfS9QY7xBcl9+Pv5AMnwageWlR6ofG5CCC4grc9gMDn/nUaj3IxlNsth0qWEiUT8TaGWhnl9uA6Hv8uPAzMoky2vfNwIgbtQf7xc+ql4EjfaBEUXUD5bvioDWN1TyZrePK77urbV6XBdVlkX58nuOSEOg4WQN2NXWKUiOPPXqJgL6lR9qCsoO3mwc2nQBnJ2EjDg9HA1phkLA4cGb+m1VFTtvMXe8U1BBgFsNEyHXCgTe/44Ku0nIJYxXzZqGRR0yG4m4Mx67Z16xhaKWsAZp3ZvpKzTzWgl4JsoEAKRPXtLHS8vYP8DY5IdBow3kgtSypTcKAw8vWT4UbQ95jgyYbUrEOEXNVECZ6HByHO+7+LpksquuD5DpWzPyyMolg1r515SwpCLGl7fc8Y0d4+q2MXD1DPfyRw8i+p8MKPNAiiuJzHGOwPAJzjuy0geCBk2aPJO+tc/SrJYzoHq26KQOBU6PLED2ZoLr2bRN6JtqOWokp/QnpYASUs64pkwusrU03udERPHWo5fjNDFoCwV6m88mULZj5ItHOqxHK9NfpFskOe3zuBNKREqrgT0A6VnZqZrD3xskaxCT36vQ7Jb6YLAiPm0AQNCeCoRaLRW6y23hjBpTu+AttpzCzD8u0R3FCMH2d9WVR1vUOmHs4MUBGTl5LkSxkQwSPTIutm1mC4ulLR9akO58aznAQOrHXHQYfSsyhexndVV0CAjFefUmMYEOWnBO8txPmjPCuC3O3jIEnSg29OJsIAsC2BiO80HFNVz9amb0Cr0eIBipmcUVnthOg/IRqDy6/QsyjuhZ6wguerZMaApHjCnNk91K6J7xo87h7pj8T7LwTuyFG6B8n+F4FCXYz9VCHmGrwizJn89ApYvoEvrOVaYY+GISVnLJqflFdEyEdQpot7UUZtaXDbcgfIycrJUCuBBSSrVAlGIymH6TQMmotE7IZvBuU3l1yD+mIFMmK+sc9uspQ1J7kxx9XN9g6Ubmjx3lEXibacamCdegW0DZ5LD/SC9oGfOpJMCak94MkfjG7xRGpjkTpast7V/Ck04UG2c7xJH89VVy83rdgG05eaClL4Ps+WWz4b6m0DUcUwf9ylIvY/aA/zemVOFNT7iEbptqxuldKoMa/6x1CKit0/4aFq82Qu8H50etBfJUgdvM9VBDILO/Z0JQopBVunnHfkvhCpATvb99G94qTm6xdjgdNhXjAjETeSJ8jU78Xt9QtwsNd/K0p71MIgAQG8Dv5fhsffVT/1MZ8gP1RyedD9LDfBjWaJnfWfMnpgqbm0N1T4yotx5Jkrh5YKOVOFDMABtStcryNlA+2OFNsPG4xngmmUoKZJ3S20bzdfqpbDjUdMh82KtBz+M9Exf4kE3h5obuHIR6FTc5HTLmSQdq6VBuVsDwri5/HT5+i8sH58/23vq7Pkm47y/7W/G5SbXgSDV6hK9kEoTn1+gnwk7CcB2zjPx2XdiyhoaYA5W5DxZvD3aXDwHtzCYXl+8T7JPeuCXd7Id9Gz6iHcrNF4sk2OWtUocEAHB0idy8uQxcy95+hBhAPh6yXTH/rFhgrPwe42k7QEcfpf3Hy1MUd+zwFFwxvO337mOveHarEg4Dgcndssh9Sh992NqTJfTp+Ex2a1EOPMFNRZLqG7iJs47oB6SPpLw4QY0G8UNJdhXYl7ZDY2BiShmm7Ru7P7DeXw5J79zsdowGU7JXWx03jVh2NhmlGZ4ycPZWtjIW60S7DRGbb7VXnTf7sPypjSpslIKpIYe/aJczS/pMpBMjAynyUUlU6IQmNsl1Vbw4/B5lZ1d/FrJQbNz0uJnw1SQX1Sq2eS2bqugKGeDJRPXbNca1JS6/doEfMdfbGADzv6m7owQmlONBuGxdElP5QqhQBNCC2PJb/U2BZoW2fonPtUP9CaFWiK2P3+YL9AGu/0IzcpQ9UL5uNkM4F+Jn/uXX5WPsjmKO0XRg9xLUD7e/ux6yKVy6PoJ5cml91nYFZSIF0lY6L7Sx9pEEBhGQEdj7AABTsIW/eOjmT3cudaRCJsh3Rcu3e1IwahNBMK6uqaAfL28uMu7M+xsRzhBHb2KwF8xLXHpqfVTuL8GmRDrB6RW5IA3FiAmCanSSjURz8iZ+FPdorFbMtpgkDVrkUuvm3r4BsXmFXxUXp0bJvqHkyCfsZFC7Awk4preZmr4IzcgA0PP3+Ji+xPUP3cwrERZRVBcnp7bBDZnCvMgWukH3VpcohfT9ctspJE6QVEApEvZgH8OCakXAPv9WQqL4AZX9HJspIn0ELMiV0fjyF/TuDorYZhvlQX4bY0yGcNuCZITSZOW9ycr8xu7OpVhUrPoQTQxXbX514dEG4mrobsl/AXMoc+J+JC/rimJQtpupDAoh39a7I6hikFR/QNGE2t10JAvDUnDwLZaht9iXfoOUC5rG/Fpu/WvaqvgjB0ctdxhSauUDYx5OEGjXYF/8CDtmZ45Sh4rsuTun6xqCt3YgZVkyVQ8J1hWOVlGk7ahFfOOif1szyehi0tk8ozNY7N/vTUHcHgXrvYnrdxxUHLm4yJICSRltDatVlzVyIfNaTxhJeNE9hY7Isiqr8jrpaVYYFf10ICF9rXQhaGB3CHE7Y6sQcI91GQSvidAGHxu0ET0byM2bBHHrsH8oqAhyv1zjXEU4nCAFesneaUiQ7go1HIkJjIBus7eWGtUIcm9olV92phML8iZl4IW4AAxQS+vBPcuWA/nlonMpaYEC8dCAM2MMmRmvJSQr67wgq78csW2FCzLw6nAaOdQPNlGwJ8wG5vkyIaRxcqfTY/lwq7QX0vdh3cU6qf6Mi6Gts+fCiyotHZyY/6eBJbMRYU0mRA/TrMnWIfPBbtshbavnw+gsDrl6hk0cn0xT2b9GvPjiExZpQsalwDabg5uPzAe26OqxD3sOm9e0zDdqTbwMRinM2dHavOjSgSvZak5DCT/EcZhoho5rsR8LxpeAx2xeBHuuNfYz04hQpAyD9DaWdBnPdeMX+3AVaARp7vWx4jJjvbnlvT9lmuPTAoSv0mrm2mDzwcB+3M2KKfUQ7Uba1mxZQvqJRoe9qvp830Pi5ajtqhmhPiWaXKuRxFyeRjx1VkdnOw48kX4qHMLPKjxPtXZlGT2rS7/FWPGMr+K44ZnBlmYjNObGZxWFRFf5df7aHJq/AkQjGTqFY9QfBjjb0mI3Ic3VsqrUJs1e1sWGIfa9j/VKlm8+DlAo4ujjK7fLd3jO2qzyQJ3CbFGE1evn4L3Iff3BuDMHMHggY04FyfYbe+NiYAcJp8cT1m1Frf2PrQbT/jR+ynUqjMYi7VaE1lUlaymnUYSouNTKSaaWMxzUJbXNUnNBwMXZVXL5nP9EPL93XEAv1cs+RGJEd6XI4+7c8IqrGQ6DfF2WHSwHQSdb3mDztIn+gYVXfLUmkO05q19K6RbKGXm34LLNPvvniyJKgnZn7fx7TqKGEbrTGBbiQHWAJzZ0Ic+h20ShtEKY13nFgdW02s68pnlLYhTQtE/plhGfWDTnlpayhEFEOxQ79vJm/X10lDo6frN6a8w3K6lnM19sfjV5kdbXaw5HDnX1G0kIF/lTpbAwEHLdRnAsU6ZWOYvyA/JHZmYIMuapl8jnkvI5MhYiDMt3e2eQwZlTQB0JmrR2v88jjJfZ10Gv2hRT75oPtVzPT8jcbpOsvf0MNAw+UmzeDIeTEMzAZ6gPSAALnZTqCNhJbvZThoyKX78rgF0M0iUbGYtB4BM9N+Vl+XraYU6ZLr7XBv9U8ubCahcaJVc6/JVJFPk0wPTz7o4HAJhPbi8fbDdwuGM105nDruJxEy9Vqrv5TfGWmOxTjjU69TiYsq7jE+b0zKuPWLiio7EX/2qn8Znab1xvF5ybooiEuYi748/PIMsM7x5zM1pu2zgoFO253+ZTbhHE1iA6eZRMd55NMDr3qIhPbj/crn4C/5eCfGkbpCLvEmKzVMacG32RxQaRatefiTelC1GAdvI+v87VHLUf2ZSAtTjKspD2XcAoEBntSs162jnR3OAdXptgje5uDDhjyH3IK1FkmkRlDY3OCqOJrpoxn3fR9po1DC8RqDv8/+lei3hJQNQUgfLgciX44Ay0JgybpbRw0f7jhKc7yzNC7/HvisMwr94Gv/1sSz82WCCpSYCVb9YAL06QmcTPZ9Da+1W25XdDP4HPP5y43DwojMofpxZHSfKtAgMnHsXJXIe8uf5m+gD2lgPE5uH7SSV5+3SUo4JWFBDx4AwvMQij/LbJX8YxG0jvkDz46+9A8EK4PfxhDqjQz80+HB21ILBIrv0zA8Igl+psKLVGsKZHxX8wc7aYbcm/oNApbe89rogEkbaQCcTNgnuL24DweCOId2EnWBwxr94K1iWwV+hZngKWugj3coGrYN9TRG+SCyzbh7Li27sslRplDJYKrOx7a6tIm6RbvbruZuY520m/ApBc71ZV3qD8KWL5MiUBeU21MznCT9bygkMe1BtmFbqcrVkHIu8vki+81KmF4jv2Brq39uhp1lctuywCjsV9Ccyrm1/dP2mDHrbhhMje0alRt4psa827kzGTdzmDLqQDH7z+CS8iH1AS00qsE46jIVmzNzgpnKStZyzRw1DLO7nlVTOJSGNBe76GuwwiAb+M/7Aptr3rHLVRBxc2JmmHFX3GYceL4y/Krjp9SHrsQdhNN/DGIskQGNXM/sPs5HSTs98m3HVifPyNpV1l6dH5qQfaSnunOf7/7Ta9vZyFMjF7XXmhnyCQ1XaTW6+2ZciKYGBBkn9UHCkOJ0oo47/Bi61jroHNfjS4ptGoeBeSgj0TJUq14JmKiRzSvUPjhr4FFK0mxS9LC+PEvIUPA1FGUlJUKufsfK+QqeBfeUaeqYNEJQLUrUcJNSofMDF7QkFsJWXmvNUa7AtJOBjBccVQxzMaOglgcgZcJF66cJ4XCu5srUTp4OLVMJECmdr029q+a+DXQDqPzg+1w5umRtXF6xbOdpHKCheCFT+MOhuZfuCpJJ1BVF6tGkO3h8b0BoxWTYp9S8k2EHR3Z/rH69o8/sBtERWH3yGAfAzwlgnc7SAvshGwL23C/42tPlouMwfCjPPqrocRcEMUKDqPgIq/uWMdpjg6YM4dejDBRUI8zZyUM/B06y52Z6OEA6Da/U7f8CTPbnM+ljL9kiI8+MhHF1/wM5atmaKqhbz+24b/RRMsHtRs5v8fvvZqnFHM2Mh+LMNSLsuT8vPJntxymHEfZSbOa3E+HaDvZLeEdsfFWGEz0/Mrf+n7hqTPwyQFKf3+6yjjdhOKTa8q1XtvHRhuzxbL08iZEvloZ4Sygj1uAUgVkG4rUussI2Q9CFQs2bLO7MrEuLq0kPUG20tR0FTuxxYs8I94WbXTozR3+KQwHgzvHXUXtAikbHIkKkuVp+Iz8Lt91UQ/RnlM8cCjKrcWDypbqHWCIFXDSHavJsdnUXLL+LhGZfQZZl0sAH6ezp69CtGaLU6EFqN7kjC1eCEahLnOQ24he6xfAdm62fGeEm2NMCoY5pxM0t5KlN3YaPFmKHc2IqfTqPZj0wg7uLfajJrwC7WMkBx8p6TvlTYxYGV6Tetthtf1q7L0C6X2oBMLSU0IHC79dgzso+yGIFyzdjJfafF84WWlZWLFyuF6p+Q5xkjXuya2B7ci9pAtgJYUNFAhSkmwvc00hgfvcylQEpPWOMYv0abQ3UcSDfee4+ibG73pzmNJm6bbcj7vDlyW2tCjyNdKy5YSQsFDQU0Eth+aYH7ZFCHomfIRRY8njqS+qVwG+xVWv2OpSgyTfO7P182xKs4FSMMRJIvA/7WFjTY9KfYRiXOOhdmSUDGTU5lrlmevTUeKRBMFyyQJiF3gcFx8PUo9u6mvcaQPskMToXRaok+IhG4EutSqxDeDgZV76tveh/fh1cpWrLqfECgrfI1N0AclUU9jXuYVAiKzS4Yp3Py9r3vwsGx8FcjG35Nkcd1Bzbpz/E05KC8g7FRuSlnnZXytHD6mHf4OnwwxHyBStp46KX9SLfW5eCZqskeSFsVLtqt3uxlRCT6SLUn5CM6flYov34bAcIRgXkZG+h+cy2uLWX/QtpsomVW6tWBpxVjUT+8UqsDyHsRqoKc6UjBAvPCvQ2ze8+wURs4Z0+g8140KVyEtmdT7L5hMsDCttIDeCymAFjGTengbXui4/tYrXBnkVSlXXxZ5mm+8p71kjHlsWmwIgua2sLQnE3FhlwdOv2EI1HjuXCiyvG5UijV2zryldkurqNFI7+dRN2mkMHuI8UJE6L0Jsx0V2ZmyJvyjfDIngL02YHWSAz47GqKg6cGJBuif9jatgyTwJk6Hhk+11XOIsW00a11A/frcDCQteS90rKAkSHswTk5kPFsEhRRG+hVCLu0N4+mzDDffgzok6yZCZLg4QXhU8Ta6kas1uQJvM54reCuNg5ez+MQKZlRKXdXI6nzus+6QMfMt+vXONyhGEAn9nnkHkDTWaCSXCreqZUUKCSW8403btrrRZJ/E0iTTcC3xC4i6RugxrT4a2ijDSKWG/XA3hINswbVotcygdp5DkJ5LaLG+emy4g8euiWa5pSx/2GCjvLuRr4wjIRWKXrbR/uExjZ4PDbBFQfpAOkWR8eq/p5mDuvl50icrbH1WOZetNKZ6tnZEyy4Us6sqM4ToVF8mIwEh5WafwAuaGcvV3hi69Imfy2utbk9alqPAzrLs1KhfZhFcFoi+g7EMqxO8ZPihjvd/K+U6hL/K56YEWcaj/nyg3svisghuf8pUAvQcGe9nH5b2ybPZc9iC/n54votWzo9mD7iH9Vz49rMtRmHtV6070AqpIK2aUjuZXbg5VIvIfvO7GxZrAc8EKPrtJZJQ0Qu01BNULF6gkm3kslKEbBnsaEBI3ZSwjPdV/ikKiSo9yPuUrDiCbgmhnfa4mA5E4jKddp+/9hJPPOSx+31y0HTls9f+YxPKA/NTFNrwJoizAc3+4iUvOLymWhqHVQMCw+Ft98sDD8arLnh8eQPf/0wVADkv0LiCIKvDrvvE3hUv9VsXbjJeCMYadqEd8awL1nfnEHa+cmRw9JyKHQeZCx0ktz+1wAeBfGp2nx1T5l9KyQVrWDRzDIHRaYD+nS9d23410hY1Uy7FrR3h9ZfrmaF61Ek9Fud3HxdfAnLFhCGvA6pSUzxQDuetVpgCO0BlA0npUXrO/ySf+e6qeySPqzbIAhO/NU1ap5jO8VmQ6zxuByqZStzU8pZr6TSkRXFrfptenu8mdHJ7yHgXWa3hIPUZ50ytsbLN+Nrt+U+ABTLKrrh+VyYM7JoB5T+rSqKMuaNQMLzJLXn4iPEO3ESJyuoVJwWGcMIZmhPh0tqo3YAog8sylWt1DOsGk+yLuFQaWQAPe84DFPDeWypLR8KK4dHK/mhgoF9mBFL8HWIHhvW5df/XotV2TwD81jQMkEISi4S78KuCE90wp45zw5hLtxjBGCgzU2SsE6nI7gqGOVLd+j+62eYEwgTS4Xb5n8lUk6HZ4Fo0N5BXrW4ywLKYHsWZ5Li2QUSlLux5JZ4Y/+IPrh6oMwpdFtiE4H3ljnolNzxUC0EQE218Sc5tSWHem7AgsydrkLrP+tyKHWMoSS7NnuA8HP+qNA/wV6UZQ+z7b8dQiiHz6jnenlTk8tuRdzvv9GOMBb9ntKmzma4/6f1JgxfB5+8cKUuwf2cW2eevD7Hvh2RAYMciE4O77H/U6+JUPoDgNRXI9Daq6+YyRhA2eg/ZfOYtc2Mm3RTN3eUmcMDDv7hc3eryOX5zyByBtIS/qwXf7NC5C9//7PH6cWR+0yhK06myzugXUV6nZkOEqhmetgw3ziq/41zwGGhnQUC40hFSwVD+WUzpBAtGjl2thqCNKtTYER0b8+pT1/Hm2yNn4/2HdeI+A4s6Tz1iV+sSBlJK8FFcYyy0o0J24YJZRLJLFow2bcn4MowR0ad3snnsOevP4B6pj+g+fhpcI3SYePSAZSHoyE/ALJaps4tuPHE0i8G6FwF+T34jK8sgZaG+gir/77KDjoKurLyaIdVFoZ2HMZo0B8iCvx/i8zwQ+kgH7B4anVbGFAEP6e4Y=
📌 Aquest document pot quedar desactualitzat després d’imprimir-lo. Pots consultar la versió més recent
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Examen ExtraordinàriaJoan Puigcerver Ibáñez 📌 Aquest document pot quedar desactualitzat després d’imprimir-lo. Pots consultar la versió més recent
a la pàgina web.
🌿 Abans d’imprimir aquest document, considera si és realment necessari. Redueix el consum de paper i ajuda a protegir el nostre entorn.
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