El colectivo matiza que esos 1.254 millones levantados son el resultado de las liquidaciones del IBI que se han reclamado por los municipios durante los últimos cinco años, correspondientes a los cuatro años anteriores no prescritos desde que se detectaron las ampliaciones.
De este modo, estaríamos hablando de unas cifras que en términos relativos no suponen grandes magnitudes. Además, los 1,69 millones de inmuebles que se han regularizado durante esta investigación, para la que se han utilizado drones por primera vez, apenas suponen el 3,8% del total de los 42,8 millones de inmuebles que existen en España.
Cuadro 1. Inmuebles urbanos y rústicos en España en 2015 en cada CCAA
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qgCiAAAiAAAiAAApUgAKOnEmJGI0EABEAABEAABGD0QAdAAARAAARAAAQqQQBGTyXEjEaCAAiAAAiAAAjA6IEOgAAIgAAIgAAIVIIAjJ5KiBmNBAEQAAEQAAEQgNEDHTgAAfmrqLy1xbfO6d9+vUlxE/on/kuaN9+6idnrfZP8kGZ/BIysN5XVPmRt6rSp/u2P1unmbJhDD+JlHOh52j6I8Ql3dHdb+WxbjeLKL5fR83rDLzZ5uQX/fIXICuf9pPTLNe0FmSfOtgJFepvA7O8bvBmo7NOVZ08tI59NO0u7ZJyDAAiAAAisR2CTPniTNOvValexS2P0yM7HN7x5pGxUKXtPyb+/+9MR/eNP9MaYWeEKyK9f6Gf8J8e/8c0WXw7pS9mF3D/yxPHT4HorAs2/Fnlus++NbJa3bR5bNQGJD0YAsj4Y6lIXBD0otXiOuHIlMXom9C8/nDJGng3464sQ56fffQ126s4K10l++x8j+iXncfm3HfoG35JdyP0jTxw/TTWvjeVuLwkkTMmqP/deox/8ZBAtQwX3bv7eyGA1v9nfW7N6Kp7EkVkhIS67p3O4mu0zaa3ZH5N/MCv4T6GBa5ZHTN52/YlWyzxx6cbJRjXZMI3nRP6sqpGF4Z4i1xWiXl4/CAYyFFs3U69A1l5amQUOZe2FhflKBeywv/hIv1mpVMX0JJa1QDG8oQd6hWH9/iK5T0nXMaOS/2X1g6Fubyovk6n6zZCtE9dcSJq4PljCk9qTksZ+DvnZdZ5RU+SBf8th9Lw+q/1R6DtX1IwDkBWu0gSGkeTxtUv61jf55k+fPR+QPHHiKlDFe3X6gz+VGbMp/ew/9GwbBXL4xp9exm7e98sf9ogGOWdk+GH40U95Vu77cz2r9/vP7O9Tpz/5hzl1RHZiAMvszj/E7ZnDD9+f9eiX3+zT36kZoDHRjwf0W/VQyl47QdqfSV5TGv1Z0JHFllkN2bqyMZ2U4bSk731HOAWGhnS4POuqZWPJI1YWGfwkrx+fBXLSef3yhx+d59Ktm5ff+WMw8zumb6ugLv3hOZ+k5sv6IbPGRj/+kgdAypA2eUvnXU09cVlDD7bWg8Q+JUPHjCr+vEe/+WPpM/Wz8e+3rtG1lrxMnuo3Q7ZOXPsiqQ9Oa09CmtRn1C7zsOelMHp++6tZaquzwlVi80L+/QZfmhf2kF7MqFIi5YmjMsN/QuDT796rF80v//WFDQqeJfk//CKhFn3rj+oSvHrwS+Z/yQtpjcPk/el3H+lPvpYzoZFjaHzxVLi8kM39798FxrPRA8tw4yI2KjNn1UobzZZNsMRrDzKaf9zlqgdLwr964xlTI2fDcMOWyf5HobFUp99RqjOj/7Yd2u26JRTz25886I0jB8EyaVq+Rg+MfpzfBYZ0kLkJr6Ke2KyhB0qnvrEDPVjpU3LqmBjmus80z9mUfvMr6yEIw/lelrysZGvFtdMlnedtj50+7Rm14x34vBRGz6dfj53fCVFkhUtE/4X86R/pJS6jjHnjhIXihAlc0B9+h39+PqL/+vWC/lsmfL7ZoT9IMk7qH2JngGJR8gj+eyrvHv2NWqKylq5iE0Q3jRH8e193jS9zP4rJhputW1uUaed5lOe2bJRRw634aTv6aEBmRszx9TNeHjaG4oL+61956fmbZ/lla/IJfu3pf5ndWznsuq0Eyo1ghtZ+AfDdpHzj9MDONi68Mnpis4Ye2GqhztfWg4Q+JVPHVkqObnz1q2BmXW6tI68oC6Is2dpxc5xv2p6kZzRHkXuLUgqjh1Qny21cWY4K2p0Vzp3il6ozlSn6YG1alj8kuXphy0meOBIPh01AzwAw1//3WjuJm9GzHWnDc+3gzA7r35dlNG9WLkeeTufA8Z0OK0hvHlZjIG1bZo5qHU0Us7RoPhyQ3z+3Zup++cMGG0Wyvt+izt/GLTNmN1U+QBBD59tq2VOW0bLT+DHCWZ6/jOqQlm+cHth5xoVXWU+gB5F2bKIHcX1KHh2LSnXPTF/l3o2usuQVxYzcB5KecTtu2vkm7Ul7RtPK2ndYOYwenga7VJ0hO6+GDpLcdF4vVY5PWeHh1Jv2DzEC1i/TYMSaJ86+aR9j/mZp4OdTa8kjR0O+9oF+T6IZQ/b1Y+CgrNPKA2Gc2twHKmEJxCpydRaP15vF4fn8ylmOEydNNUvBPj7iB5JcppV5FU4NJ8+3xjRdO/uzofPP4msg/6w/NZAhV5OH+9ui3/263DEDDzc09Yr9Av5RPnLwZnl0moR8g0FSOMvr6R6Z9gfLtpXVE8MBeqCW7zfRg8Q+xbBN0LFQ59mn51/URxjRxzrKZy2MYJ2YPBPkZcWkUMfzxHUSykVMH2zKTmxPTBqVb8IzulLm4W6Uw+jh9oq1rIwUe8qdHSD/n+/qJYzkcKJ/+3G8r0n4cvzhNTtTZsVxnSsPJ4Kyl2TWmrmeaUtbK81gP5uB9hNRX2GxLL+nZnR0xE+/+0Tf+leZSeCZueBPFfyVkfX/7qvlFTVr5/+tJkkua8X/zHG4w9BLYw/0u2omgst07pu/D6T9QNLKXKn+Sd+Qz4HFMTj4Qk4tL8oMqV5i1L5c1qyps/yYLlcfm5tXm/8khehE/kMbYBw/lLX+AiQ1X9EP0T2TxtM9WbaFnogMoAfb6kFyn5KuY+YJ+Mb3x/S7P5ZnTxzrZUY07U97pMvL5Kl/14nrppSr5kofnN0ePw0pn1DTj6z/7K/Wajd3al/+4qvlf/7PZ7vJDblsTUCMABldl+rgGTcxTGRa1RgmparfCVWmDPKXdfgf/VRmeoIZHvkKQ5aL5W9oWX9S4oSwF9KUMsg6reHQgzQ6CDtGAvLMlWam5xgBVqXO2kmcKGutuSo8TrudgcM6f//2O8Zh3ThFnnbD0TqHAPTAwYGLkyHwycm0BA3ZDwEe5b8oJ/Hg76PspxTkWhoC8jc3xvQbnm7/0bdkSTg4MMtjSFTkF3pQEUFXrpkweion8jUbLP4RP7tdMxGiHzcB8QfgL7mOuxGo/dYEoAdbI0QGpSOgfHr+8P9W39mUrnKoEAiAAAiAAAiAAAjsioCa6VkuS+Y4u6vWHWE+tVqNII8jFNyOqgz57wjkEWQDWR+BkFDFkyIgzxwcmU9KpGgMCIAACIAACIBAEgEYPUlkcB8EQAAEQAAEQOCkCMDoOSlxojEgAAIgAAIgAAJJBGD0JJHBfRAAARAAARAAgZMicDxGz+SGaucD3k0p+5jc1Kh2M8mOmBljQjfs+LSTrDLLQgQQAAEQAIHjJ7CgwTm/g/jdUavd8I5z9iHvlHMa5HmR2clwvjMCezV6lPFxxEbD5KZNsz5vYnqxM97Hl5EYm+rhNQ+x+fUfZm5ajriLwbnK79x76s19U1aWoenGX+1EjO455SwGdG61JauM4xPW/mvscrd0IEP2ieliquzGdQcdaWEmq1jZm0D8gkBAIJeeeHrt9CdJ+Uw+Uq85Vl/hzvszerD6Onmn0PiVbvWWkpBFAQT2aPRM6HnYom63RcNn19YtoJ0bFXnxuKTXqmvnxaN6eOUzevNvLHtGdq94u0LvSI2rZ82u6Z76LS8dGyPXow7NgzLmHGHYtl6oK9HPqWHFXy69ToQ7qvasS6x61sHlN3pEbMSqdnAjhu1VY8lKgNMVAhP6aHEfd4fUNpZjhuwT0/llpOlCWpjJJ1b2JhC/IBAQyKUn3Ge0Z9xlBH3fvE/Uu3ZnaWLyWbzPQsz1D02avs3VtRjsbeL961Y6zjA6Tg5AYH9Gz+SZhq0O3d11qDV89qb49PTfzUS/CPXo3nsBOaNyDnv3aDjh7mjQjWnKsu6yojpLZXF5qXtWneLiWFlW5pQ5PLAx27/L8eQ6cS/okY2a19vGKqr6Lb2+3pIZ/NQvWWdoRu+xU8D84hXb5SmK72bI8n4YUvf+js7sANFH6tK9MWIv7tj4mlLQH9kxcZ5IgGVoyalxxlbl7D1+ydmXfd50abqQFqbqnCD7xPYgoJoEcurJ4p17oSZ9CDumD3xlH/H5iKFjngsxgFpn3Ofx83Dda9IYFo8NsJDzvRk9k+chtTqXVK9fUqc1dKb4TEuH7Qc6C6zocXdKvY9mRoiV6doalS/v6a03NMn4l42la6Ine2bgIZ+/j5VJcOrNACzHxJX1OvJdlrdag2O6M2GLY9q9zzU9u05ch8H8jaZ2Z2MHqo6IaHRtltn418w2cLzF4FpNLft9ixp9tc7IN7lm8ZaVXSLOYwmI8TnVz3hMeLLs09OtZJWmC15YkuxX8sSNShPIrSdsZN/LbKbyy+F30rm4OzyFfV9iPjKgoh41eCm9wYbOPe/iI++z5vhxdXa80pIoqPFf/uIrnu3f8THvL1vUWvK0oDp4uWJJrf4yuOR78yWvYCy7Y6vccTeKo9J3l3bw0g63kgUFcHlRfF65WFKYeUZZkq+VNszaa0N4X07i6udE2PyC1WDzxHtPOV7yypYrt8Qyk+JqebSMcqykzwhX8op0S8siqJMjFzefVR1cskrRMrkeKxU7yI1yy58RKP78fLEeRM+YjyZG9rnS+fm4MnRDvbAU2bvpynNVelmXB9XuarKBnqj3iei7/Q5bIx/V98j7SKXRz07Z+p3dAS53TvLM7WWmZ/EyoikvbV0G04JquWI6opfY5Qquhn+oEZx/0712HBrZV2PqBq93FTMD4Gew0/L8zI/kejF44CXLPuVb2cof127+5KbBY6Q+PZllKDswPLennGUmUWaTJ2uOphZkLb2HOeMkg4DluzM/e4j5OkVm22JknyOdX3KaLrhhemYYI2mfIK5dAuvqiXa/eL7SPj3zzohnb8TlYY18ZFlL/OAeG0H/JHmNqen7BrkVxdUeCezB6FnQy4hNkKme3lP+OsoomdIor9XTOGOfjpSDfXJk2pBtZ+2Uyg5mqfFTslJB0zfSrmYJEXddXkIx5b6tlyW6PFdrlriT67tO3CgX+ZqiPevT3PL/iEKDM6Ubcf4+7/TGajdsm2UvNp6UGjaU/xbJOnuMnJvhgv1KSbiRQSDe9ypb9vHp3MLSdGE1bJ4q+7xjLbcGuDo9AuvpiW+812+flB/g6OUlp76J68SIOqH/YYvEvYd4kV3c4XAUQ2D3Ro98rjdlR1fj8W753Ux7Hz2H5oRG18VhzPIDYmv5vD1MiMwePuJnkhhaV++78AsyP6+LK3ZvtcoSf6GMvweUXl5iRY46QHUATOrK8V+WdW7Xp0YaGR83rfk6n3iDxytD+YhZBnSgb53LW+UozZOr2hBeztVXYjyNTEsxogI5hx8SqnR+e9LqiDBxxjy3/adkRtfzvYqVfWo6T77sTSc6laYLq2HaST5R9hAdCCgC2XqiPmMPdFw5JNsDpcULyXi++SGjrwlo6z95EvkA8agr+HBCjC9rthrSOSyBXfv0uP409vqevc6v1+NDtxuJJmv+K2umge+A+NzIeqgVHq6z8hpdq99nX5Mknx6VufJFYbLafye1rMBfRK2/Rr4jaeXZrdz2XOpYvkPLbnUdWsvR9e1IiqvvaxkYuQY+Nba/h5JREK4UJKYMa21c8nP0KITn+XzIfSddJNswSQlOyil/AyaQRSgjn2GS7NPSefJN04W0MFNF9Rsjeye8HBfllnU5GO23Fqt64r+/7H5f5LXaB0oNV/NZeZ9JNEt/4/ORSDj2SUBkWBOj54vPP+NzHGUgIMuBLPQyVAV1KIAA5F8A9IKKhKwLAp9UrMxINt7ofomvrJIQHft9eeY+OfZGoP4gAAIgAAIgsC0B+QCH/wAYPivfFmTJ02Omp2QCwuivZAI5cHUg/wMDL7A4yLpA+Ci6kgTkmdu9I3MlUaLRIAACIAACIAACZSeglrfE+sFRHgKQR3lkUURNIP8iqBdTJmRdDHeUWl0CyuiB42x5FEA6QcijPPI4dE0g/0MTL648yLo49ii5mgTkmcPyVjVlj1aDAAiAAAiAQOUIwOipnMjRYBAAARAAARCoJgEYPdWUO1oNAiAAAiAAApUjAKOnciJHg0EABEAABFqnhNAAACAASURBVECgmgQqZ/So3dIz9taqpiqg1SAAAiAAAtsTCPaTY6fZWu3G229Sdm6Xndq3LwU5bEagUKNHbe7GimHtYbhZK/Kmkt3SR530Xbzz5lWxeMpYZFmd53haTVzxlK95D7gJ8/Mx93WaNJ2wO5RgR3VbgVjGJg/5TS8Hnc+2auzKbZWnecZ9OcSVmxQ3tgxPzpHM/ZdMXEm4BwK8UfWN7j9SdVO2plD9mI5rdzVqA964MNnMuDlWX+HO+zN6sPpM2YSUxq90W4cEiiJQoNEzoedhi7rdFoU7oO+bwsWj3nF73+WcVP4yMqnRNd2rXcuzmiYvKGVYhrudmwc8JR/uWK7FGA3SzPusE+30lxdvMqo6Ffm8f/lotn7nMtoz6s+DsHmfqHcdjqqS65bVKoTHEcjkyYZJe8ZbAbfiUnv3EuImliHPcqhjWt68OSRR9wrbCHhocRlDIEHf3JjcnzR6vDXFXOsaK9iwbQz75LDF+yzMRnZqn77N1bXocpvGFHZXYSycHJJAcUbP5JmGrQ7d3XWoNXyOnwIcmFF78AJMs7rjRn6hWe7PDtgvVB12M9EvZT1iNIp9SFGUtawLeuSXy+ttI0cFJ/RR+oinW1odyKTkU7+l19coTf2SdYJm9L7uFPDinVM16YMpvP6Br8yRVjcTB7/5CWTx5OfqYUjd+zs6y8w0KW5WGVbG3Dc88CCqf2cMYCsMpyDgEEjSNycSTwXxO4q6dG+mZS7ueOA3JWXDpISJoUOzd5LuSwyg1hn3nTKw6zVpDIvHg3z4y8KMnsnzkFqdS6rXL6nTGjpTgBrDlHr8Ah2r0ZzsestGyTXRUzC6U7MBDwOlWKydzghfwqjL04tKwcSoaYTTjTI6lCnHtrfWOmw/0FkwQzDuctkfJ4eXxrGXqIwOotF1sOwkU7+h4blG4+ZvNLWNl5ikw7YpwzJQ2Xi67w4D2Yrc2zTjDQRVn7WrusXUpZK3MnguBtfqmcvTxyfGzSjD5j5ha3vavceygQ0F57EEEvXNi61mbFpn5A/3ZjwaSwsjMY6oRw3u/xps6NzfEg2ue9QcY/d2D3Ehl8UYPcGorHMpQ/I6XXZaNB29BAZMxKHrKAnPFPizAdM3UhOHqnOMRvi2pU2LFxpNu46FXb+9Z/vdnUnoWuusF1c8Tx5Y6lFtcJZJQBkrRJ2naHmpNWyv6bOlR2Gt/l3CMkWdbl+D/JUByytYjWjm7uJxSWNl+LChy13Pkxml7aRumQSqEyGN5zqj2rS4aWU4pGWpXFa2MMvjYMHFKoE0fVuN7d2pk0zixB92mN1HPVLDDAAakX9Qqh9RfAG4uyMChRg9i5cRTXlpS9k83BC1nDEd0UvGcoasiYYOi7zWOjUQ1DJGZMTILBI1P+gllqDjNFH1b4POzDSlG4CrrQlExicLlmfxxH7MEKxV5uTGM1assLhTbcAO6VlNzOklyucrbRTNOyMebVkzQfbs0QZ1iyu/2vfiZD1ZY1TLBm7mCDiuDFefFoMHXirvE1a2qq2N2a3Po29puSzIctfxIiaEiZEl/oqPjUDXpW8aU9PyNfQywuWeCRRg9CzoZcTmylRP/ykjRhkwUxqlWT3ssyNThXq5ixWHnVT5faoPNdPDS1INveTRHlozO42zKJ6Jz/NDb9MWyVIrjh0SUKwj43PdnOVrivasv97XdUr2Wpb+y69++6TW4JVebVm3ddty8vETeb7zs0Xs8GmWH9mIVY97g2orfypCnsOUuIll2HTF72fKvkORT5gdinMQiAhk6FsUUZ2pFQOzmmCFNdlpMC0sisqDsMaIZ76Nbpp3jgy6o1g4OzCBL3/xFbu5HPAYd5dErSV/YeMc7IfD97tLNmr4GC+7REv+Qic6VDoTzjG6FMWXMCdylGy5nC/ZxccJV2W1+hwihw53kkt+Ybid1/7PWfz7L2SjEjSnliM4n60XJ1bWXhxVlyCfWOZuGeOuqztKD0w6T0fYMF5y3xLokVdubN02ArPTROWVv9/MvDy9eDHPY5RzfNxQ52Jk5vYbUU7HcHY8sj4GmpvU0de34L0Svgy895DTv6SF6bpI3xTqrvOekbTRu2yTmiPNZgTkmaNDGz3qJRUqlV1xW4ns8yiONnTE2BFl6juKY4ephpkXoUqu81P3pdFOmFZ8p0qi3E6cqA77PpM6luvw2Ak/xV9MRs3OMTgDQ8Owjrim5KM6E52vSad+VWKvDD+uJydfD6JOR6qrjSBTRlS38hCXuh3NkYun/2Lx5Ok01o/LgallaJ1yZOzkV+6Lo5J1uVFuWLtVfVt5Pzn65w64XN30wuLeIVbfdaw6uyHo0iSTZ64mRs8Xn3/G58d7hH/Lw3J0lqWSh7M5f2ptvl8+jvbJch9ryHFUFrXcOQHIf+dIS5shZF0y0bD/zXnjje6X+MqqZJLZWXXkmSvAp2dn9Q8zmotjgHFcVncTnMrCFDgBARAAARAAgYiAfGDDf+gp4avRKB7OjpvAScz08F9+0n+Lh20fc/D04dHN8kjdMfozEqzmL+RfHblD1tWRNVpaDgLyzJ2I0VMOoLuoBTrCXVA83jwg/+OV3bo1h6zXJYb4ILAdAXnmPpEs5ARHeQhAHuWRRRE1gfyLoF5MmZB1MdxRanUJKKMHjrPlUQDpBCGP8sjj0DWB/A9NvLjyIOvi2KPkahKQZ+4kHJmrKT60GgRAAARAAARAYB0CMHrWoYW4IAACIAACIAACR0sARs/Rig4VBwEQAAEQAAEQWIcAjJ51aCEuCIAACIAACIDA0RKA0XO0okPFQQAEQAAEykdA/m6c2XD3hiZOBXkT0to5DRbOTVwckMDBjR7ZHkI8qG9cTUhtsmwzUVsnQUJuquyVnZ4TIuO2Q0DJgOV2nvG0mngi4zg5m3Ann8mNimvSRL9+hyFVsjuUoGPxdMOUofMxHUx2OqfBuMgk4HK2num15KmLcfMyMmNpy7Mf6FKt5uqDG2aVn1lzRKgygXX0JjFumo5PPlKvOVZf4c77M3qw+szJTZto/EpHtjvSSanLgY2eCT0PW9Tttmj4vIbVsyPkF49LWlr7c+0o2xPPRkYmNbqme+Ld6tMP3rvmetQh3oo0eOBZzm3zokrJ5+JRxZdP9c0/3viPqHuV+CfhebPQMO7y8SKsl3RSDasOy6XbwSSlCzPAST4CabJeU57JMpvQR0uW4+6Q2sbATSs/XwsQq4oE1tGbtLgpOt54n4Vk6x+aNH2bq2vR8zaNyequwng4OSCBg+6ybnaeVTvXdpdjfsPZx7zfUjt4c/P5V3atDXZkVteru3s7u2SbvFWGsvsyp+/zbukqrS4rfQddWtr5rdbFrun+zqW+5TxWdyTOrKeSs7f7cLAze+ouw7HpTGm6HrasTMiSNUrJXTaAXznS0q1ELuxGeeWfgSRNZmlhqTJzy1TPZKvPGhRzpJYRE78Et45W1iVgt7MqrKM3aXHtMOtdJDqr+joVvvrO21k7kFEuAvLMHXSmZ/I8pFbnkur1S+q0hs60H89j03WvSWwIBSN4GaHX6fZ1Saw4POrX04X5d02fUq/HM4kqv7hdc3nm4ZroyZ6VeBjw4gkfsXWRABxrEZi/0ZSa9GHNje4nH3s07d6nTgEP22bNPFoKocU7yRhrdG3C+NfMDAQVj023VqMQOZZAiqxT5ZlDZro8nvXpTXX/EVeBlPLjouMeCCgC6+hNSlxHxy/uqE89avAMeYPfafe3RIPrHjXHce8hyOHQBA5n9LAh8cBLW51LeQPW6bLTounoRRsZYauHtMtVr26qkl3Qo7XUVb/sUGv6RnoiUiq027qETazMCfvQPLCRu/auxbIEKitb0ZKVi0wbwmzWK+N43ifqNYIlNNUpEXWeAsOZA1vDduA/lpLOLQBXaxNIk3WGPFNlxhUJfSfaNOSBT/ygJ638tRuDBJUhsI7epMX1ddzuax6pMbhWPj6PjQGdB/5pjk9jZXiXo6EHM3oWLyOatjqkbB5uuzYyRvRivNjrt/TKL6lZMII/hFI4TmoNnl0wMimgLqboU/md3DR4rNOnpzU99haDBxq2+nSXZPN4gOq399R1DFRrZknNKBLN3o2SRYlX00VhOFuPQJqs88kzRWaW78T87IGdmo2PWFTHtPKjWDgDAZfAOnqTFjdVx41f0GMjmO2RAdmYmr1rfMHliuNgVwcyehb0MmKTYqqn/NTXGMrImNIotHq4zWJsqBG8KEVjrS+81ibGI0iZegyX02RWwM7kkHWxyz2Bc/lKrj3r09yaScvXLL2E0eX54NwrYmp5pEVnDS6hccYynFGMjbNavJ1uNRR3chJIl3UOea4hMzVQ8uSbXn7ORiBa5QisozfpcdN0nF0oGiOeeTb9WdBPUYPOnJdN5fAX2uDDGD3yCd+0Rf258dcxSxO8xNX76P0dA+ERoxSzd2sprE7sFB99AcbW9Hmb10S2ONSabGz6mLrExqviTZ7ylb9HEfrN6OvNDB5xpeJZHp63cVe23DImN5YPDyNXcjMziGpmxzKkA72TJdXUdFUU3dZtzpZ1HnnylC/798XLTHzrzkPdYv2Q2eLQRyy7/K2biAxOkEC63oiBs05/Fq/jGpt8nj7rP1m+iVPSH3LN6W1qzW6eIOVSN+kQX2+tfDUV+lnL1zbBV1Pi8a6+tNJfabHjchhrqTzf7a+3JEin1WnYK97ymDdhdhYqRZfzsG6qegVltvp9rkvgXZ9Wl6hWezmT9pTrsDkHsuE66q+vgq/rDFOfm5GnCk/LR1qsw1e/6soow/+ax9IVYWmqtvTr5qcrCfTyyT8BjM/TkfUa8pSoSTILvvTTz7jonvUlYGb5CfUu0e2jkXWJmG1dlQy9cd5VGXGT+yyupaT1+xgrv9V+buuWIYMcBOSZq4nR88Xnn/E5jjIQkKU/ll0ZqoI6FEAA8i8AekFFQtYFgU8qVmYWG290v8RXVkmIjv2+PHOfHHsjUH8QAAEQAAEQ2JaALJ8SL0fl/IZi2+KQviACmOkpCHxSsRj9JZGpxn3IvxpyllZC1tWRNVpaDgLyzB3Gkbkc7UUtQAAEQAAEQAAEKkxALW+J9YOjPAQgj/LIooiaQP5FUC+mTMi6GO4otboElNEDx9nyKIB0gpBHeeRx6JpA/ocmXlx5kHVx7FFyNQnIM4flrWrKHq0GARAAARAAgcoRgNFTOZGjwSAAAiAAAiBQTQIweqopd7QaBEAABEAABCpHAEZP5USOBoMACIAACIBANQmU3uhx90KpppDQahAAARAAgWMhEOwXyE6ztdqNt7ckb0Jac/cPPJZWnUo9D2D02AogShCnCKeCs0Lt4F3qtSxFnqsP8WJwHh+ekc4m6ObhdR7yJ+OVLmmdsvallJ1Lk8PsAnC+FYE0+bhhNXLkE1OqiX8+WLihjr7UyA43aYweZpXhZoyrqhJw9cbrVzwoaXHdMEvHZaPj5lh9hTvvz+jB0mnZhJTGr9YmpF6BuNw7gQMYPboNvMGaUgLeXZD6rSG10UPtXbh7K0BeRO0Z9edLLdNxk3qNqPOQzqAx6tCc9xCTz++Xy+Ahz0jn1ndCH608xl1bZ3i01Ojxn4wPdIp3CRy2jeGVFuaWgKttCKTIh43Oa0t2836L5RPph1uqjHxrdE333C+4IcRj5Btbz+Z9ot41qXfIWmX4+eK6ugRS9HYFSkrcFP1bvM/CnOofmjTVW6vzWOyc2jSmR+xzEfIp4uRgRk/UuDpddrh3m71TOKZba2Tuzxx5nWliXtK58otxYGYoTLr0/Fxr3rxYo9ZU8Uw91K0OXdaD1l9cUZdm9K4Eyh2F2CNPt2SCDaP0dCaW+b2gx9coj8aZpTOTZxpyife3QQkXd/zCnJLqW9LCTNb43QGBFPnUb+nVkl39skOtUD/8ojkfNoxfbxt+AM/YvXOqJn0wilT/wFfBsVYZJhF+QSBFb1fgpMRN0T8xdMz7Tfq81hnrthhJvSaNYfGsUD70jQKMngW9jKbU6lwGL0U2Rq6JnoJZATUqfBhEBpFHZHLTCKcOZRZBpg/b5yZ+Vl5T6vELeazK0jvppuZnFDWoWzhj4dWpapfqoZ6+0dxpeGB0qBcV0ejaLGXybzCrl5rOycu/EEMq0hltPJ2R/5qcsdWVFubniutdEXDls5Lr/I2mtvGyEiHhBr9Y7mWGT/lFyOCkTTPeENLYuk6qTctwMsFFtQhk6K0DIyOurX8yCKMeNXgGs8GGzv0t0eC6R80xdm93kBZ18eUvvmLbYZ/HfMnT1ktun/WvteSlkfhj3l+2qLtkw0QdvHKxpG5wpcL8tONll/x7QWInL4lHS5OVipGVnwr30gRZ7+tHOB3DoeQSyrS1bLGMFdtxl+VsycNjmJgurtEqr0BvLMGxYbykVn9pq5Dky0uoy7SwuCLKdu9Y5K+4JcjHZaqff5FN+pEcL9QZT+ZRfslpozjlOzsqWZcP3+Y1yqW3Qfa54qbrn+qTpP8K+kKRe/bzsHnzkDKZgLA/2ExP5NPDPh7KByRaKnKWkNhXY8o1Sz54tqZhzSLU2rzUER3r5SXpUvKTKUz2I5i1dXm2E2VUYjXPLh6Nv4783lPTEZq9JHFJejVTL2amp/NYXjwGPkE8o3f2wI7RZknSi8fzgtYyuheYFuZFxeV6BHLIR82k8rj3KXZ6Jqs4WZKu0fOV1rV5Z8Sj56jfMKm3K8Pkgt/KEMihtyGLHHFT9U9WC8S/7bERzPaILo+paXzTwoJwcigCBzN6nAYpHxDjg3GjpgD1khMrBBsZK/6MTuJusDylO0K26ViJIkdZmU7Mn5dknJKfBIvho8oQRW1kfoUiSSp3BH40V+Kg1zhL8d/wyNjpvCD/0vYLiV8mI2qy80damJ8nrndHwJaPyVX+3ER71qe55d9jwvL8LgYPNGz16S5w/KzfPinfrdFL6A1I25aRpx6Ic7oE4vQ2qbVxcdP1j432xog6oX9ji8S9hztJEhdFHMUQKMboUS87owBuwyfsBetMGtjBdZk1GDqfANrB/nlqXhJ5rfygqD5ffc0PdnvIq013pN5NiumUwheTfL45bVEn9Ho2uXjpeLZmcB75/6jPzq0v/BYvo8gvRBnNQ3qeBHmpMrqkjK60MFM0frcnIB8MJMknkGW8wePJOaUmKwbs4oXYHVAZt+wZqvQlvoyUTBFUbQKpesvfC7KhbnwQU/ugHPonn6e7PmjBQJ+9Id+m1mx4tSVy+NYX49Pj+smEa/ZqrbPPvjcJPj1qqU6vnzKpyEfIWutPzivGpycrP3s9V8qz/EqSVw23C5F2lf6w1qalvivr0154iM2776YL5BpF9nzBLD8hAeTktUZYyeEehfwVQ/85tGTgPzfmWVWy9eWsn0vnebZ0yn6eHV1LLaPkQg6qdzyyPg6e+WqZorecgdK3PH1Qlv5JuPVeUnWz0rh9X76aI9b2BOSZq4nR88Xnn/E5jjIQkD+0xqItQ1VQhwIIQP4FQC+oSMi6IPBJxcosUOON7pf4yioJ0bHfl2fuk2NvBOoPAiAAAiAAAtsSkCV0/gNjepl+28yQvrQEMNNTMtFg9FcygRy4OpD/gYEXWBxkXSB8FF1JAvLMFePIXEncaDQIgAAIgAAIgECRBNTyllg/OMpDAPIojyyKqAnkXwT1YsqErIvhjlKrS0AZPXCcLY8CSCcIeZRHHoeuCeR/aOLFlQdZF8ceJVeTgDxzWN6qpuzRahAAARAAARCoHAEYPZUTORoMAiAAAiAAAtUkAKOnmnJHq0EABEAABECgcgRg9FRO5GgwCIAACIAACFSTAIyeasodrQYBEAABENgLgWB/OXaardVuyGwRqIviPQdr5zSI9szdSw2QaTKBwxk98ie+lRKIIvC/8wFv2Xb4Q20oV1DZh2/t7kpcDM6V3M5zPK0mrpKz/YBPbrTslR7YD77dSQT6YW1mudIKJ58ahXXy7uvyg44nLWylANzIRcBhasuTtwMN9MXIIE2cvMujpReWPINKmLxCOXv3dRn+yyVXCxCpcgTW7GsCPuq9wf1WqIOezho9V0aObIDcHKuvcOf9mbNBtmxCSuNXuq1XDnxpGnwYo0cUpDGiznypFEE+yZ53RnSd4wW6a1IXj1yH11uCzuUlKyOTGl3TPfVb2WnkBdUYdWjOMhY5L5fBAy460J5R3+jAuEm9hvui4n3+Qv1YPqo922MKlN3ZrXzmfaLetR45XTxG6YPyeQNBou4VXaSFxZSCWxkE0uTJA5xrSwfmrDjDtivrKPcUefIYOVn3JvTRKmPcHVI71bKKSsQZCOTrawJOrOvtGW+Dbfd/Kf1J430WAq5/aNL0ba6upW9s05gSu7YwFU72SeAARo90akPeoNy1buu3r/RqzF1vFijqu7RVfjPRnZ+2pt0RJQ8pnRmkKK2k4bgDM4rUna6y2KNIMiRNSO+PVr1y9ymVUuV9QY9sQLzeNnLUil9EPdm+ZtWoXEhH0OrQpbE2L66oSzN6X3e6b/HOqZr0weRT/8BXCQfL9mHYov5djAGVFpaQHW5HBFLlWb+lV2tgUb/sUCtJ1qnyTNM9DrPKaJzxG2n2XsjscUQFZ6dHgN9BD/z+ur+js7TGWf2JGDpGF+U5aZ1x38nh170mjWHxpFE8TJjssr7XY95ftqi7HCcWMl52W/0lzwyog0eFSwqv50seJPKW460lzxCog0fuS7ag9AXnmpyWw3gbeR7mO2XnTp9Z76AKO/5hqe84x11lp2XRMoKIy1Yxay1bSmbC3pLVuOvJQstHi9LIOUhjyTuuGCVDJdf0OrmydnNKC3NjHvaqvPL3OKTKMyuuG54tz3Q5L6UfYF1L1U23yFJcHY2sS0FrV5VYr69R7yPVSaXroNuf2GXI+0dfh6+tXTUF+axNQL2T9m70rHSOGfV0jI0YZZH8QqPIy8tJa79Uo3iuckb31ZmdXp3T8tCKWt6OMP2hV/yUrCMDdekx1C+3yLAR4yiOr+poPGPVk9QyzCtJF4IXYVz+5iUZH+aXdNjr8sp/lUMoAzW40MbuKtMcesNZh3nFyjMhD6VvnnG9Ws3S3jkmWZcW4pYVS+1r7PdBYLjEG9bx7xpTtdBwCvpDkXt8PiYFfvdFQNgfYHmLi8k4jKOiWr5q9GiaEd8O3iat5JOYXqbo2V9k1taOtaEDm104zmMI2EtPl9RRqw56DUv5U4W+PvfUTBB0/fael76G9Ox+9hCUpZc6n6+0/4/4hjVsZ+kg1mLwQMNWn+JXtpLDYhqEWwkE8shzctOgHvXpySxlr+SVT54ryeSG5VcxP3tgZ+gkv6HY1LgJApTc1/Cy1nWPmuNHilkcd8il9TVqWUt8zx4bQX7Sb42pafwQnZxwcQgC+zd6lO9G0guMm8hOYg1Z6zQvQzY0bH+xVAjbpJWMs9KL4aPqJUraINsVKLVeVQ1snCX7bvhMJs9s1nTpKq5HUX4eLZKlcP/wO5j67RM7WE9p9GI7B4lv0ZTX4Vd9i1joKWF+abjOTSBGnuI/1571aW753vj55ZOnn2r1OtVvaDU67oCAJpDY18zpjQdlw2DQW6ux8c7XU34PuF8ep/UnbNDLBzyhj6Pp0xokLmg4iiGwf6OH7eQ79fWG6wgsMyxxsycT9oRNmADIJLRNWsk8OT2UNB5+8PmnsQbrMrNjGSDy6ea0RZ3Qe9nkwp0BO7e3+ndqFDW5cXVDySF0enbLUE6C0zfS30NwfosXGrHCNEPPZpm945mcBIMqLczUDr/rEnDlyRKgwXmSwbO+PGNrw46h50bvOMLiZcT9hjXLGJsIN6tOIL2vkXEwz+wrvdJO9LzMEnwROldfr/KylPP1b1p/Ip+nz/pP1ufpU9IfcolBBV0tTBf37tMTLM7ptVPjz8G/1tp9uJ6v1jr77JRonI+zfXqS08avs6r4luNBYnrbX0B8Fqw0+1pvlHxZEfaZ/QZ5a45SL/ufXpPW8nHYWOvWEj/E5t131rR91pZuLIO1dLsMW2ZShpNXqlOrbosbfwMke0wi7TmKYx15Gt1RyrCqM8nyzKF7Ju8M5/cyMj0aWZcR3qZ1Su1rAt+ysNOyC4nzK0vpT6Qcpx/jvKyyy9wH2a0+tXN55mpi9Hzx+Wd8jqMMBMSviRWtDFVBHQogAPkXAL2gIiHrgsAnFSuzh403ul9m+/EkZYH75SYgz9wn5a4iagcCIAACIAAC+ycgS6T8R8YyHZf3XxOUsE8CmOnZJ90N8sbobwNoJ5QE8j8hYWY0BbLOAIRgENgxAXnmDuDIvONaIzsQAAEQAAEQAAEQ2ICAWt4S6wdHeQhAHuWRRRE1gfyLoF5MmZB1MdxRanUJKKMHjrPlUQDpBCGP8sjj0DWB/A9NvLjyIOvi2KPkahKQZw7LW9WUPVoNAiAAAiAAApUjAKOnciJHg0EABEAABECgmgRg9FRT7mg1CIAACIAACFSOAIyeyokcDQYBEAABEACBahKogNGj9/qxtumppqTRahAAARAAgQMQCPaXY6fZWu2Gtzi2D96nrubuNWiH4nz/BPZr9Mif9VaCF+Hzv/MBb0W4/SGblepN4bbPKykHtfHcjuqbVMbR3ufd6ZU8bdlaD7iSTxjmPvRpYSs8vHL8DWpNXkn3TR1h8K6Q3ckNw3+Fsyc3E776Agiq4cV35On1IY4s08J20kJkcooEXL11+yenvZ5eruixE24ZMrLRcnOsvsKd92f0MIjeerIJKY1frU1InRJxcQAC+zN6RCEaI+rMzS61S5p3RnRtKcAB2rdxERePXO/XW6pvnMMJJ7x4VA+0fFpv/vGmkUTdK/4T7hP6OOrQPAgbd4fUDt9UaWE+L9m5e0Z9oz/zPlHvmrT6yGipRtd0r3Y+dlLyi/DaKp83uqVhO6VjcxLjIjeBNM6p+uGXkCHnRo+3BuCdrUWfWMmGbfNy4XSJYX4ZuAYBQ2CNPihNj+X9ZvdP4yb1GrqfWbzPTGFU/9Ckosru9QAAIABJREFUqd5ancTYatOYHi/CYJwUQWA/u6zr3WdjN6vl3ksd3i7NUVyzs7q9w3JryS8/PoIdmsOdla0dtjfKT/KUcjj/Pu+Kq/LVO7yrnZ+jSnHR/WXLKtcOklx2dUgdju5QbIyM3Nqz0bG623AQJS1M89ay0NEDOSk9MGXE7XxswsJCWG7xdfNiluLyKOUv5FJ0IDssQc5qV2o7zPQNXF5aWCkkmV2Jo5V1dtOOJkZqH+S3wtLx1XRW/2TtsC7x1I7qKq2ty37muD4EAfWO34vRkylgVpBWn00YfbgKZAyb6EXlGyAqvmN1rJefSk9GAUVZiQ0ec63r5JaZlv9uRXWMHaHLyuah2aqH3r6tztPCdGSVr5JLknGTdN8qbOXlaIWV8PQY5a8wpnBO1g8tgCQ5u/2CxI3knRamcy3//0cr6/KjzVnD7D7IzsjR4xV913np15J5h5n3ir52Xll2xjg/GIH9GT0rCpHRJsdIilEQyc83ktI0KCs/M7ujrC5bWaN6Ogoe3dZnTv5+4HbXx9cRxvBT8pcHnv/5ckoLi0GnX4icjyX/KFr0Eozu2WdZ4Xbccpwfn/yFWxrnGP2IQR0n51XDRiZ49OxuWlhM9qW8dZyyLiXK9Sq1Zh+kM1/V41Bn1aCZZ3RatPS7O0mrdFUC1HtD94vxA8H1moHY6xOQZ25/Pj2ce9rhOJPx2vw0LXKOsPXzm1Kw1Jojd1LrsaEj2w7qm6vQI4i0GDzQsNWnO3ud2loLn589uF8wpIU57dV+O89X2m9I/MEaa371MLlpUI/69HQLzywH7Y4v0jjH6odT/jpyXpDlLuHkwk9oSpgXFZfVJpC7D4owxemx8vsM/RrvqRn3EjO+b48NGlz3qDmW/mxMzdA/MSoDZ4chsB+j5+KK2OWQnt1v9aIWsRNYo9cktn21gyI7qbK/zObHRvm16KyRs8iN8s+Z91FHY6fA3pS698kO3/XLDst2Ru/RBwxhi9PC/E6mfvvETstTGr3EZBTmGJ3I13ftWZ/mcEaPoOzhLJ1ztn6kyVmcQNkLlOZevZsf6spBNCnMi45LEEgkkNYHRYmy9Zgmz/zG69KVPfjjjzpu5GOeJ9M/mndOg862euFFNcPZ+gT2Y/TwNzx36qsZ86WFrpjMxjifowb1nXzcYKZn9p74+XtcftFXHzJrI7MTHbrccAIgLv/10R9/CsXRf9DlM+Lway1m/TLiWbwm8XtKwCeHsTQH5/xnDYK0Ky+8xQuNeCQlL7z0Q+cDgyed0vah2Zxj9WMdOfuDJ/kUeBq8WNLCtm8ccjhVAql9EJH6UyVW/yUY4vXYBsTGTXvIK/B3/OaLDvk8fdZ/sj5PN6sLc3qbBn1iFB1nhyKwF0fmYKlNrWWq9c7Av8Pyy7DXQ1v9PjsTG0fibJ+euLXR9PzYKXpsf31lypKKrq7VqrvsO2D7oyTnHzR2Rz8s9x3ltO9sNLfVtWktP2mH/hc5pBvfj9Qwa1HcZi5porJ02VE+1jq5vV4f1sGV5b7JbJO/tOkojkzOGfqRS85MwvKDIP8rvLSwI4B4NLI+Apb5q5jWP2mfMbvfN++HqO8JSnJ0z+6bgnB5Pqz3nbprPTMr+eVvAGJuQUCeuZoYPV98/hmf4ygDAfEbYpmWoSqoQwEEIP8CoBdUJGRdEPikYmUWqPFG98tHZ8YmKTruHx8BeeY+Ob5qo8YgAAIgAAIgsFsCshRPvBxlL1HttgTkVgYCmOkpgxSsOmD0Z8Go4CnkXx2hQ9bVkTVaWg4C8sztyZG5HA1ELUAABEAABEAABEDAEFDLW2L94CgPAcijPLIooiaQfxHUiykTsi6GO0qtLgFl9MBxtjwKIJ0g5FEeeRy6JpD/oYkXVx5kXRx7lFxNAvLMYXmrmrJHq0EABEAABECgcgRg9FRO5GgwCIAACIAACFSTAIyeasodrQYBEAABEACByhGA0VM5kaPBIAACIAACIFBNAjB6qil3tBoEQAAEQAAEKkcARk/lRI4GgwAIgAAIgEA1CcDoqabc0WoQAAEQAAEQqBwBGD2VEzkaDAIgAAIgAALVJACjp5pyR6tBAARAAARAoHIEYPRUTuRoMAiAAAiAAAhUkwCMnmrKHa0GARAAARAAgcoRgNFTOZGjwSAAAiAAAiBQTQIweqopd7QaBEAABEAABCpHAEZP5USOBoMACIAACIBANQnA6Kmm3NFqEAABEAABEKgcARg9lRM5GgwCIAACIAAC1SQAo6eackerQQAEQAAEQKByBGD0VE7kaDAIgAAIgAAIVJMAjJ5qyh2tBgEQAAEQAIHKEYDRUzmRo8EgAAIgAAIgUE0CMHqqKXe0GgRAAARAAAQqRwBGT+VEjgaDAAiAAAiAQDUJwOipptzRahAAARAAARCoHAEYPZUTORoMAiAAAiAAAtUkUEqjZ3JTo9rNJJSIfx0GlOhkMTin2vmAFiWqE6oCAiAAAiBwaAILGpzzO6wm/24oepNJPSZ0UzunAV4UhxZKWF620bMY0LkSXiDELV/syjiwDBqlBmLkbJlv2KK1T7SCelVaL5fJDTVGHZq/3lJ9vZRHFVsZn6wL5xlPrJJxTDxzX3cGNXKYe3rmhPmUmLfJo+Z3IClhbvl+Z+QXguskAoZjnB6YMC2f1c59Wx0ydUrKx5QfVzeTFr/VJmB0JN4o8dik9CfkhFn94uQj9ZpjWi6XNO/P6MHqLyc3baLxK92e8ovCQ1i2y3SjR4TaGFFnvlQCVELsjOjaEuIuGnTxyPkfs8Fw8Xjc9c8jRNaF9qxL3VZaZBnF1Oia7qnvx2Oj5loMQ+4IdGfQomHbGB6crtEj6s+1no27HLb6wlQli062Zxw10Mlxk3qNIJ+0MB5hfbTKH3eH1E61rNLaWdWwFPkyEnmZKOM/kPFy6XXu2+qQwR6bT3rdTFL8Vp3AGv1ARn9yY/dD8z5R71rN4CzeZyHk+ocmTd/m6lqejzaN6fEiDMZJAQRSjB7uRNpD6npWaf32lV6NmZoyOnetaXmB6RmVRm9K/EZTI3UzGlt7+SqlXMNwNU9dvinTxEv/tacp46Yq08J12M1Ed8ZJI9/08ssSym15YF24v6Oz1Cpd0CO/8F5vG6ux6rf0ahm29csOtWhG7zLNO3kmzp3ujV5d3LHRNKWgr3DyUh1Kq0OXZqR0ccUpdT5pYURcN6v8xhlbZbN3LEc6dLMuUuQrRqXYrU9Js5070CFVvaR80uqW1S6EV4dA/n4gtT9ZvHOv06QPph+qf+ArfYihY/oWyaN1xv2hDPp6TRrD4ilc1ZKNHiXULl0lWqX8Mr8merJH7g+BT4sRsDPiq9Ptq0z38cumq6f+QuNpLQwp5Vr5XFx12bh6jtZTFy80mraoE74trcgJp5ObRjhNaaYq2+EynBg1MeHeGu6w/UBnwazEuDul3kd3hTeh6FLdXgyuFYedPq/zN5oGnYbuXM7IN5VmyiJyUagOZfpGeuxkwrSBlBZmYupfeUFPqdW5POnlSLfNe75S/QXR6DpYBpclcWsmbVc6tKt89kwD2R8FgfR+ILU/4UHcvcwWq/5e3gVtmvWf9LKVDNqoRw1+Bhps6NzfEg2ue9QcP/LQC0fRBJKNHvVSSqueazGrkbvzMhrS817e71nlBnVWMwBRHRYvI5p27/OvpbLh9jBsUf8uUtP67T11pyN6kdkJZUR1HctdhZvZi6Aa9kyZMsSObXbBGLA7tXj0aL3Vv0voBOokg6XYg5cS1dKUvFTVvweamaW0tDDJTKarVZo2Ddnw3szojq0Vbgb9RecpWHbk6f4Wz+gqu2dXOrSrfCCtahPI2w9k9CfilqH7Ih78spnzZGaqeSglA3wZKC+Xj9Qwg8ZG5B+73opDtcW169YnGz05SnKWsNgngxeu9CFLGdzpzdr6xbRrASeWa8pXvxd0x7NKQ2V5LehlNKVu8rSVkzK64JmZhnm5yi+/LE1grFHYoLOEZRmT7Lh+2TjZwwhFzaA5nYRPZUHWsrgfSMoHLJxFvKdmqHi8iCX+YQlhHBiGzc8eWJ7Gp2ilCNzYiIA93X9JHbWCONmRDu1HFzdqJhIdN4E1+oHk/kS7LTxf6f5mzr6uDf+jCqEkhrr4Ej42gudA4o+pGfj/HDfI46x9stHjzZSsNI+tZZm6G5sXjIzs7Ehi+KgwEXDD/VLHjrfueVa5Vn5q9kmWuIJZmbVtHvYWCdtn2mmcMxtnbntVuXN64yU0WcI9jUPaIy5YxvDjEQ1fT1mem35tJ75W7Vnf+dItfhqZqBkumKfQDPyBYmWbEub4FKVkj6CcBNTzEPhoOUned6RDu9dFp5q4qCSBtfoBqz9ZDB5o2OqTWQio3z4pP8SRWgYwKNkwkg+BQj83826QwbGJg99DE0g2enjhQc2UeF/RyCxL3MzNhL0YrQG31Y4YAe9wiSe5XK5CXUabvO4qs1Ddq4SlFKuq9mmQ1v7c0A4O83b8FuRBsJxsnQTHeKGdQ6OZk7n6KqslX1kpp2BZy2aDyGKQ3Eod1zd4VHzfwJZPPqfGnyytDO5U2Nk+fpnMC+MR17lVT7XcaTsiJlccIXkIqOdlSmGnr2QoPnS3yrl9ex3K0sU8lUScyhPI6AdWP4AxxNz+ZGWgpgbW7kBNPk8P/XxUNubjDDHgrVlRUwR+D0Pgy198xf1R8sGOx0uuSfSv1V/yZ8fq4C+Lw/utfn/JHzQveWaEZ++64X2Vtqvu6kTz/pKNXBXOL88oHyuOyjfrOszDKleX4Pxv6m9l54QvuTW8CubWl1pLXbWYMKv93FBus5XWCdNpnXKFixPHqwpfCq/yHrpNRm4hu7CRHo9QRixnXycMN5PW0gsK+QuJQAax8WgZ1UWiRrolHJ0wk48p1ymjPMTLLf8U+SpRufyNyFy6W+iQk5GfT0bdnLTluCi3rMvBaPe1CPqThH7Aefek9ifSpVl9v9/fxPX1Vh/o9k27byVyjCcgz1xNjJ4vPv+Mz0/0EKc1+XtQ7FAWuSSXt63iaMviKm8FUbO9EoD894q3VJlD1qUSh/K/OW+80f2RvCtKRu8oqiPP3CdHUdMtKjl5HqpP5I/B4NmimUgKAiAAAiCwBQFZ8uY/NHUUg+Mtmln5pCc+08PrsHqa52j+CiZGf9V+JiH/6sgfsq6OrNHSchCowEyPdn4sB27UAgRAAARAAARAoEgCanlLrB8c5SEAeZRHFkXUBPIvgnoxZULWxXBHqdUloIweOM6WRwGkE4Q8yiOPQ9cE8j808eLKg6yLY4+Sq0lAnrmUv9NTTShoNQiAAAiAAAiAwGkSgNFzmnJFq0AABEAABEAABDwCMHo8ILgEARAAARAAARA4TQIwek5TrmgVCIAACIAACICAR+CkjB5/3xT/2ms7LkEABEAABEAABCpEYH9Gj2zsxp7S4i2t/p0PaLEFWNno1N/YUhk1W+a7WiW9waW1N+VqFNwBARAAARAAARA4OgL7MXpkv6vGiDrzpfr8Wj7BnndGdD3YxuxZZXvxyPmr3b5Xw3AHBEAABEAABEAABGwCezB6eOuH9pC641e6rUdF1W9f6dXc8GaB7FkVNaNjZodq5zRY6JmXRm9KNGyrWaPzwHhae/kqpdyopiln26ZPyRpBIAACIAACIAAC+yWwe6Nn8U4z6tJV4g6fbBRdEz3x7I+aAeq3aPgQLH2xUXHda/KO6GaGSAynOt2+8kwRx2NLSqUJjae12KSUmyufbdPnKgSRQAAEQAAEQAAE9kRg90bP/I14Tibl4P2wrCWp+mWHWtM3mocphvQ8CS92eJJVblZR26bPyh/hIAACIAACIAAC+ySwe6MnR22dJaxGLzKS6rf0Ou/TrK2dn80yVo4sc0VJLDdXaqJt0+csBtFAAARAAARAAAT2QGD3Rs/FFS9upczWsJNzw17CYiOHF66iQwwftbw1pmavQba/TxRpg7OscrOy3DZ9Vv4IBwEQAAEQAAEQ2CuB3Rs9dEF34qfTFifkqO4ySxI3czP5aM30RNH5rEFnjjXEt2bvW332bmefXK4dK/l82/TJOSMEBEAABEAABEBgHwT2YPQQyZdaPIFDvUb0d3oaow49yddbF4807g6pHXyh9XDW55mh4JBP3cMvtxrUa47pMXCI1r4/PWpweJzxZLJI/E0rNybRMFhi0/VhA66RUu+Y9LgFAiAAAiAAAiBQLgK1L3/x1fKLzz8rV60qXBsxsuSrNhzVJAD5V0fukHV1ZI2WloOAPHN7mekpR/NQCxAAARAAARAAARCICMDoiVjgDARAAARAAARA4IQJwOg5YeGiaSAAAiAAAiAAAhEBGD0RC5yBAAiAAAiAAAicMAEYPScsXDQNBEAABEAABEAgIgCjJ2KBMxAAARAAARAAgRMmAKPnhIWLpoEACIAACIAACEQEYPRELHAGAiAAAiAAAiBwwgRg9JywcNE0EAABEAABEACBiEAFjZ4FDc5ru9vINGKJMxAAARAAgcoT0O8Y+eu/tdoNTRweE7qpuftSOsG42DuBAxs9kTLE7p5u9t46H+xsY9G9E6xAAbJZrH6A9V5qsbJTHCL5hvG9yCavpP3TJje6jKRwVYzRE9WpWHuxeffDOgQdjynb3PeqVgFJ7qaJhmOSjJJkmJXOrl1SXHNfy9B+oWTrnp0/zqtKYH09cXXONVhMmPMsTD6qfSNlO6F5f0YP1s7bk5s20fiVZBtKHMUQOLDRoxvZavEu7A+rhs3keUjdbrj9aDFEUKpLYDGga94sds4PsH6IWXZt+2XjRper7ljHlfhLs2Msj3du2Ei5pnvqt1bTqDtstLRnXeomhetIdNOeUX8elKF2tr0m1a/wprKqzKCucj4Wdepe0cUG7UioZYVvbyrDHOlCqmlxJ/TR0kW1cbFnucbrXpg5TkBAEcirJ2LUyGbZpv9bLo3Bkqyni/dZSLn+oUnTt7m6lrzaFG2iHUbCyUEJFGL0NO/vqTsd0cvCaiu/lB6GXbq6su7JKd8/D0b0MrqL+jhtsd9MtPLpkZ9rhSenlYw3TSdpK3TUb+n19ZbMwETtdk8zerdllwvHBT2yEfJ620iIzfJ8YKP3/o7OEmKo24t3Lr1JH8IKfeCrhEPpVIv6dxdEO2tHQlmVuL2pDLPS2fDS4nKYpYuNM7aOZ++YFbbx4XyHBNjI7hH1n6L+L8o8WU/F0DF6KQZQ64z7PBl09Zo0DgeBUU44OyyBQoweogu66k5pZFk9i5cRTWVE7rSfDZNroqdg5D7nKQJ/hmjYfqCzYNQ/5jx7H80KKqdtiMbOg9H/mHieMewgU9NllOlUsWoX8zea2kZHTPuHbb1EVVtj7XoxuFZTwpl9Ahsv990htdWSlRi+bZr1n2KniyfcY02797FhlKMdMU3DrRQCuWWYkkf+IHkhTanVuQwNckm7ie7lLxMxT4VALj1RAyyi0bXpz/g3GnUno7i4oz71qMGD9AYbOve3RIPrHjXHj977LTkLhOyPQEFGD5s9V12a9j4GTl6BRS0jcudwR3ZqlmH6RnqyUEfsWuujkqexsGnyTDxvwApnpgTcvBLTsVrao8m4Mp0qVupCz8a0+ncJD2+dbl+jpS218tRIXwpT+NYcBV08yrKVGD4N7lr69BTK2BbGhHi1lFe2fJ2SOFntsPPBeS4Ca8owV55xkUK/rTYNu2OeOTTP94a6F1cG7p0wgTX0RA2MiDpP0VJ6a9i2VhuSMNllPFLDDOga0aqF4wOUlA3u74VAYUYPWz1skgzpWSZmxEBpdejS9F9WU42jmFq+4pmbqRWWedo6o6TFlLS0W5WZlvGRh01u0oyM1cbVb3kZ08h4NTi4wwbIWqMgvSz5fKU7onlnxCMqb1mTc14MHlin+rRiR3PYuu1IrDoCAgLrynALcJbf1vzsIebrGJ13Pt3boh5IehIEsvXEXkq/pI5aUV1jbV8GA+IT9NgI+jnpt8bU7AV+iCdB8bgaUZzRw3MFd7JcxVaPODD709QKI4/qZHpwbBxTeeog1cfVZ+/NCvnBsdfblhmb6fHflC9y2rM+zS2fisxWqenhFsmSdvIxpze2ZKPpZjas+Hraa1At5is+35ip3z6xY7S7VCr+WrL00eV5Zd+O3qgdyZVHiCKwngx3BS3VvyyX7u2qJsjnaAmk6UnjjN83m/gvGhriYjHimSLTD5m+sEHijoajGAIFGj3sW3rZIZkubLMDc7QMlQxC+WgkB7shwUxS9LkgK2DMS9RNtHq1VpmryU/gDo/i+e8axRs8Osysc09u3BkXxS5hBi8Cox0Co6+u5urrrpb4YikDyy1DOQnaxuzihUZsJDVDz+ZglofnmNyVrbR2RLXB2SYEsmSYlqcr37SY6sMEy6dC+QEG/mWb6V5qaQg8QQJZeqL+3ILRsbrM7FgDKvkUfdqiTtySRAwr+Tzd9Teckv6QSwYJ1gxSTFrc2iOBL3/xFb9vDnXMlzy5s+TPBYNDX8s3zuEx7i6p1V/yJ4Lq4E+Ol9x89a/V7y/5g+alju3nxdG9tMt5f8kGdZC+teTPnPnITpdcpqrSXv+TtpbqEKYhQ8OSf5XMPPn5cS05snBYdlb64JyNG6+5Os/ovlcGx7blI3WL4kpWuhz3nkqU0g5JV46jdPJ3sGwqw7R0vnxzxA31yDzTXMlU3XMaUZqLcsu6NJh2W5EMPVF9i/0+ct4h9rsrTU+5ylKO0/8F9xL7vd02E7nFE5BnriZGzxeff8bnOMpAQHyXWFxlqArqUAAByL8A6AUVCVkXBD6pWPa/OW+80f0SX1klITr2+/LMfXLsjUD9QQAEQAAEQGBbArJcyn+UJ+HL1G1zR/qyEMBMT1kkEdQDo7+SCeTA1YH8Dwy8wOIg6wLho+hKEpBnrlBH5kpSR6NBAARAAARAAAQKIaCWt8T6wVEeApBHeWRRRE0g/yKoF1MmZF0Md5RaXQLK6IHjbHkUQDpByKM88jh0TSD/QxMvrjzIujj2KLmaBOSZw/JWNWWPVoMACIAACIBA5QjA6KmcyNFgEAABEAABEKgmARg91ZQ7Wg0CIAACIAAClSNQcaNHb15p9niSjUax+23lngE0GARAAARAoCIETsrocfZNySNA3t19xns8yU7d14MFzXnnS3sPpzxZIA4IgAAIgAAIRASC/eTYabZWu+Htj+1DBtruHoV2KM73T+AwRo/8eW+lAKIE/C/nxp8y82I2s9wHisX7TGUrO3V3Rg218am7SeU+Sj3OPJUsQhmmP7QmbtysmQlTemAeft7ZXl8H+hGW43cYzC41rt3ZBHmZzQM5qVt2TN7HKZqD19pw9OVr7mtZeny9PsASS2z9TV5+GRI5Pixd9rGF4GYlCRj9MX3OznVRNiZtjtVXuPP+jKJNr6X7ahONX+m2Xkn0pWj0/o0eeUk1RtSZL5USyOfYZmalaAL121d6VdpXp9tXqR/2XImTiXQSjVGHeGvQQIZJD61eLryme7VTup9XYj4Xj6FuiH7IP974j6h7tfon4XPE5f0Co/weL4JqTOij1YZxd0jtrN7Ob0Dlr9Pkm8aX0zV6/Cf+51ouLNxhO8lwTi/jhg3iJP0S8cTLvvKCAwBDgI3va6sfmPMO2MO2Z6CbuDxHk6xvyWFmMC3Z1D80aaq3VlfGepvGFHZJYTk4OSiB/e6yrneitTet5Reae8TuYhvsvBzupmztpB0bX2fp7pCr83DKdna+NeH2brnWrs2SZUpZbiN2d8XC311mO8lJ+HhcMvPVbN2dztfIR3HPWaYT18g0s4Is2tbqLsjZyfYeo3zyj2tynHzdeA5ftbN1dzkOo+SRU1oZcWF58gwrUIqT45B1KVDtrxJO/5FUTJy+mbgxYdZ7Rp4D1Q+qcuxnwKTH7yEJyDO335mexTvNqEvJS0ZsLV8TPQWje2V1PwxoQXrmRa556KZGh3pGJik+N2XDY9h+oLNgFmrcnVLvo1mB3X1ZG1ax2GRKhkSja2vpaZMZkjXymXzs0bR7n2sKOC7usG3qmjyb8LE3pVbnkjUNx+4J8KyPxVeNfFtn1PAKmr0vvDvbX2bLfvsykMMJEZi/EXty0odddgQXd9SnHjV4VrLRa9L9LdHgukfNMVYSyqA5+zV6lEKlNfOCHl9vwxdP/bJDrekbzROTrBs/MaMwoGutr15c8ZrK7J2NLjl2X1ZY6DGdBDLsPAVLRvM+tYZtWtvuyZ3PhJ6HsrJllqXSYPlxzTKlritXlXoNa+o69Adq05CNaW1Ip+WPsLUI5OZbJ5713/GRIfsdl4bsToEA+4E9DKnVv1tdRt+qebYuPlJjcK18fB4bkW9rnK/aVkUicW4C+zV6clTDcSrjdf9pRpp142dklxp8yLJSK1J4oDUSql9ShyfgNhulZ+ezGDzQsNWnuxw2T1bc+u09zzMO6dlM3ln+QPOzh5gvKwoHfdwVyM13QcE3BHtr74rs91YSMj5WApObBs/H9Olpn17FxofosRHM9siAbEzN3jXxB8M4CiCwX6Pn4sp96fgN5JGhTP/xWr92cJRZBD+Ofb1ufDvtuueHLGvduh0yfuOMZTKjrVcicuWjl0W6PB+cPducI65aUmvRmb+uwvzUrOIu2nVIWRxRWTZfceZkb86VGdy9/nmIFNkfEUZUdU8E5M+btGd9mlsrDbsvil0k5COeJ9Ofmb6oQWepL7rd1wQ5RgT2a/TwpOGd8o53fStkBiVuek/5Z0R102fhcpMfwJ//ie/H6u3gjp5CH5phvnwy2+Z1kw2P9LI2zPQYkqmZnSmNXoJhiXyOOW1R51LMkuAz4TxrXan5aBBq5mbFByy+jLi4kxtXz5TMWh3SVWX5W/VcvIx2v5Z/DPLcVx3l+Uri6w9+lA4ZX794+a5bzVTZr5sZ4p8wAa1vSQbP2n/rLYWUfJ4+6z9ZvolT0h9yzeltas16p+SBoD0Q2O/XW9ovW33JYX2JxYuoS/78WR3qi6t+lhwXAAAgAElEQVQgrNXv85dCloe78ninJTdbe8BzirT47tdbkr39ZRbna3nV86dZS7bHlslfd6WXpSq/h/+kraU7LDlI/SJmmqF8J6wPm7eWmy279K/hdFr3iy/J1S9D7iXEVV8JReXaehbmE+garf1FmpS7/6OU8g+bnSbfQE5JfB0dsr/M8+WbVkZKWKrswwaU6qTcsi4Vqt1VxtcTo69BH+a+Q1L0zXm3RH1O2H8575qg+lbZYbzdtQw55SAgz1xNjJ4vPv+Mz3GUgYD8wSyWXRmqgjoUQADyLwB6QUVC1gWBTypWZisbb3SPv9eWROjo78sz98nRtwINAAEQAAEQAIEtCciSN/FyVI5vKLYsCcmLJICZniLpx5SN0V8MlArdgvyrI2zIujqyRkvLQUCeuT07MpejoagFCIAACIAACIAACKjlLbF+cJSHAORRHlkUURPIvwjqxZQJWRfDHaVWl4AyeuA4Wx4FkE4Q8iiPPA5dE8j/0MSLKw+yLo49Sq4mAXnmsLxVTdmj1SAAAiAAAiBQOQIweioncjQYBEAABEAABKpJAEZPNeWOVoMACIAACIBA5QjA6KmcyNFgEAABEAABEKgmARg9vtx5o9Ha+YB3ldrg2CbtBsUhCQiAAAiAAAiAQH4CuzF65M93s1e0eEarf5saDfnrvXFMtaFcieu3ccOQEARAAARAAARAIJXA9kaPzG40RtSZL9Wn1vK59bwzouvBRnMlqZXdReDFI9fz9ZZkj3AcIAACIAACIAAC1SGwpdEzoZv2kDfZfqVby4qo377Sa3hjQYNzaxaodkOTkK+EndNgwfmYWSIVbqeRcJNA37+JMiBylpRMuJ2fnV6ic13sDJxZKo77bsoKfp3wGtlJyQmLSetlhUsQAAEQAAEQAIHiCGxn9CzeaUZdukrcoU2MkAb1muNoFqg/o7Zj+Eyp13imK54hWi7n1G8NObxBb/d65mjeJ+pdr+djM2w/0Fkw8zTucv4fbSvJhs31u+7xJnPzoH739NYbWhHYeLomelJ14xmsfouGD6YuWWmtbHAKAiAAAiAAAiBQOIHtjJ75G03TmrB4odG0S+PHyCqq396zmTSj93D2hnim6DHY2bZOl52W3CCTpP6hSTR9o3laOV6YPfN0cdUlmr3HOyYH9bsPZ6Uu6HHM8cODr62lsPplh1qmLplpw0xwAgIgAAIgAAIgUAIC2xk9WQ2INYoadNaa0ts6VkxWOZuGx9bPzWwxOI8ctBu9yMjLkdbNCVcgAAIgAAIgAAJFEtjO6Lm44lmbIT0nrR41zojnbbxjTm/TFp01vNtFXMbWz6oI+ws1ek0aB8tbS15rC9uTldbKBqcgAAIgAAIgAALFE9jO6OFFqTvxc2m7zsIyO3Iu3sf1S+qIj47l/bsYPNCw1aFLy/E5P4Y6yWrX0FhZ4kjMjtQbH/UP1GSj7cF4SmfkN/lozfSsmXbjOiIhCIAACIAACIDATghsafSwXcNfailn40b0hVZj1KEn5SdTp9vXMXWH7XCJSMLmlp/Muq24eLTya7zRveODs3Zu9Kgrr+sn+dmzORePNO6KY7Vu28NZn2e2zMH+PmlpTTT8ggAIgAAIgAAIlIJA7ctffLX84vPPSlEZVIKU8SV/6whHNQnIH/eE/Kshe8i6GnJGK8tDQJ65rWd6ytMc1AQEQAAEQAAEQAAEkgnA6ElmgxAQAAEQAAEQAIETIgCj54SEiaaAAAiAAAiAAAgkE4DRk8wGISAAAiAAAiAAAidEAEbPCQkTTQEBEAABEAABEEgmAKMnmQ1CQAAEQAAEQAAETogAjJ4TEiaaAgIgAAIgAAIgkEwARk8yG4SAAAiAAAiAAAicEAEYPSckTDQFBEAABEAABEAgmUBpjJ7JDW/1YO3RlVxlhIAACIAACIBAWQksaHButmW6IXc/7gnd1Ny9KsvailOt106MHtlgtFbzhSvItPDLZMso4+p8wDXDkY+A/QAHD3KKQLUuJD3wukQlA/5z4GpTWnVrvTJMvVfz0SFuHawOZnIT7gFXQ8djMK79a/hG8nOziJVLXvZOPKNH8uv2L1uV4VYXVxUjYPRXtiSQfyndGZGnj47OywbVQR5OPpOP1GuO1XYy8/4s2tCaOU9u2kTjV1JbU1aMe1mauxOjp357zxtxDslsfh42ToQ/7dLVRXin8JOLxyUtt9jwtPAGFFSB7pi58Z5g6t9jkkAn9FE2lA3iqc1a/R6FO5H2rEvd1mpD8pURpEvIRzo0tamtqesy6GCk82rPqD8P2jBuUq/hvkhXa4Q7LgEZpdbomu6pHyM/FTdOLuuw501+Qz0L9Yhz7l5RqHXbluE2CldVIsCGyrXVR81ZkYftpH6A9d3uM9QG09c0UCNmDmv0iDsUra+88fWwrQdYi/dZSLT+oUnTt7m6lr6pTWNK7D7DVDjZJ4GdGD3E3dEVbz8+9KyeyfPQ7aySLOPYFvqjf1sxzQyS7oS1xW6N6CW/hLLUCNF+ESfEi2ap1i8jtjmVuMk7z1sGZeOM34yzd2tWjeX2MKTu/R2dbcUjKR82uqQferqlupe/6ohaHbo0ARdXbKjP6B1Tfh6ptEuWLxsir7eNhEjxctmKPT+fD8MW9e+MybOHMhJag9snSKB+S69WH1W/7FArqR9YvHNIkz6YPqP+ga+CY/LMw/wu3Zspm4s7HghMSewbMXRMvye63zrj54X1+LrXpDEsHkOwsN8dGT1s9mirx1q/nJC2eUxnxcbDNdFTMHpTFvZD8jLT5KYRThHKyE+mCdvestSw/UBnwch93J1S76NZPfWs8OWYeI7Revka3tl1Si1jjfaYEo/1d9g2Sw2ecZnYIDFAptTqXIYGyGJwrWSa9NznLSMxH9VJEY2uTV35NzBwVUc0fSM95jKV1p2UucLvdgSS5LIN+wlbsdPufbgcsI8ytms1Uh81gfkbTW3Dxm4MG0j33SG11dIqG9vnbZr1n5QuakP+jHzzfyajKDGAqEcNnhVtsKFzf0s0uO5Rc/wYzVba5eD8sAS+/MVXbFPs4hgvebJnyUsU+hh3l9TqL3mpI/6Y95ct6i6j6LQkk1iFtZa8FGEdkr+5N1/yrGRUlsSyy5NzK28rE45mlWMHyLlTp4wyUtP6gfmvWfr5IxcQk43VRLaqOoo9M+Z2hPKUgBi2LVfAYWtSy0jLR5VtdMSUGemJkr3US/1rLVu+DoU1KO6k7PLXZPSz4cgvTS6caDP2Xp+ylzIg6+IIFF1yjB7HVCnUXet9pvoo61qSSTznmQjyUnHl3ab0V/c/cfFiisatHROQ/nVnMz2yxHUn66PBEpcsbdmjfC6MZ/jE4TkYhfN66FRuJh48c9OwRuy1Nk8nrnG0Vq3wuNTr1cnNYZu0bk7Hc5Xov2WaYPlkzM8eAgdUHiWtMdJJLiNPPvZ09CV11AqbXsNS/lzBTONyeU/NdAU0LcJvJoFsuWzCfjF4oGGrT3plaz9lZDYNEU6WgFpN4DmZJ7NEtdJS7drwfKX9AOedEc/eJM10L8hy5YlykmUt8SF6bAR9oOQ1pmbP+AZFUXF2GAI7NHp4LVPWR4cP7OglS1st6oQOFNwYdj6UqT62d7XjFzuF8fso5ehGcU0a45SakioMWlnKCEOik7XrFCVdvz1W2mM+VUtILZJl6qwjWi+f0xsbGNHyFS9d8vW016Cat2Sp8kwsIyOfxlny+rxf2WBNvkxO9n4Vj+c6Qy5+Q3Kx18ujXV4b0C4V+yjDrxiuq0JAfDvbsz7NLf8ev+2u0c3vt9sn5bczellov52Yd0wzdACS3MTNYkSd0MfQ9JsNEndHHMUQ2KnRw1YPj6yn7FMhIzTLaTSmbWqtPua+uqXyGTqf+iVFjb2vnFTt9Kx8cS9XL3Fqnby4/uU2af28ynQ9uXFHNqqdoWx59C1/j8I4hotTuDnnRixeRsF6uXaA5ZlKbfAu5+rrH57iVV/SzXOXkZ5P3egfd0rqUF8Pesa3DuCvMngmsn+HNXZNasv/M+Ti5M7PosPe06EgrnrhsKNoZJRuU4ZTAVxUmoDWtySDx/7QZcUXbfFCIx6sKcMmeMeE3+7EfKksn6cbHyCN3PgQigFvzUhXWh4FNH53Pj168U37Y0R+FPaSXLg2yutqrX6ffXQSfHpUIr3eykgCHwz+DddQc/jbWOunFPoCBb4FxneIy0muU3YZyWntVq93Lu0t1WH76IgsQhlILQMZhTx9mVn+NU6jdLxwXXutMuyMvHxUlcRXLNKZqGru/bBsO7sSnJdO/g4T7WPjPJPMepWlJxfnWfTjBzoTCkoK1OWs5mtXZp0y7HTlOS+3rMvDaac18fsa01cE+qf6dEsX7T5e5OXopKPXXl8n5Th9JbfCKtvJZ6cNRGZpBESGNTF6vvj8Mz7HUQYC4vPEQitDVVCHAghA/gVAL6hIyLog8EnFykx1443ul/jKKgnRsd+XZ+6TY28E6g8CIAACIAAC2xKQ5Xj+I19Y8t4WZMnTY6anZALC6K9kAjlwdSD/AwMvsDjIukD4KLqSBOSZ260jcyUxotEgAAIgAAIgAALHQEAtb4n1g6M8BCCP8siiiJpA/kVQL6ZMyLoY7ii1ugSU0QPH2fIogHSCkEd55HHomkD+hyZeXHmQdXHsUXI1Ccgzh+WtasoerQYBEAABEACByhGA0VM5kaPBIAACIAACIFBNAjB6qil3tBoEQAAEQAAEKkcARk/lRI4GgwAIgAAIgEA1CcDoqabc0WoQAAEQAAEQqBwBGD2VEzkaDAIgAAIgAALVJACjp5pyR6tBAARAAARAoHIEYPRUTuRoMAiAAAiAAAhUkwCMnmrKHa0GARAAARAAgcoRgNFTOZGjwSAAAiAAAiBQTQIweqopd7QaBEAABEAABCpHAEZP5USOBoMACIAACIBANQnA6Kmm3NFqEAABEAABEKgcARg9lRM5GgwCIAACIAAC1SQAo6eackerQQAEQAAEQKByBGD0VE7kaDAIgAAIgAAIVJMAjJ5qyh2tBgEQAAEQAIHKEYDRUzmRo8EgAAIgAAIgUE0CMHqqKXe0GgRAAARAAAQqRwBGT+VEjgaDAAiAAAiAQDUJwOipptzRahAAARAAARCoHAEYPZUTORoMAiAAAiAAAtUkAKOnmnJHq0EABEAABECgcgRg9FRO5GgwCIAACIAACFSTAIweW+6TG6qdD2hh38M5CIAACIAACOQmsKDBeY1qNfl3QxMn3YRuauc0wEvGoXLIizWNHluYRqg1Os8hwcXgnGo3rvgP2VCUtR0BJT9+iLNkbeLpB75GcSKf3GjdifKK0au4hFYTTDlRHhKYko8YtKoTivQ2vlOyCsFpOgGPqSMLJyxfJ7+qF7r4eFmztKVPCWXqv1zSq47QihJw9NLuC5L1x+iZo9+Cz8srDJ98pF5zTMvlkub9GT1Y78fJTZto/Eq39YryL0Gz1zR6dI2746USqAhV/r1CgiUQ5b6qICOTGl3TPfVbGWUsBnQ96tA80Is5Jxi2vc6EO4r2rEvdmLwcvXq8SCgsuz6x+Vw8OjorejvuchHdK0oqKaECuK0IsBzaM+rPg75g3ifqXesRrLwM7LBxk3oNTw98irF6kSbrCX20dG3cHVI7w1D2i8R1BQms1Q+k61+S/i/eZyHY+ocmTd/m6lqMpzaNKbFrC1PhZJ8ENjJ6YivEL7xze9ouvNaj70ZvSvwGVCMzbRGLQvEIcGBG4KZT9Efr5r6UKmEyatTKGI3U7TTeqFLVI7LonX7RCeN073bLdJ5OfOnMw+WvhPo7ecbPdNillP/8gh6VYdvIrmr9ll5fb8kMYuqXHWrRjN7DqVxm+jCk7v0dnWXnlhBjjfok5KBus5wehi3q38HkScOUGLZ4Z8k26UMo7A98pQ/V6bc6dGnCLq6o6+iBn2uSXqTJmsMsXWucsRU9e8fStI8W1+kEUvuBFP1L0X8xdIwuyrPQOuO+k8u57jVpDIsnXR4HCN2d0cMvvCc12BOfGO7ErntE/SeexqvT7atM83Gn1NVTftHM0JR6HG2sZgYe1Yh7ctMIpwbN9GA7NDSECKdpPNOVSjPn2Qce4dUa9HavR5x6wGn8ctgwuSZ6UnF1HYYPJszUcR7MANzTW2+4JnK//mnlrZn1KUSfv7G0ohfj4v9v7/qZU9eV+Gbmfopb4zN3Mszc3vkEIU0qWjpSQpOOMt1pSBm6tFRpDnyCUL+CyZsJtO9z+O3qnyVZFnYg2MTrmXOwLWlX+u1aWq1W0fNIyLbsu18MtHHqGa41sahCZ/17CpvxjN3MNbE12fF7n5F3RcQs4Ld0M4Ct+N4BRKe/+QA5v9UlNqAmvPqF+T2kFyZj6Q16fXBSlQ7vjMFdmpUTGAELgS/3AxH9h9tHmMMUEvSQJ2jozCYgxsP+So5xFnu+bQKB//z3f2hbVL12GdouGdbT+jfO0GhR1yrDFYMsTdMM0nmGyxzmQqMnQ6PHPGdYivI6r3bzLIU0Q5e5dVE+/U7yt8sU6K7GWDe7ThYpQV+l2fc6C5U19S7yypz0QP01Hf0b4qHTSn4J23ZeEo/UFU6kql5+BwsvzaMiZFomQ5M3ToOyldOpIDvD57w37ZV/GAdcIpR9gfluZD7zXvQVKfYJ3reuyVXSixJZi29d8bc7BU275b+XJuuWw/mF6lXtB0r0DzkaPff0366MGaOErkt9rd6P2pT4/lgE6Jv7kqcH+xcrPsK2XtEdiFqw2WxwCSNf5kBGNS7y5OgZP/0OoK7/xWamg9DEUliCs3udKLwQ+uF0v6X8TsfiIigJjx3Od15FvJf0qlWd6fQmM1wOWcDbkXHvZXT2z0+wSOfAK1vHqJJcYn67Vx7W4RJntrmH7vbF7iNm0Dcfns2znl7YJcW9FZ+xu37CvsJeCi/k5heMgIPAcf1AXP8NI1rWotizl0R5e+i7WEFfx7+ZjHxzLgS+ZPSUVw4VgQIY5zhk+QGs5YW8lLFa7rI7zS9Gu2MMDrkX5fIZ0sO1L1xkk1dynd/rd8f+xvgdS/uCytMunMF2DjsTc7GDDxz08mUnXMLE5800sWKkrAaK9fIUaCn8qCtIRy6FfN0oP6pGP6awP2D0Jq+41LyB5R8TwJW3df2GJuwY7gvhUzX1IqdYuCvGjxWy8AtGwELguH6gmv7jeJgsYfiqHQC6T0uAQtD4agaBkxo9tB1vQXESE1zTpFgbJwoYG3go0LB3B0MsZ2/xOyUsYv1WE+xR4KXFCy3ym4HtU+oBxaMttLuhkK4Jlf86/MqzXXAKxXKgN87IWT67Bg81TwYEomtSeQgpFgtwJRHjqdAw2j3kHgLKLXAzgbA+D8oRvtZROrKM6KyCA3CYJr8NI1CI29n/gSUasn0T2azL0URogbJ+VLvkbHnG9ULHQWtKzi99j0bvME70z9KJH3Py8gMj4CFQ1g+IP5tg6ZVXzDxW0X8aD3Wcmyyo49rI2M9jHQ1RvjkPAsfH9GAMD8V5+LE0Yv1Sx+LgcFdYzyxbT5Xrp9j6PG7IrJfKNHv53qyX6sU+rx5mzRXppfM5xgdZ8T5WnUQcED0bXkRQ1lHWBctViOmJ8tN1jPwSr3ZdNga5TOSatJKVFogdY2HLT6ebhnlr5H45RwYeD0cmXn2idIi5bEub19PbJ38jtMKNretUb4Or811Z7wUFX542WU8vYrLGiEE3vtDqa2ySLb6/JFm3GMYvVK28HxA6bfqrWN9HQ17e/zj6TzVyxgpVRat/Mt/KF2rPRb6OAMnpioyef//5G+/5agMCFHuEIm1DVbgODSDA8m8A9IZYsqwbAr6MLXkPkw+YZXacallmfn+JCNA399clVpzrzAgwAowAI8AInBIBWiKlP7NSCD07JROm1TgC7OlpXARuBXj25+LRtSeWf3ckzrLujqy5pe1AgL65kwYyt6NZXAtGgBFgBBgBRoARYASKCIjlLbJ++GoPAiyP9siiiZqw/JtAvRmeLOtmcGeu3UVAGD0cONseBaBOkOXRHnmcuyYs/3Mj3hw/lnVz2DPnbiJA3xwvb3VT9txqRoARYAQYAUagcwiw0dM5kXODGQFGgBFgBBiBbiLARk835c6tZgQYAUaAEWAEOocAGz2dEzk3mBFgBBgBRoAR6CYCF230VD0npZui5VYzAowAI8AInB8Bdb4cBs1eXT3A2qkAnc7unjXoJPPDtyPQvNFDf/pbKAcpiPxX4by3IDDCCLp5hsA5z07+qvmcQh1+2D/fGNkUP2IXGDfvFRhZ4gn0Wr7ur+oUvPSb54gUD+R16+B2MLE0tyX8FELAxc+Sr8qs03356fdS9v5A4HHy+gSjQzEenk7kOnaAl8eaH7uBgKuPbh+RI2AbL2p8spWxTE/Xv2HaX4lduLv51jlAmw4hhdU7TKKn6eY14LtvQKDegaNfP+grWFIdwGbOdxOZ6JA361DQYEH50j0cLpLxgpJQxC2rLcrDOgA0irl3YKs4DDYiy5wWydw6MFIcWGk9O4jE8wqeVn3torE0O1+T9+2Tv4VGVL4kFzpcdCUOAnUPVKyhQ/6hsKKP0LoQ42HVU93m+lVMa8ObVsu6DQB9Ux2q9wPyUFt3fNKV0rqIh23TZempoK8L0Xt177yXpfj/MyNA3xw0Z/RIpdG6Udp278RmO7/fqfnP9snu1Fhdtmq+0jp9Y0LbO8LqHQaCFDNe7DRxbxu6pBt6oPPAjuaNlBODaQlNj0WTj22Xv4ONLUOT4J+UbhLMTVSHxOBh60Jo4DnMI6p7pibN3lyUrJuF6oTcY32EzyakeypPTE8pTU28SNfFBKDQb/m8+PkcCNA319zy1voNFjCG++jpbrj+OQJ4xVPHERBABYLF0+HlK2wYXlg2meIBcjtRFk1xQD9jYOnrGB6SU3f+X8Pv6QbS4R1U8s7uPmADffgVyLz+PYXNeCbdvL0JzMYLGIj1b3IpD2CLB/8FXcCxvPtP2KIwlqN8qfRKu6Njad0R4GlbGpFvOaO4Du0/UYLpNSQege1nZLnTy0uPjn4F0vlVRxH4Qj+wGOj+JF8Gi+rp7SPMYQoJhmsk0z7MJgDPoyn0V3x6exu0rjmjx2u9u8aq1+Fv4eV9YgbY3t0Q0s0H7LyywUdlVM3MyOnSysu472vxyIn87DsTLzGAxXgF7wbTWLPReHla4ITnMXBq8RreFgBjy+K9fclgJQyfBLuLObxGeJTmFYMwwPBVGsk424d0MZBxRbG0WDM4rQSBmHwDRb6kQ0SnB7/6AXrRV0X9imbnxO4gUKsf6MHkXfUlYtINME302ORDZuupXe4FkueRiPF5SfL4VT/mzafGz9+HQGuMnt7kXXpkcO3JvhxjCD03Gzvx0H1gxhgqchSPEMGf9u72RXnL0Nt2/RTYkVBs8Pqh3HjZPz/BIp3Do/Hy0Y6GK3i7Vx694RJnSfmsyqV+KK/lWerdwTAFyL0EsTSXCz/FEYjJN1jyCzok6eyBnD91rqJ+1SnNeX8+Al/rB3qTGa5NLODN3Y6l4CrRUwx2Hi2HsHtJlLeH+rgV9KcjiO3V+PkyaK6FzRk9t/cRBVKA4OyQ3IMrtbwlZu51sKriFTqWR536/IC8whOGi0ix1QbaHTfYzmFneenypsvljTH6fPWqlz9I9SavME83sPxTXNKI5k2uIS2rWywtrxzfVUAgLt/DBGI61CO3TuC77YfWSIOsivoVzMYvu4nAMf2AWBpL4RrXXqvpKYVYLNHzrPs6WRZw8fYaJ2N8NYNAc0YPLno8UowOrpfqsItDEIh1+kOZdLoyqp6MOY0KWGU7O8WaaBr8C0DbMi0B7f8srTgdtaXTpMvncoOHyKGXx4vlKnQg+z+wRCHIgc7lEc0rPDuWsURbRzcpDO/QvIqlsZwrInBYvkFCdXTInwwJGR6K/cu5hvQrT+W7ziNwoB8Qf85E9WfrB9fbLMafdAjUnUAFPaXt6W5s4gY+RGzGDj42lrep80I5MwDN7d5Ssdoiqh23kdFWMvXP3u4qdlqZ93Pc1ZPv7PB3YfnPcgeHppvv3PHzxXicI6Lc5kEYtOuSOxi0bDDKNJurXZq4PUtsT9ZbMuW2TY239au3zfnbka2G2jIgXrkOeDywTHleTPT0ybAmXrE0Sm/B1T75W6CIHSuWXNV3KeVPu2KKaVKONXSI2DlysvUtxoMKyvRcd+hde69Wy7q9sB1fM0e/8l29RNgZG3x99/8UhkPH1lNByOzgMhW26F2Kjpq6/5Ab+uauyOj595+/8Z6vNiBAf1QN9asNVeE6NIAAy78B0BtiybJuCPgytuSRTD5glvEuqzKILv09fXN/XXojuP6MACPACDACjMCxCNDSPeCfyjD7K44lyOVbiQB7elomFp79tUwgZ64Oy//MgDfIjmXdIPjMupMI0DfXYCBzJzHnRjMCjAAjwAgwAoxAQwiI5S2yfvhqDwIsj/bIoomasPybQL0ZnizrZnBnrt1FQBg9HDjbHgWgTpDl0R55nLsmLP9zI94cP5Z1c9gz524iQN8cL291U/bcakaAEWAEGAFGoHMIsNHTOZFzgxkBRoARYAQYgW4iwEZPN+XOrWYEGAFGgBFgBDqHABs9nRM5N5gRYAQYAUaAEegmAj/P6MEDRK8qnLEVFfcpaEQZcCIjwAgwAozAz0RAnReIQbNXVw/gHsqOZ0BeuWd6/UwM2tuqBoyeXCHMOZU2PmRwkLIca7jYNL17cajcN9L32P2YR4EbyubGHOJabNr++UbKL/DBu2neQbNa7qJcpFNw8lGnov/JzsXl4XY4sbRiS/hNVQSCeuHIKSJPYnIgryu3Iq0g/6qV53ydREDrVKwv08CE8+bjmOmD9IBGh+T2V2IX7m6+hfzQa1L1AcDqHSZ0aClfjSDQgNEj25mmeML60zPsvWav3/AM7jEeXfiN1+1LBtn7BFjvaoCMA9Ngi8e9prEya/i9HAKeRyo++NV4AQPdEfIJaCgAAB0MSURBVOC5NiMrbTdH+Q+UUUKD3mALeJCpKJet+jBNXIPFcL19kXkUD9rej4cEAozv8c/HR/hH0wx1vqmLQEgv6sjzQF4acBJLb7LMGzBC/Ou2gfN3CAHytFzBCGaAXdCB63BePNA4749e5AEW+8+todv71YeNPFodSJcHsAKVzeThm/Mi0JjR05/NYLxZwh/b6sGB8Wkxhvt7DwQ6CM7M6D0PgZOGs8BPu6xyJT4r75FyNYqZoR6MKXuUhk2vq/c4q3lCY3T2CNdRCG7hxTImk2vsVbaf0rDtTeDdSuvdDSGFLXyi/EUnkQ7hTluht/cwVmlRdpQodCaF+SN1OBH+0bSDXDhDEIGwXtSRZzwvGrFTOg6pbIIS5h+sKr9kBAQC2EfgROl9klTAo07enBwZOrrfI/1Or5EX9lOjaR9WbPHkQDV015jRQwPU/XgDS8vqoQPfNmLGbqOBhssI4FXN7IWHwHiIsNMbUa+4U9b2DD6mC7sw3m9gillWonzo9NwqNDySHXvcP4+Eu7be90oD1gbS4V3Yo7b7QMn04RcaOqKT2HzAzsF1A2qC5Lz1H9Y4Km7Gs4C7OMY/luZz4OcyBMr0oo48o3n3n2j6AixHegkTf63JShn/svrye0bg1AgsBlo3rWXX20eYwxQSnKgnaOjMJiDGqf4qNP6cukZM7yAC//nv/3CF4JzXLkO3YoZuwSxbjTNcl8joFh+yMaQZLnHI9+k8o9vCtZtnqS5j3+uMRNOUJZqKl07HX1wOyUBUAB8O0rAKnuEWBXYGLjVYOPhI2aVCSCU0hEwRX2yHwbiQtUhHyITKiH9phqufUkcKZe0XAfnG+MfSbLIN3rdO/mVYHNCLOvIszSvkpfoEqofgqfTiAP+yarfp/cXIuk2gnawuxT6onPThvDgZt8Yyl5JIo/FG6S/JPdqHusX56YQIEPYNenqQvVjGWMAbhbev32BhL3HgK33pQDIRMJbgzF4nCG+Bfvji7ylofJF1+4tJL1itGYoVc7O7fgrsXqBgvgTnQXN4taL5RJyV8uZl2Qz6RsjlKO2fn1Bn5iBWtnS2GP9Ymi7PvxUQOKwXdeQZzyu9gaJSvTsYihXTNc+cK0iJs5wPgd4EwzVAjWU2W1rWopi0l0TpLMUAraA/HUFkP4hNge9PjECzRg8ucT1SQCtaPRTAHFwKwUBFchHK5SlUmN0cY0HUlVzn9/pd3d9T0KjL82Ly7+ADjY/chYvGCj5vpkml3XV23I5uMsVTDbZz2FnxPTrN/JIBjF3IvYwLNK/dG7lENUbfsQ4FctNx2cyKG6qT5uflZx+BmnpRSZ6Kh51XfJsy7sutwedReunS4idG4AQIiKXYFCh8J78wNCNZwtDEpOn0BCjcka9mEGjY6FED02IAAwxgnlkz/zI4RAyHTuz9wqiQRb4lkAKSB35Mj85c8nsKGiWkL/+1DORD76KKmdqJHQ/omlW733DGf2PFWRD+dswFxWipuB2M5BN5Dxo8uMvqAWWYzh/RJKbL46FAFV4e3zCK8Y+lKZr8UxWBQ3ph06kmT1nCyys8O1bcH20F3qQwvJuIYNRyvbT58z0jUB2BwiaXkqLrByuGB/OIcclbqaDt6dv5qxVvqOMUadJgeTBLePDr70GgcaMHp+PCZS23HAcaiUsSYuuz2r31dD3HoU5f2Pmi5wf3N8u/15J8wMz2BOls0d9T0Igy6E4iyXI7MH87B1ciMcZcBe+JAQuh2MgAP+dvW5BBYnbnUUexw90VZf4bglMFIhvDSEEc4x9LU8X550QI1JFnNG8PJq/W943G8Jj/xsmJhNRVMmhYi77G8lrjc/jv9ZTnvb2nP6uhg5gD3mvxpxTsJXzU5RkugInAZ+rj9KSuq3Jort1XFMj87z9/N1cD5uwgQMYAzWD56iYCLP/uyJ1l3TJZkwFOE+eMd1m1TDInqw59c3+djBoTYgQYAUaAEWAELhQB+pMp+Eeh1LL6hTaCq30QAfb0HITovBl49ndevNvGjeXfNol8X31Y1t+HLVNmBEII0DfXfExPqGb8jhFgBBgBRoARYAQYgRMjIJa3yPrhqz0IsDzaI4smasLybwL1ZniyrJvBnbl2FwFh9HDgbHsUgDpBlkd75HHumrD8z414c/xY1s1hz5y7iQB9c7y81U3Zc6sZAUaAEWAEGIHOIcBGT+dEzg1mBBgBRoARYAS6iQAbPd2UO7eaEWAEGAFGgBHoHAJs9HRO5NxgRoARYAQYAUagmwiw0dNNuXOrGQFGgBFgBL4FAXVeIAbNXl094KE59kVHW7jndtmpfP/9CDRk9ORKYZ1PmbcWzy2hKOurm2c8bvL0lzhU7pton7627aC4f74RMgmfUVOso8AYZWjn1zSEbO3OQMtbdBL5eTbFDkPxcfJ7HYiT5vIH55ynKwjqXrEp/OYAAiFZgyMHT0Y+PSevKzNXZ4oy0+m2nvnk+ZkRsBHQOlPoh+xM3n1QxzGPS0vpOZ0z2F+JXbi7+TY/EBvz0yGkwOfHeeie97Eho0c2Mk1TWDwVDZv1Gx4sOM6PFT01JLcveGr4+wRiR1qemufl0pOH7o1gJk5Yr9QOHMQG2zGMUzs3HhK6HMJOndguDpHVVgceKpufmC1PdF+R+Mf3xT8JTwPkYIsHmaqT31d08J+eTWFd7TRxGO0InoXljGnyBFTJCxksBgcGY7v6fB9GICTrqIx8MhGZoZE6snRmN8f+YmDJGo3kWnrps+bnDiIQ6YfK0AjpOOYlgyex9DPL3sWJ6vvPraHU+9WHzcdOPFP+Aazg5dYk800DCDRq9PRnMxhvlvDHdudgR/e0GMP9vY2G9AzpMVKkUMdqvDU0MOMA9qw8RNqLUDKzF1a7Tawkn12D7t7jKfRoqLxPkooQoKye0GidPcK1UwLpWIZmco0W0fYz7MkTOpDC/LHYO4gOJR3CnbZYb+9hDFv4JB3af+JdH37ptN4vfFLX+g2wVjDTp7ffPqIRtwHVH+lc/FsLgbCsozLy6cdk1pvAu6UzvbshpFrWaA7X00ufMT93E4Ea/ZAAKKzj6LOB31M6qqs4eSZDR/dt9C2k19h3Yp82mvZhxRZP42rXqNED2HHdjzewtKweOvRtE5rhH4RqA1NUwpXwJNApud7MPlsB+hkDgyzmGwG8Kg+EmE0G8x2sAGdABPbPI+HajX/b1GFsIB3eBb1ta+xNNuOZmDX5oIoOZfMBcu6kU5XxgoPkbLyAgTB6yVAewBYPECQ7Rw7E1+CbblthLWk6/FsHgTJZR2XkM4jIzM8Kuw/Y2EZtIQO/YATqIBDvh4hSmY7LCRbAcmQtx+uJNE2oYAoJeiITNHRmE4Dn0RT6Kz69vY50vivvX99FuCrd2/sxDAa/YT2Rhoqwnnc4w9+9VSVh8o1tpVIz+5We2dPM8F16DtwBM39PhMRscioHVe0wMAz4Jo6Ans1khLPtvlPFxLLHQj6Mcc3byMYmuwZc3YTxqujlEblwKWw1vkLDRtHBuT+ukhqPDi1drkClp3PYBXkQpR7QhIyvLyIQk/UBGfkcq8lMzrjT+Q6/ZL4YgSMQqNQPIf2YjgsDnDw96AWngQLz3iQDeLjPcPmqB5P3DNDWEZdY1qIYnwTzXOGEDt+SHr+X9k2qIP98CwINe3qwTWJ5YgFvFOJOhoq9dHFsk9PizD5E0glGw7gPUkq+6iKAg9Kh2YwVu7O7fgrsbKC+4wl1YA6BlS1TIRGTpTxzWTaDvhEYLXNewRt2PBQjtBsucbZVFrezB2vp3dDmmyoIHJZ1uYx8+tVktn5IcO48h1ceKHwA+bkuAhX6IZq0HezPbK9j7w6GOPkqeI7JcKK4n5dE0aO+aQX9qY41rFt5zn8sAs0bPThve6QARbR6KIC5bMnjSw0tLIMEqKDVTy5IuSyGConBr6i7fNVGYAcfaHwsBtrdi4MUPm+miRV7lRN14zP0e+luHqM/uLKXTXn07nH67xtMvcmriNuh5dPwkgt6iEwAkK4D/x5GoJ6sxWQG46lIRv4Vk5nOSzF4gy167az4Hp3Gv4zAMQiE+yGieEDHk2srvqysBhRisYShiftJgcJ7ABfZKaSRr2YQaIHRo5aUFgMYYACzCTR18JBLEWQYiYtciYOFk6PwoDxIT3LrDiajAprA50Ju80LEk5gnvokjgLOhGzRyxFq2DCzNd2HtxG4vcuOKnXIkM73mjURF7JY9U6J35OUpDI42D782KFPUg3T+KJY8CobN/g8s0fASho3tUSQytK10Ex6IfS787CNwQNZOdldGYgZtdAa/fVpjtCcntsxoto152eBxAOWHYxA40A/lm1wO6Ljw7FjxqKI/SWFodlhgF4Pb03VMoayy3jhBBpW14eKY9nDZ+gj857//w3Hq3NcuQ+dONkb3irzkMwZy6BfoARxnOJpluMVZXatsDJBhC/HfOFs56TLNLi4K7eYZGtSqTJrhNmdx4W7lzOYlnlW+dD5HPkhfcT33D7WvXZeNu8YSMjRmsJoBuZnKyzSZj16qvAF5yCKST55fE/J4ODLV9dB5SW3yOhKWDj2nbK4Peenm79on/yqYeLJ2cPZkoPXA+lhLZUbfuNEXS66ibEwvq9S5+TyXKevmcTuuBvF+yB8bcl6ejlOCp+eWSgfGL8xv6bPTL+VM+O6bEaBv7oqMnn//+Rvv+WoDAvQHs1DubagK16EBBFj+DYDeEEuWdUPAl7ElL1DyAbOMd1mVQXTp7+mba3z31qWDyPVnBBgBRoARuHwEaMkdt2Px7sDLF2W0BezpicJz/kSe/Z0f8zZxZPm3SRrfWxeW9ffiy9QZAR8B+uZaEcjsV4yfGQFGgBFgBBgBRoARODUCYnmLrB++2oMAy6M9smiiJiz/JlBvhifLuhncmWt3ERBGDwfOtkcBqBNkebRHHueuCcv/3Ig3x49l3Rz2zLmbCNA3x8tb3ZQ9t5oRYAQYAUaAEegcAmz0dE7k3GBGgBFgBBgBRqCbCLDR0025c6sZAUaAEWAEGIHOIcBGT+dEzg1mBBgBRoARYAS6iQAbPd2UO7eaEWAEGAFG4FsQUOcFYtDs1dUDnvpoX3gW3dUNmCMh7SS+PwsCZzZ6pDJY507WbKStTPo0b1epxIFxFQ4W1Yzr5tfl+FciIPDDj/vG+or3zzf4sYfl46ZdQRVdqMcjoCNVmLBAj0dg/WDJPdKxO/m0nuQDRBUdCenE8Q1gCl1AoIp+aRzK80b6GTp8tL8Su3B38y3kh17LQ0hh9Q6TnubAv+dG4MxGz2mah4e1CYWird2r8QIG1qB2+5LJU70rsqqbvyLZbmTDwWuwxeNZ8VTX/FrD7+UQ8DhSISNHPni2zchK2+Gps4uBa7TmdNRdXR6qGB7+Z3Qke7ktkOUXJ0aADJnBFvAcWon7qg/TpES2ty+5bIyeYH3G93BbRUeCOnHi9jC5n4lAFf3SLa+QN9TP7D+3mgL0fvVh87ETz2RADWAF3B0ZeBq5aY/Rgwp2Y7wD1TwAhNjtPZ69vv2EvYJPzAAtIwgw5fmmOJvUaAtL3s7/xXpoet35RVyfFjCePcK10+hbeHmfgJ7IJNdoEWn59CbwbqX17oaQwhY+tfAcOvTwBR4FGvziHAiIjj4dwp0W/O09jKOytWqF39zTIoX5IxqnB3WkTCcsenzLCJQhcFC/rIJ18trF0NDRfR59F+l1gl0ZTvimfVixxWMh1cxtS4weXOccAbyqWZ/wADw9G0OmHBrZAUL/lxlk3byYfpMYVyN5hsjdOCiss+pSX62HLt+d3/3zSOAa/4bR6zPdQDq8C8tn9wEb6MMvPVB68B3DYzHQhm5kmcXjx49fR4BmtDilBTmn1XQ2oCa5+kXwd/17CpvxLOzy93Skmk4E2fBLRqCIgKdfxQzWm0DeYD9z+whzmEKCk/gEDZ3ZBOB5NIX+ik9vt9Bs7vY///0f2gLnunYZrmhk6BKMX7t5lsI4K2aT5RGtTP/DpS6H1mqMaZpBkM4qG0Oa6WJoYOX5HUr4ECzvZzrtM7Wr9ZeDi5SJI4fV2MjHyKLQqEA5O89JeJAIUb5BXbKZtef+IuRfApf49sy3mWZplW8dv3L01Zb0CZ6OHNKJknq19fUly7qtmNarl6df0cLxvLF+xowxQn/l2OX0l1G+nHhKBOiba4mnh7x/VvBrgjM/rF3ZZWJ6sJfdTH970fFWKWGZW8/iNoHrtHwGWqcePuVuPKP37NCsxYrZ2F0/BXYwUEAfeuBwPvQajOg7DQ+SR28yw2WWBby5Wyi6Iaozt1LExylvbZbNoB/7iFXd9s9PsEjnQCtb/uXqSAWd8AnwMyMQQcDVr0hGTDqUt7SfoWUtimN8SVS/STFvK+hPR7yDKw75t6W2w+jBwERyA6JnRwY47uYY61HhIjdiunCi451SyXWAzg4+NinQMmvh+mo9CoR+8gvCDzAAWS8fofGCz5tpAleBXXOhuB2Kuxps57Cz4ntcxI7nYejtPzGypETeJhPfnByB9RuammO4DxgzOS+5/DlG/7+/wlnUkXo6kfPgO0agiEBRv4p59JtKeYP9DIZLJEsYvmr91v0QTbw1df49NwLtMHq8Vos1fu9d+LEHk1nE29O7gyEaRfbuLjmztAIuw4TF2+r1iBD5cUkYqKyNU/G7Q8MTQHjfyIihQHArMHz/Z2nF7VCMVZnBI9OuRNmv81g/uDE8QoZ2gO2Pk0cbG4Sd/WCBOvEI0uaxZZvXV3yLBcOoTEcO6EROlu8YgQgCZfoli5CBI/sgei7PW6WfWT8MYDt/tWLV9AoDGfDlsYyRynPSKRBoIqYH653HfKj4GjseIJ3PcZ2/PKbHXQ91YwKcmB6xGCjTDc90ntlRQGa9VS0cVqvHKVcZXVpUz8u6/LVu+WzwtuKnMjvWx9YBEYOlyul4LAeEI3h48nbItvDh8uSvQLTiFagN7jcakq38Lt18SCuqI7bAfJ2w0y7j/mJlfRnwhmt5QL+c8SOW10/z+xlKD71T/V5B78O15bcnRoC+uSsyev7952+87+ZFMTzJxwza8rdc6I/6oZy7KQxutfjjfiz/bigCf+stkzN5qZMPmGW8y6plkjlZdeib++tk1C6U0A4DVMTfUbjQ+nO1GQFGgBFgBI5HgJbiAZejomFox7NhCg0j0F2jR1j1tEtsjAHUfhhlw1Jh9owAI8AIMAJnRaA3eYf3s3JkZk0g0PnlrSZAj/Fkl3cMnZ+fxvL/+TLWLWRZayT4lxE4DwJmeYtu+GoPAiyP9siiiZqw/JtAvRmeLOtmcGeu3UVALG9x4GR7FIA6QZZHe+Rx7pqw/M+NeHP8WNbNYc+cu4kAfXOt/Ds93RQHt5oRYAQYAUaAEWAEvhMBNnq+E12mzQgwAowAI8AIMAKtQYCNntaIgivCCDACjAAjwAgwAt+JABs934ku02YEGAFGgBFgBBiB1iDQYaNHnQd09VB+SntrxMQVYQQYAUaAEbgMBPTYQocyu2cB4nnt8IDBtDfP+8toyg+sZXuMHvpjgagMFF1d/OcrTkgSWtHYiAmhU/+dxtP7cPEkels+sY+Xjviw8+YH+cnamHTndHbZKTjlYoappzdOfby6WuegguGt9c1OrA/WjyxhMHLkE26qOKhRY+l19GE6NeWMbMN0MKFMzt57rVOOjoSbw29/MgKeXpR++l4+R38iafvnEUw39EdvM1iNNzD9vTZo0iGki3QOrxP+g7gGlHPfnPfAUdyMXeESh4AWDi08VFAdahg8qDRUtm7+EI3Tv0P5n57oVyiKA/XSLE3pcNg0m9MprfTOHAiq8YPMvLL5qAP59MF6+iBXmTcvS+11D+ZTB8QGidoM8F4fcqnyOjwoTdPQ+bRuROvm8TjzYzvkH5NPERCJe/kBwULGx8gZjwieCz1UBxXbBzkq2Uo90/mUvnpVdfTDS2visR2ybqLlDfKM9QsHqhXTHztNjF9KR8V7dS/HtbBuHmDNySdCgL659nh6sDaHL392qD1A5JVI0LomCgsY0IxTz049i5xneYdRFi7YwQJtkRkM7ey3L9bBrD24G6YidftZdNXuP7d2SUiuZV7xcv8HlpsU5qs5WG+d/FUe6KwcEvn4Xp6Wc3s/FsUWbziz6k3g/UWdotP7BX2LYLRuVr7O3taRD3ranhZoFs8fi2cW1aETAztCR+tA/xfNnLVObmD5x9NJVU+sKDzy4UoxtH92WqRfiDY8pj+htM0H7DTB/i/oYZ4RDlDj1Tuwk0cD08zvBRk9ZPCga1CclZWhO2QH8xRdhwkZPj2YvNMzgSjditn7RCjazdM1oJNC5QfYTH9zDM8BXds/PwmcZ5MkmpMOa6VLDjhu1t5khpIgvBN4eJYfvBlwqOPJ8OOPk3cJBp40f5OUXIeNqPUbtgev8b0YmKN1M8Q6fFNHPrsPYXjCcpQvZeoJRx06MbgjdHwd6P2yzducqDaO0uEdmkZ8MQKIgNcvxDCJ6Y+fJvsXOfkeLHBy9wjwkOA5j+MV6HlYjBenfS8Cl2P0KAXNZ5SRWZ3GjDpLMn7Ecw9kf7iFgGNCl+BfNAl/44wkx7kEEvSgoTOIpvglM+dbeMlWwvBZTOlgV7Q5ZloWJTTt14tBPoiWLrrbBYr3JgZEVBSNYdPjHFm3IqvOvjFes+Gr+Evi6MInSxdGVQM1j5Sz9iBqb6OpjyMRqdOorDC8Y5PHgaaDD+X9QhkYMf0JpVH/QhNt+vcOv37LOJ7d46cVt8qxp2Vof/f7izF6Qp1Z2azOBs0OsBRjn53I9wUERKAdmiqzmA8WXbU32pAwRqVHSiwrqo9dGz+DKzhsv9gdhvLe4cB4uJzHHx/p1GTZ8ZDxJWdegs6X61bkwW9cBHp3Q+Ft23wY576bwTydRs69yavw8JJHkQJNE7nGbbiIGzOjn/HSgotMJ59K+4UyNGL6E0sjemJyiN6e1wnsfktvDwZHiv7oqerEoKxe/P5LCFyM0RMycLQhFFpeITTIoqexGeNZxeCHQWV8RRHYgwzFUXFRVzpOSi8jUmFcZiRXLX62q+ylGMeh6K/fhBtIfOw9zPWiwBfxNtE62InaOwegZ/J2qp7lm3dqqSW99tfNbkGF+wg6p6mb4drpm9B3WR+QuJzj9GhpW8+qMxCeJiyQ9wkY70dBR3jp2C/xwP8xAtgv2f1CGJCY/sTSkJqaHKbzVzS2dd9KXBKwQxzDfPntdyFwMUYP3N7jMIue8+UfkCGKe/izFIsmIONYdcfpL1+lIMfANYhx+LuQ/BF03QFExk1Rw3CmsqMAPDuuyjd4dJC5dNtKg2QDesKvDdSiQeIBhzOjPNhcy0wvS7g8tFdBG1LamBFLGA4d3eFIOl+um1fVbj66MsAIdenZUd+ljm84aGA48onLuTrOaqnBXnIVQdBEYaz6ierUOOcPRMDRO7dfQCsFN8R4f6Ijpj+xNKI1kp6dd+E11+MTYboDFQ75AwG+gCZd1JZ1s/VYbV3VW5D1djY7XWwTVNufabss/huPccu13n5ttsGGttpqguf/pXq253K3AMstlxp769fBWuOpy+b59PZ1s9VcyYXaLP6pLeYuH3uLp5an5oFIqe3nmobepU4YltOJ1K1h8Fshf/s70rKhXwFuDRlE6cTk4/GI0fHT1PZgLUatA0b3dEILflsh6xbgcO4qaJ2QfYbdv+h+Ie9fdN6Q/hxOy+mINtq66unpuTHoKj+S+RUZPf/+8zfe89UGBCguARWyDVXhOjSAAMu/AdAbYsmybgj4Mra0HIVL9+jWBumdKcvI7y8VAfrm/rrUynO9GQFGgBFgBBiBUyGwpkBjXBrdxTZxnIoZ02kMATZ6GoOeGTMCjAAjwAi0BYHbFwyIb0tluB7fhsDlBDJ/GwRMmBFgBBgBRoARYAS6gIDw9NA6F1/tQYDl0R5ZNFETln8TqDfDk2XdDO7MtbsI/B8xcaB4mlkGrQAAAABJRU5ErkJggg==)
Fuente: Gestha a partir de datos de la Dirección General del Catastro
Por territorios, Extremadura es la comunidad en la que porcentualmente se han regularizado más inmuebles respecto al total regional, un 7,2%, seguida de Galicia, y Castilla y La Mancha, con un 6,5% y 6,1%, respectivamente. Por el contrario, que sea la Comunidad de Madrid donde menos fraude en concepto del IBI se ha detectado, porcentualmente el 1,2%, se debe al menor número de municipios que han solicitado la regularización catastral. Le siguen Cataluña y La Rioja, con el 2,1% y el 2,25%, respectivamente.
No obstante, en términos absolutos, es Andalucía la autonomía donde se han descubierto más inmuebles sin regularizar en el catastro, con más de 373.000, seguida de Galicia y Castilla y León, donde se han detectado 213.000 y 164.141, respectivamente. Por el contrario, las menores infracciones se han localizado en La Rioja -9.724-, Asturias -27.632- y Cantabria -27.800-.
Fraude en catastro…y en el alquiler
Estos hechos se suman a las irregularidades detectadas en el mercado del alquiler, convirtiendo al sector inmobiliario en uno de los predilectos de la economía sumergida en España. Según anunciaron los Técnicos de Hacienda hace tan solo unos meses, en España casi el 42% de los alquileres no se declaran, lo que supone algo más de un millón de viviendas alquiladas que escapan del control del Fisco.
A pesar de que el arrendamiento sumergido ha disminuido en 12,6 puntos porcentuales desde 2007, año en el que los alquileres ilegales alcanzaban el 54,03%, los Técnicos de Hacienda avisan que estos fraudes no son muy importantes en términos cuantitativos, por lo que reclaman al próximo gobierno la puesta en marcha de un plan eficaz de lucha contra el fraude más sofisticado y complejo que podría reducir en 10 puntos porcentuales las bolsas de fraude y la economía sumergida en España, situándose en niveles similares a los países de la Unión Europea y llegando a recaudar unos 40.000 millones de euros adicionales al año.
En la actualidad, la economía sumergida en nuestro país ya alcanza el 24,6% del PIB, más de 253.000 millones de euros opacos, la mayor parte procedente de la evasión de grandes fortunas, conglomerados empresariales y multinacionales. Por ello, Gestha pide el aumento de competencias de los Técnicos de Hacienda para investigar el fraude de las grandes fortunas y empresas, así como el incremento de efectivos en la AEAT. Según el colectivo, se necesitarían más de 26.718 nuevos funcionarios a medio y largo plazo para intensificar la lucha contra el fraude fiscal y reducir a la mitad el tamaño de la economía sumergida.