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'
p17
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6ks5FOFejG35oCn0wcf7k2Go+4wnWzVchcrtZdzPPPKbqcXliYm54oJPuhZnZ4dxPXXf4O0Zgz+1viMCAxkkxu9UxlS0cLkaRqTMxaFYZIkcRglcSyTJEkkkQZAzhkXwrSsVDptmKZpmkxw07IQIFcqyDNcABbWLGgNljbT+fnOEgAO97v5rSJo/t6n1z95753vut7KD77fvfFZulwGpYABIiqpEBHnUjNCuy73j9rwEay/nNWaGMNJJ9k9boWZtpfKEWmtVCIVY6y0VImz0eDoKPuL9zsffJps1L2NVTdXzRqucIQmQgag9ST2WQE1ERMIqAH4XHgAwTwQqZVWqBJ4gjnFAIC6vRkWFarFwgAACbTgfDS0vII2DVCKca4aJ8pLASlAztMJ8OdTmgSAGEySO38zSHmu7AX+0LDqUN5000W7/8GttJmtf7P87vu/6vnDH37rh7ZlnxzcVu3m8u/9fnW7CNNYkj3pRYd/dWis8TitLizlG6f2ONc3UlF56NfXL0RxAgYCo8Hp80QonmvSxFFM9wYtPUuKNk/0U9AyxtjdW7cR0TRNYRiGZbrplGlZQgguBGNsLseJNOmFfRZMplEU27b9MJ8BIHItZ5A3XWFxrTUyjAMd93veS5sQRK+++mpl567z7W+EUk6DaSldVUox5J+8/8FkNHr5zTfcVEppjQxkgraySisWADEGyVTfvNWiVT/eidJ1TymFiIBARKR1u905v3quJJwN04pdt/HWu8c+2/xP/rP54SHibJDMZMANgoTLlkGEOtLIGcUMDW2uhpoAQXOGiQrjKDFdTvdjEotB2KQTjtRMWEgPaV4CQAQ+9vmV82r+UoZhMB3Ccg2URAEywXim7fTT4gFnmwcAlC6a516vfvKnf9OJ9lYuf/vqb1/SKgGAZJJktiyrqJbWi+XVfNy/m6qvzia9cql88PEn+wf3Lr3wYjYZpYuivFF779+8fcs/XXt9bbW8LiZL43ufVi5UzaWaEUskGQcUSv63wGdExNCMjvunwSzKWSLRmsGTTDNEjOOYIZ574YoiDYhMExFpIjizxu5/cz64YRiD8TiVTjP2iIIhImRAY7O2mQZYGBvDnbZja5ZO6UB5SZSplcW5i/2TI/Ac0zRlGJMAL5ctlEtuKqW1RgDkpI6sy+uV1NzlJLZzc4CrstVs5IpFzrl8AK7yeDKzRn42W0i//ApLpex8rrJUrt2a5bMP0NHRKCRHISAomN7iFDhAkVkhOWJgkbmGRISAwEgyFQdkunP34WxdAAgQ+UpzZZyFLhcfcQYz37ZcyuVIa2SMThuxbQJjAEAGAjHS9HygHwAhIBS3zHO/+0r4C8cuaNNlWhkAYC5vGCkEzVcLxeCzWyyfnzZPZv7k8ptv3L1xKwhjHceTg2NzqeZU8eXfv7zVvPAff/7+dNP/O3/37zQ+vDidkFOIgRJANuygYuzX5TMi4GjEe/3D7lTWBE9IPxzH+wIhokwSIQyllYoTQFTPhIURJ5NJpVpdyJX7/8woiVgW3UzFIaD5J8N3bpTWOUSSeZnxRx/IQskAGIxHtpcCTYhAWm9dvABEiZRIgKaOGsaFSjm3bM8TGa7//PggPuSYIPBipZwkyX2OF5y3x5NlO+U0T90XLlMiScrJUUvLvJu3gAgYAkC/71NBkUIwtPe1CFQCgGhJ0giERMQICJETgYA4lgDmo8sFTVBac7Mn3ng2NKxHfSUgFfiiccoqFc7A75xSIQegcTpl40S5JUkSwHquw0MAYgCwcrlcO1eYWxHzbZQc7uzecvrW5O6hiGal2qrys7apIMCtyxe3X7hAUaLzJW5x8mPmOIULxoXJSpqv9G+36q+UB6345PaovmXMZhBpYRvy1+IzIjKQ+zujxnio6jaPiBgt5D/Bg4D6I5uISZIwzhlj6jlgYWSYRJFW2k65UuuHU5RQIHX4UtkDACBEBsFIT17YCI2DzofvFXOF2c5t8fVvgExGUZiv57WS811M4hjmqQMGhh2xnipXz6WVUpyzo5vjv/nkZ73g3rWXX1+/uP0AaZvnpflT5odFboeMABCSBJ10YmRwpQhniFc4TibSN4xF7J+nFaAEANLIkACQ9FxHEgECS6Jp8sVVMyBAOHe58PHtQK8EmMwhYkKtwE75S0Z4smM37hqmo5HIdURvkJKMZ3O9e33fqhSf/wjPXiEm2Hyl80CCIfDK5QuaKVWqhxD3jwJumxll3Pr3N6ysk8qnchtFM4/khwCcMfbeH/+bwtbKxquFxq+O7u6Otn7vvO0WG7dHACyadItL9NX5jIg4GrO7g9Z0FFZSIpLE4L64ZpwxzrVSj2RJEAFDHSWGaeBzIGtEJIQx6Hdtx+aG0FH8wOhA0ApcZRXqDi0CKXhyr3MUnFZW60lNjMdj/sJFe9iRjROetlLpTDibIi6QMyAAA+IRVpP8+svZuSTr7s+OJ4ML31zrN9Kr59dkksBDwAs3zenJaSUh+/Qo9+3vUBSjYULgj046a3/45n0ZPhrEyk34meFA99EsBCJ8RKERgAlRcv8vj8RsicjJi9VC4V6rZVUVJXODC4kUckOtLE9OELtjtZRnpFTiG0tbrLYkdv+aPU8Y/QGGsXAwznISCBDDwSg5mRjLuWCWEINCLm/GOZ2yMq+9JKNwetwJurPDD49TKaf2tRIwGjV7itTK6hbJuP6N+qwRNN7vVa/ml79W6B2E+9MomLW/Ik5LBAxF0pmejid+0eZKEnuQ9MIYm40np4fHs+n0YaNqbu3GSSIMg+DZmbUEgIjT0djLZbXSD4QfAQqM+6xayHKLAxEwAq3HccxdeXJz9+DO7ljqZHtdXrtyh8veaDDpD4VhCsMgIiACDjJAb5S5+EpJk+acTTvxznEHq7PZcLZ56ZyeKzjOTNMSQgBiHAUqoVKx6Fx7ieUyWitwndb/9D+rTpTKcaLFe9Pv+GjDIs0RzpCsh1CJh5eHgoI4+MIHAICIjADqW14m9mRMc2E4Zw1EpYLI0+lrr15dEXW37RJU+jt7k1/+LK6Ww86zz3Qe6UdcoIUEmh6yA5VUAiNN9PGNTz/8+GMZJ36zPzk4AQBuWNmtldrXL23+YDOOB7t/2Qi6qj3tvfwHv09p951f/eqDX7zjFnS5Co2PR1pRad1era0MzJWvIs+IiKEBrfHx6TgsC5Eowgc7RQSM89FoeOeTz7YvX8zkciqKHoARAIlMnHTq8QGcL2x2kiSJTNxUSp/5BwAIoBWB66fKF1IAmggYYvtgNjPClfqKjPVsMhn2+t3mqeO6Uhira6vdVlOeqHypUCiVNGmVKLOZeeHVMghCYMlM3rjVYhvq5N5BsVzjQigpOeeB77cbe14uW63XTvf2coaRCeN+kvzsv/vvV9ZWvvvbv9W+20j/nR8gAGlATkmgxnrGHElSPOwKPXaxNH9bEnjYCXj0G4hCn7tQ+GQnoJUYE9IMF8mNEbNdSOW4m82uq9x0kvS7leHMl1EETgSQevr5IUL3dNY/JmEBSyUYsbUrHoCeAypKMp7PMs6uXLwym4wF5+ims+tpWMg9Ik3ccdd/9KrfGR1e77HAtS5lZr12GEVgg4rQ9LAQqdNPRysv5Z3MtN7KfGk+I02ccd2YHh2NojoXCWpGSA8A67mlv7SyXCiVuBAyeaTCgIhIadM06dniDITgw8clnDGOyRDrxbSZ4kSEjACg2ZmKQhIHQACpjJfOZUDT3Vt3TNPMlYrpTCYKgm67PR4MSytVq5u/8mJJpFAToIabH/ZhOZoMOoyZXi4ThyEiA0SttT+bWbattUp8Wa8tDX/2U+V53/jmN1mUdP7sz+ILL2df2ARYOJCDbpCYsYmMHnKFEJFzrpWmL/pHnCTEOlHMfExIEhE0Yapo1hqFw27LKgFLCBAACRJ0DBsWzApe3vTy5prKTXrRHPV92iuMABL2Drq+FxqMkVbuLLMmMyQQiBBxdtjGxAS0PTfteRlACLsdqwoAqQVyMwcCNbnl3IXvecd/9dmdP721+Z21b3/nNyFRjIBina4ZwV58cqO/078VTGdfTm8SAWM8Po5OG+1ZzUCFhIT0OA+TwHYcIcTD/EQI82g0f/TfH/8sTZyxyWSYzmQ06YfhJc2AT8xqLX12HGzYDKdiym2YR4i1UkkUI6JpGtV6LQ5CmSSGaa5srhdrlcHH0aXNpVTe0BoZstvv9Ub5oeHSoDUoL1VlkiBjgKCVclOpSy9dXd5c6x43C4btlIu4scHCuE5U8P3hzi2ormZycwyWAUC/E4Cj4eFwJGISx7PJVClJ7NHDJ2AMYyXjUAM8PqNlnle2einjBZ6aQ98EgEgSbVcAACJDQCIgIuCYqdjPkeeISaRMyzo5vfH2L/9KQRQnKgkVnil44WXTVQ+QIwfQCjSBIUzXmf/2bAxAxogIkK/+1tWlb5Tu/vxocqKYAZIkIrSv3+mPPjOVXra2wyj8EnxGRAyF6gSdxumwnOKaCJ5WRaQfDTbDXNRJRUDimXxGgAZEgTLGuVTGU/KB14Ac4jFUvKydFUQASEB0dDCmrAT14IANwxgPhkRgu47WGhGVJqmkOcz9xquv5pZsrWgeRbUdLgKr1+0ZjnAcR6sHiyIiUiqWMuqP1tY3pzu3IiTzlWsNxiaxH5a2MlsXhSAiZIgykKN4Ihw4S8yb+zFi98bNd/7mZ71ub54w/ciGEIEFSTgvv3jStiMzcGuzoJsGGovkMZ4IO/UgAWhhaQHQM81eAgBIIjVTQdorrK1tcs5ZJlnkEAABwPik0+meDnud0WA4DWZxoOPRSKRtgM+bkXPrTmuVWV/e/OFq44Ndv89Eyhn2Bvc+uV5w8uUXvWzCqmHlefUmEQJynMwajcGs6gh4zgzA+z8nAGBCKJUAAec8kU+t2OMgZ+iNU5eq1XZ8ig4til0IiWk+dJbOe/NaKkSctKMh+ZZJOoH7wD1jrN/rFUulOZMBkRAY9nDNy5e2zLmDOTqNbE9sXMtnT9x33h9ml12JkgvUep5iOH8gotbk2v2TA5vRNG1bQSiubCuKZFBe3/buT3kyiBNLmQ8Jpnlu5srGRjqb8TIePerKAAPiJAP1xfjmw4QIRDqzZFYbxVa/LXJApBkxyxQAn0f9n5nkNT8zmQA32Vp9nWKmMA5bLPJBuDRfdu7cduPg0+Pr9/L5IvV7ys543oowjCccOCJjWmsrl1/+9vLJO/uV15eOjg9e/Pa3MZtt3L5bOFe4kr/2XHw2ByCx7x/eHfhV5AoI6TkWdX8iKExDJzIJopPDo0whT0/P5GCgQ+Z1M1e/UQnGqnnbglQICudh93jGKikvVTaI9NzWbjRHrBgDMsM2SEqlFON8OpkQkZfLzoFWZJjEOh/n1q/mtVac88Pr4/1Jx0HzysWl/LL5/dzV1sn0eG8gvVjkNBNEEhfnSLC0tXZy644GVt9aj46a2fZJ59Px6jdfN60HSQ6dTsjsBOiRYAhpnSnm85WSlJIegniYAUlI+tjZKpe8kgmPwxof3kAA2HzBG384jbwZAFpMGA5/GiD+RCIADPy41Tq1iQSYZkogTy/gAoZJHAan7Uq1FNFwZWPTynrSLIRudq448LGMBogMSevM2nI8mO29dXL1d1+PW6c3P/n4nU9ufOvrX7/66svPwWcEHDHpyN5ezy8bqFGjeuzzHkuIKBN5engURzEheF6mWC5JqZ62rQQaNbcZcuZkIMPtWRIyBCLSBlFfVNbTsDAW2bQTd5OR6eJsMB10u9lCPp3NoOC9dqdQLNJ941sQNNzNC2XgmgFrH/j7s5a9JWUor984uXKhnl0yVy5kKyvp3ql/fDyO7BkvaGYSS1Br0DJZunKp1+nsHhysrtTCW8e5pa3SpkdaIWMAoGMaz3zM0xdqRVFLqWSCyBZcK0AllDR5jjIbFwvpkqm1/lxI7TFbQppbYmOl+NlRwpdDHtrAnyOI+QSKYgkGRUEwi2dxW67y85aDBMAA44k/O2heuHy5VEwj56NGwBmbfXa3vPrSM9QXggYoXFmJevvHt6b1dafuZv/pP/7HJkcIY4GAihYA9BeJiBA59eLufmtQMhkn0I9n6scSETHOT/YPMoV8dblumCYAfM4D/SJpDYZNw44fDKSTF6W8O55MeF6TBhli0Upn6xbR4i0/PhnpTMKZ1W213/35z6++9uoLlVdm47FMkmwuBwimbSsdhWNc9jKpoqFBQ6T3j3rmmoaQcUa0Gfz03ffP186vrHvpklnb9iorqX4zPG4MpzzkxURYBAqTMCoWCynHOT5qrOYuvfSNDQICxrUmxqCxO4vMSDCGCh4tkiECNs9RI8Qk0arLsnF2uZItrduACKCQsSeJigfjICOiwopb7WYb47hS0QDwzF89diQAkDFWlytGGoEoCWCFlw1HzHPpWCadPbeNTDPDJCWRgSZuZLNnoO6TH4cIWqHhiFLN4pM7n3y6fuWFVDZHYTTc3xGxrxyXa0BFD6NgAABAxJCrbtK40/NrBmcE6nnfICICRMdxTo+OLcdZWq6HQZAkny9yecJOEABCRg0HgZP3cgVXdAQUIiFY0uLVah5g7uHhtBv15ch0UUayvr7yd+p/KAyDtOq3O7lSUQF98vZ7QRC+8q2vGROvei4NoBlg5zSI3NBiRAo445PhOM6PhoVhb2+c20sv1b38kl1ed0sr9rAdNQ5mAxpBOTJtJmVses6KdfmFrQoKIEIAYowau7ODSZPXFSkNyBe2OpwhtEKjhniKbGqktVOrZsprLp4l/w5OEm5gpvrsiCQiEtDW5VzvLT/Ozof/StIMINahgoQlHJiOZhATBwBQGgWf7BxN7nXy5Qoo0FqjUhIgtVZ45pikNWO8c6MfjHtD1mCpbLPRSY+nS5vrQZAR/i0x4dJdRbfAEUgDaZp7LsQYB18d3RrEK2fRXWTPYxMQkTAMrdTh3n4UhqubG2EQwHNw2JyQcdA6kP2jI6htpd2CSJup4TRQAHnKFFZNWkhfPDkeUzZBhUDEDcM0LQ0UBVEYhLX1tSSOkTEESgIsiFSqaBIo1KzRGYuSJokEGhjrddqVWl2YBPV4FA16zUHmxKvmvcqGm685uSV71vWOD4e9dsgqQdhV50q5TM2Zm2WI2Nrzdxst+1xC4bzUlZARIBIBKUhiwik3I2fZ88rbbjpvwDw6J3XnJDrtT8d6YMXmq/l1bj5PhgVwi2+sFOLwMVHR59pbBCCIE6W59qexYSGiDer+Z8DdjFuUFPqRL+PZLFXJzZozGJ/k6q8+BVqfA179oxlMIwp3b3527/KrV89durCzc3P87j0LM2Lz1UwwVL1Tv3eYGAWwSsxyNQADRJrS6b12soLwoJr1GUymiQTnjLF+tzfo9jK5bG1lWWn9sLf9tEgAATIE0icHxxrjeCb8rnJLYqnq8SYTFpXWUsAQlEbOBidhJxhZJdTzDC0iqRLDslqNRiafY4ic82uvf41b6Dd0LucAAAKbDeKZ9oUhKeGc89lozJCl06k4SRBRCDKWMEiG98aTo3edpVy2upZKl61LpUowjo/2Zoh6+aI3X8J8TZbDuQOkgQwiDZSATpBCZibCUmbBtfNFO1+2hTOXYKgC2T6JW9PZNOgY1tRezUYH2h8lXvnZPV3m+1Y575JSBAqfo+DkMWckCdAc9Lo33/movrm6fe5FJ6PmowNoI5PHnGYlSAuLMY4mmwRh/sLyPJz45IlBHCj/aJixmtnLr/6ouGRlc2CY585tXv/Lk/r3q0JrcHJiJZeRkR42wtmdeKI1z6pUlk1PT4YpxkEwRZo9g8PmW29a5mw06Zw2hWGsbW4YtpXEMT4k4Blj86jOF7sQzI05In18cFgql7OlXDBUx4eDC6VyoeaUVtz5dzRpZABAB3sjrMuHIDxCzpIo9qezrfPn5oXaSkpFWiRuvjwvE2f9rq8cKYgTEBN8Mhymst59i4oIlNQcOS+SzM8OxrOTT92im67XvXTZuvCSSYtYM8GZIsstWSujYvNoiICmwU0w0q6VLpmuZzhphuJMQWoKh7I/iE6H4Sxs5liveuOm6gxmf++3lZsN/PhJhU9fJIZABkfQT//+HEv64istIx1oP5/Pn3vhcspLAWi2UNoagCfDTme/MZr1o1kiXCdoNfMrbxRZ/im24Pzog+4YFKVWN6eNPSGcsNsyhNj/JKle3EiXXMEYkCZAJixe2kyVwFWJnjZm9/66OblkmAKASRIMFQMN9GR3wTDNJI6P9w6SKK4uLaWyXiKTh/NqAIAx5k+nw/4gk82msxl9Vg2FBPNTV4lsHB6VliqptBdMAu6yTn9U3E8XN2wlJXLGFiyLAJTNinGTJxXJbQBCSpiwjE7rOO1luBAqjhERGUiJHll2hhNpRBiOQ17QpBEASFMYRtlCYYGxzScJjAAgAY5MZDXl/M4kbN+YXrlQLtRt0ICL13oBr2lQ6xezy0FGJ2DYiMYjgI9WOhrJQTfsT+IRRcT6Xu/ehh8tv/KNMFPt/c3P5O5OeOUbk3FUgfSTWetRWsz1GbjGY5QGESDKRCuILMdcP3+eUIWjGDWffwgAYae/slHN1IrhYKKknA07Go3mOzdWfvPqvGrh8Q8iyK7mget7b52svrKpwhMhzINfnFS/+7JZJH82ZUEQIWOwqGUD0sQNzkCvvlFdYUt209OnqajHklhrrpgB+KB67QEJIbqnzaPde67rbl44Z6fdOI6BHlkqETHBO8322z99a3/3LjcMfSaLNBATIoni4/2D8tJSKpWWScI4I4lsKdlv9qKx4kIshAgsgO+NFwsvb63mxyV1ZMkxENeKkslkWqwU7ycnAgKFmEpZ8zBjNJEzFXITQAMylHGilbIc+1HhSrB4nYgUQgJWmnDVbzYm8KBUeIHGIhJDBgDCYWaGoYmAqBOKxqp/PN2/0f30/eZHu61d2ZuYh+nwRi3oZa2cIdI8l02trZR+5wfWrUMR9H3Q8NTgypN46Smfffrpp81mEx5KbVr0RokVcKE1xVFIKtYzUwaLnQUAd2sT7ZScjoWXQancfMG2LKfsPvExZxPRmrL1Qu2N4tGtfiKX4mmcpJYxq/7Vf/uvdu/uibc+/MVaeeX89nnGGBERgooToLi0USkBgMoGEznqR8NRMO4HkYjA0dwhLmDeFoA0IONH9/aFIdbPbzMhFrjo4zIcZSJrayu/U60YpinjeN5Zbc5/cRQ1j0+W19cMw1CJnL83mrRpimM8CP7D6dXXz2c3c7Tov6bn/UwyS1amaoejXPt0NuhGx8N7lukatqGknOM5yIFi9HLzkB+NB5G04zlkj4zFvs8455wnT4FakLQGlEyY8EBPzdMcQxn0FRFHO/H7KlFRoimKdCTjUEtlJJQBSGl7NMy0+w66vLKC2YLqtbiUoDUAkwdHM9A87USdQEeaWV/F3nosBUHQaDSEEEtLS4+wA0AUxNpSFkONCEikNNLZogBkGNkpnHanzdOe2j/YunIhESK1tkxAT2ulAIAMtKb0Sn2rmgz2Z1NYr3/Ne+dXv6wvr1y7dlVsX9pCgI9vXS9lS/VqjQse9MZg2QCglQaOTs5wcsYSpGSoJv1kNAhHXd+nSJkxuGCk2HQ0INJr25uBH+inY2NEhmGYlrWos51Lf86SKGkenyytrpimSQAoOGlNBKbgw+GUJoNlNZ7cK4yOJ8VLxVTZBWAaCDTNG5vZOWMtl1uJqXrsjKbx8MCPBaKdgGDMJBqZqXU2N86mQQiOAo0AxJEFYWDY5rOQmnlMXWcy9jwlaVG910/Gt1rd1sFoedm0JDGj1T4mQy2vr0gKBefIOHa6hVmSGk3D7pB955IezbhK5M6utbwKnOskDgPf/NY3g5QBLRkF5DxfuvXTaY76fvzxx41G4wc/+AE8pEDndVfhFKIwJFMhGpYjuGM93Oyy9/6d2sUtFcfNTpf3u+fFVZq1w1PTPrdJpJ9yuPOoABAxIUrnc4VzmV/84ucyVt/5zncAQBQKeQTMZDOdduf6nY/L2bIz5LntsiZg/BEGFrbI10W+7oDOBSM56IWTSRBO9Gmr65RzUsc4P5WnGg1EpB+qWSIgQH5ycFBbXTEtKw7C2Wxq2bZl24iQJLLb615s96ovfs29VJvcPGn89CPw8vkrG7mSKeyFVUGaAIGZuLTlLQGqQI/60WwWJxERk7lzrpu3iDQiTScxy+NZ+i2GYWTZ9rP7ZSEQYRKx+YyBgVJ6ehQsb9szCP11RRocGaTR8CexMIBCLhll945K4zB7fst++bXhR+/PPvjIsM2Ils2V1aDf9+IQhWXlS8buTVEvRpYdTOP73UZ/HZp7hUmSrKyszCP3D0xPIkBMcZD/7i3rlRIVK4Nw6jfVpd/8IQDMU05y2zkQ0hbGD37nt7q/elclvqY6M8824pmEODf0dm7fuXNr54/+l39k27bWSihQSIAcV2oryVLSPG2jaQyaPYYapGlYJBW3HQZMmCkDDJMJQIZO3nDyBkBax3q95h0fTweHE6MqmdCULCyoJ8/kjMmITNNsHB6lc1nbdUHr2Wz2q7/+adrzfvN3f4tIH5626n64Vll1N9Z0b+pdXEYaH/zJ//jz/ptLmy/V0k51NW1lBCDSwhMlYMgdKCw7BXDuP5FAI3IZ6lAqZmjSC32dhGE2l31mc1AgYAy0VrBQmKQTJjv7h598hJryksu9Xbe8HLhiYhigNKDi5FDCkNtSp+NR4my/wJen050daHfp3FZ8euJ3emrmj/d2DQA2DcCx/ZkqAMDzuZxPnCkRIh4cHOzs7Pze7/3eY7/D/P6miNZf+7pVrFAwufUnbzMdALhzRNAo1JJeAqCT8cwu5lW3w4p6ctzKrFWfZ2rzCZyenv71T37yG9/+Dc/ziHTr1kzcBx0iihBxpV5XIBUQaNRSR0QUS18pFSjWZoTcQBSMc9PkjmHYBjNZru7m6m6/kdk76M3swCwljJCeIwTKOfensyiM1ldXZJIwxtJe+ps//J5hGgDQ7w34bHaptFQ4f4GCEA2hw2Tw3kejS5v2C1meHx8MJic3B1mWLldT+aolLIZ8noCHpAkeKlaYt/qJQxmLQODChNdEHJghjGdnXBIAB38WASyATsa1bI+WXn/TSHnCtZtHrSiRKS2SJNJIOjb8D9OT2XLgM2PocBl3hseTyk55Fq24NrrXoLo03duToLFUldMhOEgJRVH8jGk8B82PeTQadTqdbDb7xY8BYDLwMePeunkzMvfX0zZOxnGzCxtFIA3AgqO7FKTLW7VZu+XkcoPDPVHh2vIe87AnT+DmzZubm5tXX7wKoAdHkfFw34O5mIkoQSBEIAbMZAAcLdJgihwSaAY6iUlHSeyHok9KCtsAAst0ebbovFZdaR3M7h12o2xo5Qg0kIInyTYiYsj2d3c3z59fpE4RcS4y+RwhRFE0GAxfMe3S+iZwE7gEYQx+8pMRY93V5Xq+JBNt55TKq4Ef9bojcSs6t7rCM0YqZ5gpgY/WZM/rJSfjmAQxwHnlHyIq0kopgc9K7iVEQyZSAwEDIEJuMJ3Oml6W2SbYDnhplAmYpop9rQgF8Eykc44aDY0P3/XeuLr06tZomjhMwN27FAayUA5aPcymfJMmS2txL5sGb+lSBs6qA78yzZVmv9//1re+Zc9NgodHnP8xofzlyx2/F4YS8zkjnUutlAAWeI23uda+MTEyKdVomdlV6ftehqKZSzpBNGDBq09E2pVSWuvvfve7WmsAmrRl471pvqw/n6/BcOHTs4UbrIkYol5Y7YjcRDAt25sX8+skVuAnSRSMm+NpZ7iyvvJ6dfn4wD857FIpMlKICRExwEecdiIyDaPTbJum1W40c+ViNpdNkkSTBqmFEI1mc2U0WV5eb4yGh+++8+LrX5M//9kwCo82lksrda00ImmFSGA7fIJjbByXi7WTT/fibFVpZtgsu523XHH/eYA4HUXo6Hk/HABgiMIwkiRx0FXwNCIgREbzyBtf1JgIRvHMdywTNJGMZblsIwmplNJcoHtthtyA4czzHHP8QTqMjGmodDIJQ/3RdZOkCqfNSkHa9SyltqpuacVGwTQ8tcfas2jOVZ1O5+Tk5Pvf//4Xv4AMJIAcT6EkX/v6NwzXlZ3utFRKrRQXcD9RupqfdHkcEQARopH2uJ7496JpXnqrq1pJYIwhI9KLXL9Hn76zs3P79u1/8Pf/AXIg0icfTsMu9mL1GFf1QWLl/G9nsNXDY2rSQIoAuCkgK5xqpsUGtG77RtI7bqxviteurRcnpfiIK01MfN7QRsbiOB4OB+cuX1xarvc7nZPDQ2SMc24YRrtx6qQ8DzQlcavZOuz3+nuH0XR8vLHCy3nLNO7DXUQEQkwOWtnxtHvzupsOl65kRfuD9vs/P77l358tMCSlJ2GEjxr9mvRzpnAxxgLty1g/2AVhSF8CFyC4nS9QGAghUJGUEgF1AiqIVbo8Kxcj7g529mbjwfi0lb9yuVD0khh874JH2y/Wl164VipvpFCwaCbjqXzqLJ6LRqNRPp+vVCrwBaiWACGB+HhfyUAwZIomB/eC7kRNw7mzMxcmUfMknqFbzIajkXS93Xff9l2DuwUAAGQnH44P/uNO4gcI+ACZI0LEdrv91ltvvfbaa4CAhDff7QzNILuui8X+V+1/hgtcTxHZaB43TwWxenmFcsLYcpvHvag/vvxa4ermutPJhB3UDNhZ60tNZAijddoslEqaiJl849y2adn7d3bCmR+G4SwMKrm0KFb6tl06Of57r7xuHNzrLtVHWhXy+UQm8yIzAECGSRiGUcBNkfghWimIlY5Dd7NseXNjf4G5hiPly1A86g2blhWGESBqIiJGD8Idj1YgEQDTGpiM6H4uBvO8aByA0O+9/fYHNz8TfsiFCaSkksgQEZABIxU6FlVK6uoV5TqVay+EiTg+tuTSyyvfeuXKN6vZioUM45navz5+953G4d0hnOHyX+VMEIloe3v7Rz/60WNikUQILBlHetDhlslMBwRlLrwgwimzxPz3892xs9jcax/1+rc/uxHkctXXXymnWOzD5Ojk4G9OCgXk/rj5yVBpjfgguqWU+vDDD69du7a2tgZA+zcmXWMEW+OhF4eU/XXr0U0Uw+lkOuitBeBbR7xaAoH2+WzcD1o3G6Xl/MtfrzX3/KOjnp8J7bxGxTjD6WScRFFhfW0OkCZJUqqU0xmvfdrstTvnX7gihKmjGaVzsL19cu+OKJYPmCpXK1opBgwJNYImbQqje9qyczmhh1yYlpeWgR+DTMyqZy02el40Op3FZD9yswktLh5IAyeuiJhiiIq0JgTNGOjPOVfIlVJ0X8CnPKaaIRDXmrxCQSKapulomq9oEWhXErJ5vzvIhbPhUA0Gk/z5C5s/Kro5gUAAlPjq9HjS6I6SdMI3Zdi14fnTlL9wFog4GAxardaFCxe+yGfz/n9Joq1ayc0XZ+2W322Gu6fOlavcEPOY0lwPFs6vtP7nD7d+uOVddAgZ2vagf6fxzq38Sr1S5WpyULyQ5l7u8CcHZjZc/trl+aM552+88QbnAgC6e+HRpONsEANTLvvdnvvr9HMkhjyO4sbx4VqsS5UNuXdCSjI0NSW8YIkL6VZz0N/pLG1ar3xtbR2rdOgmAQkTu6fNUm3pflRxzmqGYaxtbmxdON8+OWm2OtGlS71kEs7G6Zdf2RPC9Bxhmih44+jo3/wP/+pw565pmFrr8WxaSKWEnzDbNjKZ6N69pNcjJ+OelWnMxcN4FJKjPsc8BMS1CG65s89SwYe5ydtO+GlaHlicaXhU1TNAiToIHriEPJueTTUw9dprr77y5pswHSOgiUzKhU5HABSoIB6my4MDXbzwm/XvvDx2OmZKI4A/SA4+G3/42dGhauFaYBUUQwx1qKKvKs0AAODw8HBnZ+cJRjoBYNCdElfW0pLfa07SqfDSJbFWW3x8JsSNrJkrpGyWAiRgjOI4f3FV5aeO01b+PgO0yzUhgs1XcvE4Ne74eObC53L5TMbzu8ntZs/cgnAcNQ9PIj+A4pesq3t02sgI9w7211ZWuOX2m/t8ax25FZyegAYEzpi2L2T0Eh1f78Tj2caLuZdeXK5E5f5nEZDl5T0Ni0KDuf9CRDJJMvns+rlzKg73bt+Z5kvR5vLu++9Ok0mhUlFxAppczzt3+VI64yGiP5kyIVJSckQ0ubDtYDxm1brBDGcuqhHmIaypHzHzkfos0lomseB21DAw5EmHy4GhR8gd+HzC5xx6NGTyEBMYno0AIAkiSYbFFDECwSCOYwRgAiTouM+cRuF86QXvlRVen2XzotNsD5vTex+NPrjeOKJTvRSZHoBEksC4lqCD6SPNFp6f5u/qRx99tLa2xhj7YjrMXA4Pf/Y+7dyMhiPUzPCykM0lkQr7Mo4UAGki0grBZHlnfDzRQL/61S9/9ctfAIpUNj32Q6u2FqbSie8jgNJoZtNOxlpsEQAgqVDd3O0bdM9udwfT8dt/89PTkyPbdL6i3iQiE827e3eLxUIqnY3POXo8cgrVaG8vM0qiwaGq5Vk+DySZZ3nXePP2sX1i1l9YPf9SsdxMtU9rvaOxtJmRIcaR1FmjAESZSESsr63NJtPO0UHfNKNi+vzGVhzFyFErlS8WKkvVJElI62Gvny0V+cmplfLMdIYQwjBU5WXT5EzM0W9AABmqiBImkM4aIzLGoigiBW7eNN/sA6CNMwTQwDiTpPDzjbUIGcMzWYUAIGxBCkBpBsBsoeNExlFaiAFFUmPQEiWRqy1lxtPm3dO3+8Pexspmwa2sl6/tnU5iNzS257kTetG6kwCISSv2Z0m6+MRO7085DkQ8PDzUWp87dw6+mKxBAAgyCoNBZ+1Hv5UMh9Ne19jemvVPBm/veq98K2Jq2Jid+71tLkwE8Nayk4MkK/VkPE6U0klUrlQbnc7P33t3Opn96Le/j2nn8M8Osi9XDet+yIFQ0+1PhxE7uWxYBqan/YNv/s4P8pl8Z9D7KnymtbaYdXx6LISoFKsRhcSZWSgNg6E/7FEvqleX/XuHxmt5BATSSkNHBOcvlTpHzXTGyy1lc0t2OM50G2G7NQmEj5nEsLhWc4uSAVAcx7brrF861zw8mfXGw/Eom83OsRmtVRBIZKiUjsKolnbFdHYyDvvD3osAjBJtpJyUeDjgHU5UgonBHnRHZ4wFfmCYJmMMmERGSKiRGCiix8p4AgOCMATIzFlQOCJmpgxDbtroZkyBsHuLF6phCx07tZrxhvHRzz/4RavV2lzb3Cq9yMPCezf2dTYWNTKBKGGIms74mRAQiAkWBPEzuhY8mXZ3d9PpdDqdflwmKQFgPJyJTCn/xjXtR+MgRM78yShfhsKbldH7nw0HM2aYDPGnb72Vt63M1OUs9/0f/oAhh0Sm067uyKsvXjbMFPm88WnbWcsWNgtKac7nrzQe3Rp2Wa/mN3OX3gDb+rrrHLZODlOx/+HHX47PiIgDt5jVG/dlorfWtiIK5pEYRBq1ux8eHk+a7W9CuPnmq3Kel8bso+Zh6qhJpTzfKvm9kX83zC3n7Yy1kjHrSXpwGjVOhyPweTUSjGm1qKzXWqtI1dZWStVq4+hw0O3VlpdNx5JxwgC5MHqdjuWleZJYUg85OtmcCzDkDJjnpua5WYss4OkkIlPfz6efV3eGs1k64ymtYR63AkDChVBFQMRHOx0BcpUki+7ZQMQQTANVqJgNetqjIB63QOQ2v/9ydWkl9cmdT06ah9VS9duv/bDbjrv+VOV6IpVw4iCBcAEo4pkViACgEU09m+vNLxl7mnOVUuqVV155/MEBIEA4nnpba2hacbMbC8thAmd+ZmUdEqZkJPtJ7JOTwtD3A5PXlgv+SKXymjSBwTBUyU53mnXTLIrrZqruuhdL7777Huf81VcXKd1SAbo8GTE5GhlOlQAb0p+8vfODiy89f50wMWQmWrNwdvf43v7dvReuvjCY9R3HNZlBCAkk1eX671RrErRpmpoxJMWZGM8m0529l+tb4eE4So341hqk4l6j7dqunfe4YxbXnOKa0z8J7u71wtzUzAPIxbWCiBhHMSCubm1NhqPjgwMvkykvVefNHyeDYXV9DXp9g9jlS5dyL17r/MW/TzQw0znrCbBwAqbjBC2Nes5OC1Om1+2ev3SJIaqHUAwiEoLf+PDjcX/wyrfenKeWLPiMMbkAL3GukQUI0DQ77tz707edSy+u/r2XvSV3Xj1XKSxlWY0L90bjlNKJUSBDA0kkpLP0988zEhEwAyKZgNLsOXvMns0ZEZvNpmEYpVLpCV8CQEgGoenZwEgnCQgEhGQ6JS4giQsXt2b3rrd+cnvj715eXV75+LOPt9+8FI0hVTQnzSCU1uTDuylp5L+xHOpRP2wdHB97nbQmncvlYeEjU33da92ZhNVi4+TA6jQaUdDp9b9RXnK3Np/FZ0QExJAbaAaJf9g4jMKoWltaWVvu9/qt05ZMpGGITD5byBcsYUmeGCiASJMERKXp6NZnF3Mlq1y3hNH99ANZHJrZEm6a8TSYnQa2YZieZ2fMwrKTLdcP74xO9vpYi4XFQM59BOScM8a8Qi6V8TqN5t07O7XlummYmsj20njnrnAdFAJUEg2GbG2dBBP22UkiAEAiQjA16QfZXYhYqlYP9/dzuVy5tjTXyHOpQECZbCadTnPG7mNZBIAMY4pVovn9niur9ePPjsx8efOf/mFmc36vCQHB4NjvHYqxmCT5tlXmpBESpAVo8GQDn4AJHeskDsBMfwk+m0+7XC6//PLLmUwGvmicnVHix6l0GjTKJGbChEhG1Wqr3yo3WmJ1OeOM2wMPAErFopvOjk9241+Oh9sF78J6Zt0rnn+VGRyR3dnp3Ll5t1ar1FaWa0tVQyxqHInIyogiTzVZNtlOR5Ow/+nx9y9eyW5v6SAU99np0dxXACCOnCFnwGbR9Lh56PtBsVLaWN9EIAV6pbYCAJLUdDod9Pvddiefzy8t1TRpDQQABoi7B/fK4zB3/iJYpn9yKKsZK1vWOkYk8FzDo8RX4WAYDkCYbqqa3nwxX+mldm73JtbELBMQMeCdZmvQ69VXV1Neemm1Hsz8frvbbbXXNtcMZIbv81xFuJ6ezmQmrXJ1F8W8IyLg3OyBJOSYeuSMiWhpuVatLbVOTvd379ZXVw3blHGCiFrpte0tQJRJ8rDfh4wUSRkDNxfvb/FcNllNeyVrYQkSDU+j4+ZwoHxWig2XLGUsmts/ncMecAyXRhIGkZl2vmyCEOe8XC4/eWgAgKA/8yp54CjjQGU94Mq2DEvq9//6L24kyQ9rSxxwdDIpL1e7p61+oXDtf/USpVNmygZAIK6JEOHcua2trQ3BDZIw7kR2NrZc40wj6Ppaurc/ThzZu3vv2+fOZ7e2tB+x+/1pDTTuXw2GgAYKBJyF0+lkdrh/ZFpmfaW2trbBkMUUAwICxrS46C/jeXkvl+j4pNG4fef2+vq6bdkM2PHJsWU6lW98rXNnLzOdTqKRffW8ggQXmRQaCNBhrpttt1px97QcrQlk6WXv5W/Wmrve/mEvKQV2HlsnjTs3bmYyWS+XjaPItKzljXXLsfuDMYW7m5NQFIVdLEbtFkUhmbbpzmXZA92k521F4ZGIfhInAFBbXR6PRkf7+4VisVAuJUlCRI+pMyVAAM1QJnSWjKidNHc8AYBa6s5+0GwPp84Ms9qyNSmkhAF+mQvUEIBICeWPZebJDPMUekoh2VyWyuYoiLvp4mvxBMmwlGuIMSIvrL+wsWTbay9cGv70ndaPr2f/N99aW10Z+4FRLWlNpGG+eZQE/ihA2xt1ou6gO4kCacrUvvfSK0vcJiBGpFNFK3Mvc/PGjauT0HMzWibzbqnizs0dIjJMY3VlxbVdAFCkOv1Or93lnCOisPhL164RUELJwyn/9/8wv0QMETdWNqb+ZH9vr15fNoQxnU0uXLiYAJkvnh/s3DXXa5pxRgncv+8JAQGljDqD9rmL55ngySjqnbQdwYrL5dLq8p0PB/3J+NK1F1987SUELuNknlyeJHFpqZIt5NsH+5/KaP3g9gbXUbOn0y6QZVrG2bkBAOhEa4yBETyaqjSffxzHKc/bSKUaR8fTybS2uiwM49GK+XmPZdQCkhhUImFx6QISaC1p0AgPD4ZTMzCWpGECSKCYfzkOe8ApiCbNgq+YIPTkZFciRKWkbJ/wbP72zyk8CMJCVoUgIZsWPH/Fc2vL1B8Z4RjNOgCUy6UPP/oIAAA1kJbaGO11u+/uoBDTnDmrpq2itGwhSAfD0e1PxOVXy8gJNAOESsXuyc2k0Dr57JOt6g8laAaIPd1HRH82Ozo+KuTzQNjvDRzXrixVUmZqd393fXWdGUw/NWf3bDUkkAPB7r270/Hk5ZdfVjiv3GQMuSYtkwSRcWMRZSQiC629/XuO41SrS7GOkSEDJsNEt6OUk0uVU+MT+d/+yb8esd7Xf/B6xsurROPZlTyIKEzTD6PenTvpWbS+suHVy4OmWNuqpYrivjhLfPXe9QO2HIF6/PznQxmG0e/2+u1OoVQqlItK63l7byJgHDTq5MjZKhZq5715SEeTZgi3r/eaqmvlgJlACX5pR/FzhKAUpQe5a6/Vfs2RPrdCQJwNxnf/q786/4eXhsN6/9YneOli1IsRrSQ4MsxDCBI9GRfrS4Cr6XLRfbV0vHtw/vz55tufzLoivVZnFGULpmmr25+9P7iw2d49DIJwfXOTOzzsUU2Vz71SnPfmZwDX32uP64HbbW1qM3/pMgUjBkgEOp1KX754OUmSWMbnLmxvbWxnbO/O7u1SsSQM8TxMBgCIKEEp0Oe3L6Qz3nQy48DnskCTVFq+/977P/nLH9McNiISKEaTURiF1WotliFjAgiVlsIWYi0zGg6mx93MsvGb37nmxfbROx0EU9gMGdfzDu2ASRhZnK1evQZXLtwa9+82GsxOFkb0mZIkhcwGgs+HkhYFXg8JtlyhsH5uezab3r2zE/qBYZlAIAQlMeJh6upGbflidlGLQQCIWrEgiq0SMGQUnz30bPjFqwTP04j3wZyYgDBJVKj/1pjsLPKWDKesYDHbLq8MvEvobcvKG4lT84uVjdX6Sr5YKF+5MoqTqd0/+cXHfBafP38eAFSIKS9b3dClNWHYEgyR4Sk+nHYGw36vp4koAbNAp9Tfvz5GhJs3b+0d7a1U89CMkmrlIJq0/uYnO28dLewzBQoI1pbXASCmmEDfOzzIZDL5bCGm6HmYbE7z7FwFcn11/e6dexdfvDDffoYsknG1WllZqZ8VcgMCNo6PVzc2ZBzE737ClsrG+hIXjqKISKfPp8c7gT7qXX35xReuXfa7cude88Pdm+vXVoq1YjiLQWtkSEQyDnJpN3txu99rjQ5PStlacc2iszuyYh/iMbMqQPIhox5x3lNSP3QthpQJIq5ubswmk1bj1Oqa5Y1aMBSZUeri1Yqd4QQa9TyIz+bGvZyZpPChslac1wUhcNBEOP+j1lrj4+Hfz3EEQwaKxYGfpG3r168VuD8uACbdGY67070d7/xV2D+KW3FcvcCUcKvC1CVvPE5Vqp5lZ9eWmjZN21EhnSbSS9+63P5sAJFeJItqKNSXTzvHL25tGlJKU5DWlDBnRX/4zqeG+QKBvPnZwfd+c8VueJKGfqnSOuxVX7n40OIRYoojHRlodLsdpWR9aflLMdl90qRt0zZMYzQYceBAoEHblnV++/zG2iYgzsNWp42G47qek4t2DwrLWzmektd345NDBlwwERO5553Ijru7rXgWpSvWhavlrfzyJ391/a3/31tMkOmai36ZyKTSWslSuVq8Vrt+t9G86SPivEMUMmKciNiDNG5EKWWv3ZkMhg9P+75gs1136+I5M23vv91a1sWrbyxZGQ4Aw9Pw03fbWuozgJWQq0ccSSIUILvm5H3X/9Se/CI3+bk1eT+l+haKx7Sn/SJDIJGyZBR8hVrOpxACgD8c2/miYTlmIZ8/v4WUW9lePvdGxc5xSekknI7u7hpeenrayq+kxjunAAqIMcE18Dii+V29hJDMJqlPbl2QsNwY0KAPhsE5nNw68lZpf9xfSm+ZJt8/3K2VM+G+5Q2KlVdfU37yyEuGiAYzfN/v9nsbG5sRxF+ByeakQWfz2WF/xIEvVAhQTPHcS2XIgigYDoer65v+oGnFYOUKZi5fWb+UGkP08c2k3+fIFREvu1CjfnPQ32vxSH73917/J//k95PW7M/+n//h5nu3LdfggiMhAdA8NgqJsaTjhxIzrBQYWQlnwoyIkDN/Ov3wV2/fvX37cQtEDTqK4ly89v2XX9+6lmMG6IjuvT/4pNGcORPQDOZFvRxTJflI71wAAg0K9FioEISneI6jBNLPl68wb2Un2HgcLob626OkH1m1DBkmhUE8m9mVnGI+MxJGlGjmVCrGUl0JHo4mdhqIoUxUEAZR7MvTg6CfgJi/RSI4bRp+NJ1Om0WXex5Kfbx/mM54uVIVa9HdxuDa+a/70fS0u7PM8uWUleGz2voX7qnQpA8PjzY2NgC/uh2KiBJkLp9tNVsKHmotiwsT3kTzsHFQLBU5cHnYLJTXiLSUGomcpSUnqQ53d8Il315bJYpZynbOIyTxoDkxesN0vvIv/ov//O7uwb/54z9LOrT1xqbwyCChNAEiaECmgjgAyOCZzkbNNcrFXxG1Umkv8+qbX8fHJAMCE5hEZDa9K5crqaIBQLMp3vy0E+Yjl3puQ8Plc3PBA4jIGUOO/MFAmjirxNlqAsQAAkACxkkSyefaUCJAW/uDGL5Kb7Mn0FxOj2b5eikcNtMAwnUSMG7v3HIa4uqVF2etxC5U/vov/7Il+JvVWhliO5Mb73UPwnZlqeaWrNHxILu1AlEEUmbOXZju3ukYGG2swWR6ur9XrFa8bDaKYsEUrQZ37yaFbPkguuXF2/3DaOppkuKRjebAJ9MJZzxlp+b3nX9lIiJDGKVS8eTk2IJHCj0QMVZxMPHLlbrfPHLR5vnc3r27f/rv/u1P3vqbo/1D5rloO8JzEQiQAWlNigzDXk3hZnpK/d691lZ17Z/9i39azIrP/v0n0S6XCpixyDZDQydzcTAPG0pIBvPo/Jl4IECGxUo5Xyx8vjExBxmg20m//GrNLRoAONjzr//X/19FN1PNG/Z/88fG3T3gZ6MAxD2MpnHk+6PBYP7fZDjSGkARkdREpFAnj+rWp9G8jy7MVCyjZ9akENH8EmAiDWcdkB/zIERQcaQVSX+Uqq2SlLPu0Epn3JQ1nUyQM6kJzdRWrfr9197IL9XCbj+VFbNGUKtXd2/vQNZU0wBiRESQ0spmzFzR7Y34aAwEYRDu3rj18TvvIpEGs3fc8NyeM/N+82s/uNu5tbvTCQc8mD1UHzC381QsLdN4tDX5E1f5tA1DTCip12pAdNw4tnBxGxYRCRCD3tBNewxIn3TTS8sQxRnPu3rlhfpSrVguy3YnFAnPLykdz4GRxU2wpFAQL9tsy+n6TRgkP/itN3//n/7GG1e3Mv1sdMIVEAjGOAt1rGI6k2fAOQMt4NEVJUky7yn0YEUIWoE9sF+8tmy4DAEaN4bNP/+PL32zdgnt+lCt/t3fd4rLw5t7ADgPe4azuHFw3Do9nYzG4+HIn84a+/uDXpeZxsIReVwLiKduKyCHBJPIl/AUX5Vofn3W4iIhRoi02CV4tHMpEQAksyDq9fxxR9iOQDQtz8ykg2ja7fQAwPJYLO1auWQfHaVTdjAep0umVSzblvvZJ9dV2iSUs1GMgs174KWuXMpolv30jpNyq8v1Xq/DDSMM4+nhySuZpRcvXlw+z/ufTe0lf7z8aXpNbnwzekRvImAYhcJ+dnAdATlwDY+7e+H+dxBjildXVvcO9prdZrVUXYQQAPvd3vLWRnh44KUL3DIpikvlSmmpRkRI1Nm9Zby4gcpHFMBMBnP5oAABgRtgEGOiZkt/Ik/G5WLRLBhXikvD08z+4WhqzIyalCKREXETAEDYLJ01xspnj2YvfqFGA4CjHMBaoWCkAJTeuxc39j9eCm+4V78X9QYs7TKLonuBmD2QGynP3t66IGxAQiISpuGk3HAWsEcH/rJEhgxnMpU3CR5XK08ESNORbDZCU5PrEjHTzJgYQroMnHM661Y3XycAWan09OULJ+Jk53jP2vFhEJ2rzJZrddtwALSVMcNOkC6XJ92Bmc/7gzEpybgSOv3bP/rtytLKUbE/bY5ThRxJRM7cQhWC0AjCz+7sqnx2q76Wd1x4//qb3/luOl/Qvs8NXqrD1cEbGn/xy89+eS249HmWIk0Gt57CPXPcazga7t65W1kqb6xuxPRkdwExIbmxvrl3sNeC1lKpGkEyC2aE6CIknXFq8wrFEXBGUlISo2HOWk1ZdFJ2YfiX/0H2R+7Vi5hNs0JG2GkACEL/4MP3YTzKfe3lfLGUbKlhq0c3rdK5Qn7ZzZat3nFw2BjMpnEcJpY3vz8VoiFnWSJii+q+x5WUIhBoMCKnuG0DYHMvPJx0nJQBYWl0NwwGAMoUaiy19LbWYXGDBKSLxiBJgC90stIakWn59Dq9xfMev8cIQECmno6jIjy+Sw8BILD+bnd08Ik7bE8TklY22VyJ+tbVb53PVPgX4GKMY7I3llPLFRkmSZLEUXQ067Gd4N/++H9MZ72tjc1WM2BmyiqXRabAnYYKhq5XGn56vP2tbQAsvrAyuhcB8liGUTAb9XuN3bsgZenidoqlqi99zfG8Wflo8MtfuT/8HnJOikxXZynemr5U/kajsdP9PJ8J0wiDkD21pT0DNhwMHccuFksKnrWnCJLk1vrm3sFek5or5dW77UamUJAnTS9fBUao2KLdBQqdyKk/dC5eCdp7prDc4nIhvxxMxmG7OZPTzGsvtlrt93/8NxmNy/lcqbgkMTLqmSQdDw6abi7vllLlrVRh1Tm6MV3gYgTAQFg0GYHlAlnEiQHNi1gZPMC9ABlEASxZruUJIOiMxsLWg+tVCq3gYz/yuZuqWrMTDJN5G6/571AwnLcOP/M5AEA/j5+oYQ7+PfYjZsF09IzoEw/UuYKtS2tKxhCF4B93h9Kwzn/+ewSAFIXIb9wQ7VCbTsq2HMfWlcCfQtrIffjB+1sbm3ECzEkzkEm7Z1rF3n7PrdUmB0P5esAMN10pNndPb3x000jx8LRV2T536fVXBx9d37j2KsgYFJFKUuvrhKz17nu1b/6GjgJKmJlS9bp9cFw8jT5+pB5dgUqn0sfdk6drwwSS1Y3VOWCh4TlCBQiS5Mb6xt7+XsdshXFcdx02ju2NdUgWVx0SEZrm5HAPV8vSn8KNw8Lla/7xyXD/0Mnlixtb41s3Jz/+VTWf/eF3vsGXKtZaPQGFjBNJI2Nol8+a/XhvllkucJNvvJwhmmMdCABbF3O9U2s6jMZRFDkh2Ixbihnza18BNZIGEMAGZmk1DUDBWM2SiNUgc35YuNco5ImtGLMpV527cVhCgWdwP8iR0BzBPduuZylJIuKm0TttffLeB+cuX9o4txXFn9cGRMANCGVECaHx+CNQmqxiJle/RokCJCJiKm79+a76QifReYVWOBx6/dNqoRz0Zsj9eDTurRbzxdf/xf/pn//1Wz/euXe7trTZ3BtwvRIOwMiWxVpOmWL5d1/kpjlvVW9ZRq1Ux9kkcNx8ucRsO9o79I+OnGoVlUZEiqL02sqs3ep9/H7xpZchkaTJzkXLsbfRfvEReaZBO66jtY518tjOfQ/TsyXZQ5s7X+35jQtv/eotL51xhkGqXCd1dlUvADAmp5NAB1Z5O2k3uGXp6SR7bhtIH9280711k2b+xTe/joGvjLTg7vTDO1HZs8+d1xBr0ihQrGRkf9o7atluxqvayOaWuCbEdNZKZ20ASKZqPIzGk2g6CGdJmJgSUopZWhigiFLMyVZtAJwMQ2UlpmEc9j+eHFw/94/+L8lgTM0Gvbg2+lWopb6fckQJI4bzumm4L9We7EIhIGht2fba9maukFdSPea7BCggwsT3k1T28bUCWqpgGMSelSSgI0TBGWgr7dkp/jjLExMfQhPa44EF3OTOTKpeLO1mKGqZc+sv7t3Zzb9WLF0qRqFMAk2+BE3+0aFvF+xX8txABHRKqbjf09NO/qWXQUmQ2l1a6n/yyUq9TkmCi9Rlyl280v3os2iqkRCI04zSRfXaS4/mORKRgQZnPPSDVDr1XPL/qTTXCwaamqjf73ab7eW19SUvHV3f8TaLyA1QErQmACascfuesVnTkBjlss544/0jvtPJFpaas8m9w8P1C9vkpVR/mFpfEdni+PgYXPssPxYASJPihRQr8L2PPit2quW1qpmzSc8LJBYRbiPNimm3CC4QRRM1GUaTUTwe+yGLw5lcq6WYQAAa9ANMS5TGZBYZrQmh0ExwJyucrL3sazm/aVoDMDMtQSkuBOdMKwVnGX9P3BEErXQ642XzOaWU0o/36xGAhI5nOpWFx0afGGDnXty5rU2bhbPITmWECKKeEvyRhKizwWCKevb910PURhBOW53B3sCx2Gzl5IO9OMutt356K5jA3/uj32ntDGn3o8ILW169Og66AbjBRHtFA4C4RdpIG7Y9T2qHJE6trXVv3Yx6fatQAK0Yw6Dd238vSODq6Z/5mpTjeXYu2v6awRl83j5DQDflTCezTDqj6Gm3ljydzjjMIKBOr91stMaj8RvfeN3kpgIFL59v3z1KgeMtLaFpIlDYb8UON3MF0BExpoSxxxmzaU2P6oaqry3TZBy8/X7EE+kg3t2lat6pb2qawYMug8SBdbsdXbDTa4XhUVf0ncJmnpAD3cc88Sx2DlaGWRm3BCnQ+Wiqhp2wsGwBkAxkbxSSR4mWL37jtbXVZRVFzBLIEZH0YOIfnXiVzbmKNDPa8LHdaI8Hg1K1mi3kDdOQUn7hVpRHSGstz+56fwKXkTb0bBzk61+4fI4AEKJAF2qWl2XCNIVtEYA/4BNF97/wYDAEIIhiiIKZSmSmWJj4wdd/7+8WhoPrs16cwkyj9dvXNn754b07l05SMxbOWoa7ASYxy8XpJAkq8zfKzZjjjiPDSIWhsCzSGk3DLVcnx4ci5cTDYRJEDCm/WYkmmi0JIk5ap4uGP2CTiH8e19CgUl5qMBh+ZTD6vgwj0O1Ou9vtOq5z5erl/Z2DOIhZmhFplkrb1y77nUZwdDft5lOlymTQM15YBZCEYAAfTfrTQd9Npe3zF4xzmyyKolYrbvSc9TrUykmna+XyGsL7TDb3gqWU7U774vmLGpRY9WgUNG92cisFO2NqIrbwNu6vCxc2HEMrw6uZRZURcbZWy07Glj9SsjdJ4mLc6JGh5LAnyhmwTAglnCVBqISBNMaDwcHdvVQ6nS8979Xk7OkvsEa0afrkdhtJmBTXhFfWw0GHGZabzQqdjLxF0vDnho59JXm8t7PzyTsf/M4/+AMRyZRh8eXViw0+agwq21eSwvj315aWXeuT997RMqlHUhNjKQ8mIxklAGan3R6HgWgFnkDhOiAlAkAU586fO/zzvzBSHjFtOp5bqaTZomUJAaCA/j5NJdsdffioPEOQoJyU22q0nt/8uk9zDjPR0ETtbrvX6Tquu31u2zZsAEh76W6nt5FejyEmkgBolZepWJo2muM7H/O1Krc9RSEikyCz+fyrr3+NISoKAVHZtrm+Za1vatKA2qrUCORZ5g0hoIXWJJgc7h8sLy8zwSRJBGBZhxt62jqNx16mlgPOvvCuP5yqvnAahMlWLnoAnk50MK1Md086f/GOPremmaN++aswWE7/0W/e9zAoYomvt1/cXl7fEJzNm7h8Nczs0Z0EwXHqR/AFpTlfgZLkCjw6PP75L9+9uH3u1Te/HvsJY8aDb5yNgwiRr2Idb17YrlWX7XQKZkMvler1+x1SS9vbZjYzOmpcu3qNWczIT+Ixtk6aH7zz3lKp8EpteeDHAKn9/YOYknOFTR0lIBglgIwB52Yms/TmG06lzG2PdERyfnsGEgATONxnscl6uqGkfqQ+AIFxYrZlA2CcxMJ4rhyDxe/nMoxUq9vudXqO62yd27INR0ISU4IIhVL+zq3bGjTCmUlFESC3VtbVUgWY0BDjQ612CUmdbTMjSfNM+3kWOiX3K+QMNKWSeyd7QRCsra+5bmqe3AsAmrRwATZzcW/W3mt4+ZxTTM95E/HzdswjPDdP6TFYKg+p19fg9TUCkBKmBxenndB0NQFf/JR0MgTucW4gckJOTCCwM4sQvmKyIgJqVEZaPSlxUoYIFi6vrn/HcF3bBsEByE590QoCADAtDgpSWS+XLQ3HA5dzsK3de7uNZnPlu9/zpzPDFFomDMwk0ixl6zBwHCtMkr3msR/r+pW849pccTuXGl0/ANIILEniXmfomFZ2Y4PihCJ/fgPzPKeDGez4VjhC/6h5q5QrXai8LObIPiJToIJgNh6OAz/sDrp1v5bJZu6f2VNoftgadKfb6rZ7TtrZPLfpGm4CyTytaN5VxhSm66aOjo82VzYjigjnh601RSjE02XAWbHQg/0jmpfJsHa32W33ipXS+tqmBinhwYTnZ02keDGFWTXr9qc7s8JKljv2vGbgsUeIgA+02lmSByIYAvPbhfw2ECmcx10BSuvuC0Zt6kfBMPFVnAgV6Vj6qJTSAtj8LgI6CyA9N+cRklZoKAc+L4IXMkpNZp2bdzN1o2SnIPTjViNqto3M8hcXAwCGjQawMFaMhdHU3ywUANnLr7x2TSvHcTrt1mQy++N/86cvXr5smdZut5XfLl2pb7umYVjc71j+SK2srfzirV8UM0tAQgURN91O+/Stt3+1slT7Zu4boPUiI4EAGJCmzq6mIraO7tnKKyWX2DgWUsrBZDAZTYIg5Iyn06lqvbpUWzo4OvAy3lOY7IGlj9TutrqdXirlbp7fcgxXQhItOOxBylcCydrG+tHh4e17tzfWNzjnap6x/4SGj095LgNmojn2R8dHx47jXLh0QTCRzJ/4hWNEBCLJOKOlrM7FvWbHYk52OQvcmK/haS8SPvK/uXWPbNG9G0GbNq9upauQJiIZ6mgmp+OkLipxB8IkjkWY2MQMBQZwAxkuMkqA5gkfZyz0SI+FectqUkOeSdmLw3vkHUMAMAuuhu1ho91otxSiV/NmJ+7y+eJDk31AzGQmugmLDMeRs4YcHE+Usm1XmCZY1mQ8tfr9KlKGVH8WfOO111fW1qLpNEmU5QiWY/7IL23mx6PJKBgUzVQ08t2KVS4Uv/ft79imAH1mQgAhR1LYOtDuarpStUcnenCbd4xYZGb4q89+Zdl2Jut5Wc/mNgBIkhx5t9sdT0bbm+e+GFaac5hAgYD9Yb/datuOXavVHMOJKaanXFlKYKLZHXVPjxobW5uO63wp6OTM/jMjGZ0cHydxsry64jneMx760NMRkQBp7MfHOlfOOuXUvOrt6b+cl3Y+UpnycMLZmdX7yChEKqJgGoe+ns6C2SwOpIxZoo0ELUITwCTGgAEBMdDzgvh5cRqh0FoyduS99GrV+oIqfHgOOo6D8UhOk1S9qoEbxmNWMreIPn3neD/ZtzPGwe7eWn3ZRBShnxZmirDT6b/+zd/gRHoyfPfHP1l+/Wurq2vXb3xyY+fO69de2qivtYdW/VppPBpnspnTXx4aalx6ZU1HmlkGEOgkZlIRIBqQBNQ6gPzFTCpvTrp+/0bQH3VdCm3BxcXLFwVwDaRA3S+VSyiplipB4J+cnizXlu+z2n0OY8B6w3671TYMY31zPWWmEjqTYU9RDAihDivZauxH7VZ7e3M7eu583blHCQQnrZNhf1iuliuFigL17Ic+9PT5aWLGtS/qWW8yvTvNL6V5yps7j0+ayMO9xO7DIg9GfQideACcIXAb0radBiqBA4AqosiX/iiZBkEwk8EoiDTFTIKlwdCMAxnIQIFmamCwtvniSyUr9UhX9kd3AwGAmUaqVIYSLHTz4zcBAaCUShmHSgBlZon/8Q22sqy4cXh6NzGElckfNhoAfGv7As9nGNMAydbqWi7jZTNpZFKFTCqdyaQBIH2+PN0FkDIZjZNZGA+7VqmUqi4hj6Mh67ShfC1vuXzUSUbXG5lUb+175z/52c9rK3WhSUcL2/yRmrmQotXVtZ3dndFolMlmEkoAQKCBAP1hv91sG6axtr6aslPyocPWZ5UdT4yrAwsosh13Mpjo51OXZy0XzN6412ycpr30pUsXOfI5939phA+BiIihqKSTyUj7JFIP/v2LkFYcxzdu3FhfX/c8zzCMOQz7uXS6h5f34DGPpE4Rt8C1hJs3SuACACUQ+jIYKT/0owSjWRKpgBhxxTOWV3vdtTPi/l22j1nE2UERaSAA9sTozfzfDVfUaivpDKyWa3I6BglKSSlMYAJdO/QH3Z7bNhLT3JQzL5lJxzVWvXoSKQAlmE4CJdKCtE6VnN5N7F2/JRzTSrnWan1y3EhVK4NDNo6w/mLOsHn/YDa7d5BJjbQwKcSLb3zr7o1PxZOiJPNw5+bG5s7uju3almER0JzDhGWsbqx6tichefiwEdBCQ4OWIL/4bhGB1pTiaALjKbsP2gAKNYgn3zVzH7OYxbN7R/cAaHNz07VSMcWKnnEp8ZMJkTRnLDjxW3fizlKcHgzCIWbKYmkjrbUEYAhsDq4xhmEY7ezsfvD+B9/7/ve2trYajYZt29lslnMOMDfwF6/W47bwc+s5e7EQ0AAnK5ysKIC1WKskUsCMeY3LM+zGh57xjM7JcyknXO43tJPTaJr2co04ctM8OmwMB72Sa9eW1oLJOIFo81tfC4dJZzBjOkynYiuNaHDHUslMOWkOAAy0t5bRswssYw66qKcYDZi/K51KavWKO3efZp3IZqG7vf7Tn3+QHgwulvKx0Nij3pOnSALEdDJptdqVSvWkcWJaZq22lLY9CcnnogUMWBAE/V7PTaUK+bxcfLoQ5kqTjcxG/v5n/gfv+f7U6LT6//k/W96qGcOzhq6fy5WZB8GUVo3Tk+lkVqvX8pmCpESBfgbI+XQiIjTYMDjZ6YyKJlOkNQFQ3DG2vPL6S9nHxXloMBzYluM4zk/f+ptGo5HESb2+nPOy586fz2QzX5HjF2xHiwgA0mK/Fj1sfp1Wm5+ncJqc/PKAU6hjqXUgAEyTDWbD9qC9Wq2sXdi6/tknVasikE1ldv13rqhIjo5nehKkvSiaMCjly1ueJs0A6ew2YBkTEUMOwgDO8b5PlcSq9fGotKJ37l5v7R2kL1+Js97T+AwAiMhGe//o4KRx8srXXrG5rSBRXyjnnKf8HxwfvPfLd89fvvjKi6/6esoYA2BEGjTkOb/XUX/6P41Ng77xnVSpLKYj+tM/GV5+wfqD3/Fi0oEGwRdqhog4Ggyw2293Wp1cIbdUrQFAQvLLq8kvrAc5G8eNz7rjOjJCAJrfYkGcdMvMJGinbZtlNchUjiHjKuCo0fJIOKATnE4DmUSDSafZbTETDu7tvXT1Jd8P3vj6m4bxazX7ffqsYRHJ/bWYjwCUJBmCCikOIh3FSUAqCKLJyI+Si2/WUCb9JitcKQvBACCJ5fg4HDf8la/lDft+QjKdSYT7f4UHZiQRIPhj2f+0R+OTXirjFErN09Yz+GxOqPHunbvnL55PIGFPWCoChmFooCFMQ+Mi+KA0WchMFH/yb8efXQ9+7+9nXr/qSEpiBBMYAP0P/5/pwZ7+X/9nme0qdpVmCJyBAHPijxvHp4YllpeXbWFHFC8yJH4N0kQMGfPp9FZrnKez/K+zUUkzYQxHk9ZeU2B6qVRI5dNKymiqUTNmK25p8oUOTG6gl7ftfpzJW9LFo/a+MPC1l157JkjyZelz3gnNC6u+8gMe6SFOcJZiSKAR2I0/vXFw9B/ry8tL679Zfa0w938RCYDRHINBAHhWDs9iRA2IQT+MQuVV0qjVR283n81nC1l1eGAIo1avJU82jBjMb1Zc6D6pIc2Y79N/9f/oLa9Y/+gfegxhojRjQPN+AlrnuPhoJ/nj/3786pv23/+Rq4FNlTw9Po7CaHmlnkllnxezeDLdV8YEgLEY3DjspZi2OSOUjDhyUoppTchJq8xJw9HUENRANLgolfPpVEoqKSURMM5IGAYgxaNJ+vY+N0tqSrZbySxX0hsZ13sQXIH7nRofmcj9nKG5DFh8HeF+xuXZZAmI5peqYjzV/jgadwPQuPZy/ivvwwOi+4bivL0gEMDpZz1/MNXjKL2SW762tPBzaZ7udN8feT42OysGm8M0KqQPPzp4PnkGKCN5b/fupRcuS3h2gRgBKqUK3LizL//r/6b/B3+Q+fYrTldJQHgYIgBAqcjjLErwT//t2J/R139D6qRbKJUqpYoC9eskjHxuQoAgJA5ut06FYjbXwLgfZFqdiMjfWEZg2jS8k9Nye1S8dKV/ctBw+XgwaTGwvHSpVLIsS2opY9lvd6Tgm1O/1J/C9hq5XjyZRa1pNGGml8+uVnPr+XRWwEJO4KNnQ6QB9OLkgD/QO4vTQcKF2EJEnA3j7uFkNgu5ScJTUd84/9KS4TxZdf7aBeyagEhzhs/JUk8hmt/GwFArdfdG77n4bN5wZXd3J5PLlkqlp4g0ANAaiKjEjb9+O/jzfz/53/8fCqtVMVSJeEKPwkRSXnA/Ev/y/3zyO7/HfvcHlZiY/DVKlB83f+DIRzfabQhV1gSNKgzqzd5ysT7ptLom9jfqojNcarTqr74+63Zmp6dIZDE8teBY0Xg2MwqFpWo5UfJXP3mrmnK/63jZtY1oOp22WhrAWK6IaiVsDcKBjHxmuV723LpXSvVaE4YYRomZxmlbmDkZR0k4U0ZR0VQ4lpWyrHzZMoRgArgDDNn8jp841KfvHUwmI/dcWdiRRuQMZ01eW65kq3+L/RAe2aKzG5fm9KUfcB/Nvu+An4F/GgCfi88AgAHzZ/7x0fHlS5fix/EZnYVl0owxMP67fz1snkb//J+VhEm+VuJxmp0AUVOWiZ+8M/vxn0/+yX9auLRpD3XEnw3RPxfdt1c58NGnvQ4PkhRnkpzeKB0GVqIy1bpVLg7e/7CRsbQhCp/upre3nHKFC0NpGbRb024nXSzNZpOdXGoYSdMyvEwmm055Ryfss7tuyrHWN4Ulgu4wCn0jlaL6EmkZhTpoD4+bifH6Rto2wRAKA60IGSJDjkzFAbopCBPlA1Mml0bSx3PbmaVzWSXp9NOef3wshnviUg3qayqMEQkEyhGkzELtQob0vGnSHKKDuZaVQayCGFO25Zi/BiM+lBb8pbb6UTzZ930A0FqnUqk5wz2vi6RIZVIZBjgajbxs5nNZQ1qjBsowQYDvfhL8+N/1ti46/8W/qMy0DImewGTAAZjm//f/10Bp+Jf/smKZMNQRfz5b85m0cIc0MWYEB4OOnMmshULAZLSKzMpVwWDMdYc3bieBz1I83lgbAci7h6NPbqQvXshsrrvVmuPlo3DmSapZVqaaGfb7g143nAXJ+rqTy8x++nZ2dye9tpHeXEtrFvWb8rAR9nvG66/zjBtE71WXr7SPjpsnp2ubW14uoxJJBjebnfI46Lljf6lklDhSKGPpSa+6lYl8ffP9E/v05voLy+Nu1s9VMImRAQBDpUQKpp2IAM4suXlvEZR+NGwMVT6lp1NnlljrxSfHBp5JX9qfnXPYZDLZ3d2VUk4mk+l02m63NzY22u327/7u7xYKBYAv5NM+ieawbWWp0m61c9m8pEUbAdJIBGmOCPztj4Of/tXEy4p/9L8tnKuJkYqQPZFtiMhB/n/9v/XWtq1/8gfeQEuf4G+LyWABSRFjhjroH/cnsmqL0UwM+nrq+5JSL9ZkHI52doLRuL9ejZeqFMf+Si3OZu3hiPaOouapmS9kzm1nyuX+zY/F9XsbV68Gkrdq9Z4/Pbx1K10qVP/oD4b39mf3DrzWaXp5Jb19PjhtoGMnpnHzxp3s+csmiulkNur05coqEgBj5M9KgVx57Y1C8/T04HhYzCWZND9wLr1WJYIbHzbNo1+U60W/3ZkywRyLogjnbXIFj/osmRig1YPSDQTQNO301UqO2QakuDFJnhpj+cr896SBFk+bzWZ37twpFAr5fH5lZWV7ezuTybz55puWZcE8PvScehMACMgAceuz2+ubG5ZjKNJasxQnBsY7H09/+ld+Jst++3fT5+t2QDJYmJOPJ60hw9hfvuUf3FL//H+Xa8WJMOFvJUPwwWwJOLLkJDrqdJOyqSJZP+1Us+Xx4d4s9PPr27LfG88mo+3lOF9giZzHnYBx4kIEM2tvnw9nnjDccnXcOslUak6lqoNgZ9ymcj5JZXunzcl4lF+pF3MZ4+4Be+eD4tKKBorqNdra/sUHbzvFfLqQK2fzjLMkThQpEDy737i4eREdk9muv3dwx29OYfvFlXKu7tx4rxcd/WLV5bmXXgs63QFos7qUhIFWChCRkX9snX9lSTj3U4gBESaHnYln87yFoHWonJafXS/RvCPW404Q6Ky/vWZnHvGXLZgnAIpDBZoMd944gy060hE95v4yAHh+eTZ/AiIWisVWs7WxuY5ELufX70U//rOhbcM//Mf5czUeEvVVwpjmj7sv7UFYDiEGWt8w3/3FeKyUY0KsAdnfGpMBEUMhW1G7cRrW0k5/bAwGFjEFkH/tNfr0k/ZPfwLnz00vbcVplyXJWYsEBNKQhIlpyReuMCWTvUP/xsfCtNyXX2ecR+PxCrPFhE66J3hpKz/zOyeNnePTytZG/n/xB+2Pb7phlNs6f/3g7vILF7NB3Prszp1CJl+tF7OewUyZJBjHMo5FKkWTyem4MTLWznu5XN3ZvxeOD96rD09KP/hPgXQ87I7d1Mn1j1arS142p0HKGaYyjnAWl7wAaUAW9GYzJJ43gRQhQwHIn5rjpoGIAdcM8OH7lh8c8ALweOTfvxg9Q8TuzVk49pdeKqZy1tyvhEXH+8dHfr8EnyFiArJUKd660SVNwyn7f/9JbzajH/2Bd23d9kkOlGSMcU6PqPl50JlxhlyDQlDzCYSkz62I737P/S//y+7/8Z8XCwXyNTzhZfhyRESAgo38TrM3WErzyWgpiLO56qTXUTqeHh5jGKtzW+MXzgE3WCI/v5HImFbw/y/uTWNsy67zsLX2PvOdx7q3btWt+dWb+/XAnkg2KVJqThJlw5BgIHZgw7ACywYS2ECMIPkdQI4BxZCQ2E5sQJHixIoDBxIl0eIgmWw2W+zpvddvfjXeqlt3nocz7b1XftyqNzfZr5uU1t8699TZ+6yz99prre/7fAkI7saqn0lH7+413n4rtrQaX1oMRmPygsRkwK/d8WLW0ubm1rVrW+9fnl9eTV06C0KMb14ZIcxHy/HqzqWLL+zXqrd2tnYj8VQqEc9nh+uLB1cur7/2hW692qBY0czNn47X98aH25UV3jPml9DQxWg02d4blEt7u3vpeDyRShNhONHmlhw4ac4kZCDFeDSAxQzATN+diGvBjM7l8VMaASJsXe67uwfZco5FLARTsxUgWFGL2ZxrqBsITziAPdoagQhCkm4oJ2+ehCfHu+hJpREed/SnK5XMFHeS8dS1G+/9/u/Ovf5Lqa9+JjalsC0DzpA/DuoiArQ0JCVcd/uutTAPkRiQAASOOFLq05+yUyn+z/9567/6tfzSMkyV+oSuNiu54TQ8vNUb5zBbbxjDCTejLo2sZMpvdoU36TraeOMMKgD5mJPNmg5xxgcPmpSQS4/iMbm9B3s7Ya8b31jTkrGIN8nGEpN+e7fdilpOIpkbjYb7vU6mWBhbWm5hQavXi/l5VSqV0tlCZfcDt1+XsnvzTjqf09YW99//iyHXTOP8qbNxty9ubdU64XVRbaYToXbnluH5vFhcOLVZWlnjjAsREhFTWiRjnOR5CQHCQFDEYByPwVwEiCAVUyEx4/FJJADUUoZ/+d14eNbJngkmI0nAlH757dts0rN5VJqmbVoB53YirnNdj3DDsUzTiCUZMkWKTmi8UHqSKRmEzNIBgE4Ov0QgkQAewCofZ9EQn8LPiMhkxsQb9yeDcnn+868ngoEKQUwkaRo+cikAAHKmKDjaEYESlTqOQ6GYcSYu76UbGPSkOLNu/Pqv5/71/17/x//NXCwJwSdJDhEgMpyo+vXmaN40uq1ke2A6MadYlDIY7OwRiWbS8ZYXQahZeeQJ99A4kEKpkLF2velP3UyhOD29HqQT0e19ceVaZHklWl4MxxM18VwVJDTz5RdeabZbt/e2D3f2Rr4fy6SdUEk5efM/fXOrXn9+uczPrpYjsb7ZbDTq6WcuVk2DVWPPnk9JCdc/qFvrVGIXh4vL2+32ra1blustZXLpMFTIpCKukddj8WQU2bEOy2yGMBQgH0GKIhpEMgCwHxsWAkAyZrWKp/pHe5FzZ6xYlAIfdcO9uvX8xprOjcHeHkkdo6mg15Sh6AQECmWgcStSOreeWb0vGxUGkmtcdGuTXe4bZkgSdGnFjGjGOAFG0IxBdrYOkhIf2c+ITDTa/Xaj3lxaWko4qc9+Zvwv/qfBy5+37QiqE/5EBcCIEDVQRDIY/+A9d6+xP5yk11aefenl+ntvB9mknssTHdMdaJz1pVxZYH/rb2V+8zdb//S/z3NDfixK9NnayXgAva1GPw7IkbshiNAuzYswnNSOQhG255LBfBGD8MldtESgMb1eV5YtUnFN0v7O7mg4tKNO1jG9dFrFov7Ofnj3lj/oJfKFdkTzFX5qfRM0lklEz2haKZpu5MydnUrLMrqxqGHyM9FYELGkYYLv97rd0mJZyinrxjdW58yoduXNhjc3NZgkydLJZCadDkH1B+Pb1669VKtReRkDH4CLKU8sGXBSf5u5m1QoifEHjk4IIHUeBoo/5mazscZiCHZW9rfuvPP2Xqvz6kufYkyn9ijx2vqk3XRKS1zXomtrELhACCIgKUiE3mC6++YHoE5n1tMzOVjhSeCBFRnsdrre1Hv27DMkWetOYDyXMu3ZYoYERAqGO9VRpRcMwp/sZ0SEwDTU9quVwPM3T51hDPuNSnLUPZ+Q3/125Fd/2exL5BwIgCmFzKDxaPru9bDVsexo8uy5yWRkBWJ0sJfaOD2qNTGXl/cjONI4dIW4uG5VXo589zuTv/aVyEBK/jQCR/fnkqh7p1M3iEU09EM3nx4Fwh4O/X5vPB72lgoik7nH6PGEcWq63mjE8osUhuNmR+Yy55+9pJQ0DDOUkhMpZrhnNmSyqXYOJq3awcZSbL8hwxtuac5KZ8GKlubnVpOpjVbxxs1ru0d1LZMuzefNfJ4zbTTsAYGdclTH9Ju97+z/4Eztc5P41LAlCQAEKY6pTQuJhFpd3durns7lJpGImPiOFbET+iNxV+D6LKadpNOOy5Skc+EGkIg8nsEgAs3EeCbtt6ODa1cZN2S1ftQ8TDkWRBxx6CnhMeaA76lAICKihpqOmuPE02eymeptL7EMs40rnKJqCa5Eq1kbj7xPvfSc5pjRUImAQs8TLoWuZKSNx8PRdnWhmON5/hP8bNYtLaW8u3s3EnXW1874w064fxhVjlNa//Jr1d/4P2vdL62ZllSACIjMABLT926ISiu1uRldKIXuaA3ALOf0ZNRt99ytA5mOWgvLilxADqAIGAPGAPue4hrdk6l5ekOYKM/1sKiBkAoBudEp5cX71w1D755aVREHHo/6T4rJyDU+GDiRJC4t0+42ERCAbhp4T7gOEUhQAF6xEEYjTNGg1UhsLm83W8aVy048Vlhe1RNJFYbZdOa1Vz97aTC4Vtm+s1vBWru8stipN/KlghwxvcNGuGPJjDvhfEGRf6L7NIvlCTzfyxULlcFg5+a19XMXeiMjnndmubLj9CwiAgVBSJaNDwEsFNrGtD2NwodNIaaika3SRqqUTIPRNflOu70ycnvvvK10gyFjpgGzvW4W0RMBgJoKFtUdczrZ6yXWUwAqMa+NeHzwQaoQk+kyq137wNKtSnUy5z4Tt5AzxYVv6HLY29NjEzsVDcSP3TdnnRrD6bBaOSwWi+lEbtw8YFvt/PIqjzgylIn1woX8jW99c/o3/5rVU5KjEvtV7+aO6cTnvvgFJcLhwb7uRCJr68Fg0LrygQz99Prpaa1HxRxwHWDWJkEJjf9vv9+Z9NXf+7XUBBT/8A7bH2dEGGVzy2n39ihcBASGMiRDH184TQjKtkE8uX2NELhCEsJq943PfTGs16bNo2ChwENBgPf0xQBOsAC+pyWSR4eHMTuiZ7NuMuFtwLDbmV5+L27cyj//HMtklJTxbOZ8s1WKiaqu3bxxI5nLWrG4eRgb051UJvfSz7/8/puH1TvV8npZCDHrv2Ea51yTUsowWNjYaO7ueO+/Mx+/lHrWAbifEkOA0A0UR9Q0oAe+HAJu6MCE8gUzH8NyIgBAPGWwdnxYtslVZJlTQ9NisWA41qOOlogjf0K2A5EA2ajRYsxIQIoUGLaeWdZT5Qu3r3R3VMPMBxDydmWrPDGYNLwgRMZ0JyZ1zYkX0XRA/BjdagIDjXqzflQ9Wl1fSyQSHng8FmWOziMR8gOuJAjz618r3vyzSttDnQEoNb12J7tyNr1+enxU9drt5Oqqnc/3blzv3riux2L588/oUZsYU0LhTPgYUSPtN/5FTwf4R7+WC9UJ3PFj2KzVIRdfPpt0+koqIs5BSGmbZBog5Ic1CXKJkoFC5RZzwXvvuoc7YWGOh+KBs/rsoWgG/0Bdnwz63mhUKJWC6RRDAVJCOjN65VOtQvKwste9cmV0a0sFnuSYLi68+uIrv/rCZxfsqHfLN8zR7d2bF86dr+24YV5E5+IHe/t89mAaG3R6N9673DyqaVwjKYtr672FhR43gkl4/+0TAIB0PTnTgn7gwyEgBAoswxu496580BQoO8GjyqKx0JDkaJwQmL9wLnFqFTQWer6m6Y+nRQgYSAIW2LnovQmZsRaeeSa1YMz53Qgmbb0wnywtjazYn1y+dmswsk6fNTPpweUrQa0W9AZPyhoTzcDDO/s7nu9ubmxyzkMSSIrbcRHR3VYTDY1MLl3hGN75U/6b3/MigIqbzvlNt98c1avR+VK8vDSsHDTffpuQ8heeieYLvcZBl030Z86gaYWSooyNB/jP/lnn+RfM//JX0z3hwzE7w8fNbcyYotJmcbmQ7ggVKOKIUoJCBvhQ0xUAkCJkClGZujMYFQ87du1oaJKfTQHhPb5OnKF8OQPDIK7NHA4ZB4JBr2eY5vGFQjDG7hJ9p9N4f9I9auxuv/EG0/RIsSADGcslTkVPn19duXLnRxvrGzCO7g2rmBJZ4DHH2d/bZwRc1wfdXrNeNy1ztjMKESyVC7Ikt6524X6/GgCAOwrB0R9xJUSUoPS05U5cmOm0PfpqARATCUu4oNnmsFHPZ7M8EtVzeeZEGAdu2w+GLTPEDZICRcoj+1jl/OTzQySE1QupVXvO2yEQnp6Kx2LxZ5+5sFgsgu/JIBARczfwGt3uY7yhRBpqYRBu720l06m5bCF4ALhGEBhLi6MP7tiplNtqj9wellKv//2lf/2/tj//+Sw3FJXm/IN6YePMpFFr7e9rlpU5e14zjVG74VpSP7doG1FFoRAyrfFbu/J3f6/7q7+SfPa00ZbBA8mRj10YQEAQpLQEz6zOqa3WIKdm9cH7YfFMsARAmZo5diO1pueOY8wqLJSzw/HRxG/HE5qUCk8O6EDEkU8mvDcI4xFIJEhI0zJLK0tHB4fj4aiwME8AUghAoOnUHQzk2to0kwz8YHztRvrmtdzFixgvDz22dM7+pcIv0Vi/vnWoL3G7M0jtHCbSyUoue1ipFBdKi2srpaUy1zU52+IJhBTKZ4Vy7MEhgiI0BFhRJEkPrWfISCmTh0jSD2bB1qOzA5BMW4d7ug8U7uxvvPLZaa0WTj2/1UDDCJMZJSxN14FzZGy2jRIykL4AzUo5J252fD8EUIoWzsZwS1WaYwgpkomdTz+jPE+NRqI/8gG33n53Lp54qL55HJBNhofVw/JCOeZE/YdBwkTE0AwO9tV+my/neXEOUE8w9Xv/fpBMsK99OdYHxHrLe+uqFo1HF+adZGbcaU1pwpeKWiyFJAQoJVVW07//jveNPxr+g3+QWshrfSk/rDvtYxkqIobIfGhcaw6TQmna7NFJEem64bmxRi8MPD6ZrqycmrTbnjtNrKxE8nPN771RNcLw0gV0QzjGDXA2naZv3MkVy1Pf3U0ZLJUhUkwB13ir3hwPBoWFeTsaDYOAaxooUkoREgJHDbHdtqu9WPK50os5rgMIfP/Nurs0MdzhfG0YtaLTQcdPRCoRs9nrl0rzmm2JILwHtFFAxlHiuReKaNyfH3/ktUdTbT7yeApwBsWj9jQOupONPrIJzoCDylfXb7a3Bu8vN4fPfu0Xa3/yp1o0oghQ+kY+pySBVDOnZZrOOEfTAAXN28O1X3nlwRvSveKEImRYP2gHdWVPWtzoA4Ku29sHleLqSiLqoJrVA2bwWSKLWe1uq9PtrK+uaZruP4ZER0SA0JgvUiGHuk0UAgRjwNe/GvuXv9X+3M/HGQ9YIY/ZSHpuVaBo1fdwMWVllhRIIl8Q4wQZTf+/vzHe3vb/h/8uxw3qK/VTdTIAIDbrOTZ5fjnr7jW8PKFE7gfxo5aPik2ni4VyoHhgMl+I9Llz3Tt3/MPDSWXfc8e8WBzvmqJmEiMYapKL2GCy8PqrAkb8cDrXGvnN/mg+r6IRFYp8YS4Wjx0dHkZjsZkuMakZHAsBlAoJ87mhN79+Os11hoB7t3vTlGvKab4+jMUSimM8tRJ0u+XDlrlcqhzV5/JZOxpRgQCGyEH02WI6isZxhlYRIWLoTvUoU0+Cyc6uUY4W9HwHolIRIiGAAmKICCglcZMDEd9vX/yFLyjPU9Nu5NxZZhluu5M8fxaEAiKQkqSQrieDQErhVpsmO3aVB48Jo453UBkqJFPiQef63EJWN+akn00WuVWIGN7UCjw15kJJDQEZMgTUUKvUK97UXV9dJ0ZPZHBBQCkUIqKun+RaMZQ0F9NW160///b4F7/sDEBaF851bt7l5XltbZ2hJpXPGIYKYxz8EH/rd/qRKPyT/zrrk/AItJ9GTfNxV5vB+chQx8JKHK2D9mIqG4wnE+W7fpA+f66/ve3ubItBf9xo9CG0FExOrYliSt2QDE0yPEhq2B5avUbj9jB/dj6+vKpVK51OO7tbbS8XlO34EnRTX93YqFer+1vb84sLumkey3cSMB3DuljPz1lJHQD6Nbc6aOurIFu+heiNR5G5uUhp3kim4rTCb17FZHy/2corisZjYRACR3Nq5s87AAqP1XERAQJPyrQ1CyEfjzBiqCtHY54gKRlHUghIDBiAcj1pmWzq+flUlJnF7kGFBbw5dQpzBQino+Gge/kyIuNcY6bBLEvTdO5YZjIpfa2vxCNuFkzEzVuNYG7KbE1NmaoXf/itd7Jr9svPfm7Ysab9yaTf8zJJN1SaxrQwDH0/CHy/1WrF4/H11fWAHlPTPXEyEYqr71/lmnbpuWfuqaZyjkMQr3859q9+u/35n4+CFmLMtl58BhhXJIgCQBZKyHB+50D+3v/Ree3noq+/GulIgewjAmg+lhEQMkbiGBaJSIHvDSaJMxu0v696vf7NG4O9yiim6+2WV8p5y2V34oKh4VRGT/mBPzZ0k7gPIdeOLFlvNN9vJMpL/fGAa9ySKrPf1GNOI50QyYQKw+LCwng0PNjbT2UymVw2DENgFLqQhvTcaoyAlKt29rq8KFXI7GkQnS/5g7GRSCg/YDpDMGKRtDV1jWxmq9UOgyAzlx33w6IZNyLaCVAeEEH5UjFiGj/BID08aIL/7xu384XI7rs1m6nsYk4EYTZr9/v+5uns//ybP/jFX9q49kHb0FnAINwZtq61lovmRT9gup595lnleUqESgrpB2riejT1ttqJ9bL0pA4PVi0BEZr7npf0HIvUQQNNcl6YN/KfvvqnP/p/9/7961/9hXlnRR1sdEzdySr0QNvd3uOc2bZt23YYBKESyPCJgpsIGIRBJpdNp9P39uaZCUlzcba6rv/5t0Zf/0q0S5IzAhKIpIgzRWmu/dGfjd5+a/p3/15uqUCtD4cL/NQMAQAYI8YFgYmKpnOZoO9Nd/cnR9WB8LDVCMrFYHXZdX2pa8wLQOckBDeM8XDUPDrSdaO4UOKmPl6c8+N24qjVvHJZULj8hS9hKOx+30okxrW9SSjIMQNA23GW19dqB4fj4bC0WGYGUwfm6sXjudq91Z/GRrqlGfXuihmNzBV1Z9i/czt36VkiAqLI6tLg5s30QXNxo1Srtaldj0zmC2uzHo37JqZToXG8f3y+bwxw6oZ/9B+uZuai9b3B3/4bl37wg70fvrn38iuL77xT/Ye//qJhqW9/+/bFi+Ur7+0O/Hg+Dp6TTRRNpiMwDlJx2+JkAZ7ghQzNTCTG1QqjVCRzLGZw0vmD03DCo1zfOSgOXTCsxg+/6Xzp0y/9F587enPnu99449OvTz/1C5eaW6PuUV9LBdin/kwtgAHrDDu1em11edUwjA/bN2cyKI/z/HDA8ZD+1W91//F/m5W6whM4U5TzMMB/+zt93YC/87dTwKSriP9M9sqHbQbHG4jKVtvLI4ZEpqE1GombO34pP1lfVWHANB2EIGQAatZvoOn6ZDjqtFqLqyvT4bhRq2Xz2UQ6HRKgCLRWJ7a1H7Gd2Pqmlc1Mq9XAm6rJZOBN+xc2lWkxIXSu9TrdXq+dwNK54tr8qQgANXcmt9pHVplRa1A8OFp85dOAGijV391FlEY0aWezvTu3yPVqXE2Wyoyr9ruTtUL51EsZmnE5A5stI71K20vrLGrDw69gxkISBOLf/PbbsZhmOdGkCJZWUp2+GI8n6+v56TSQUmxs5N98sxKL6qlEprN9pWRQt+W+8qULZtRmOjJNA00HRAgFKUWEStG4tjesMvv0em49SYqCMDAMAxGvv9fpOofL9c7iK69ODw/d/YrHWC3OcXHt6K2qJYNnX1tjjMd47v03trCt2vfei4GG6033K/uL84tONPJECN2H0UlISWmu/d7vD2Jx7etfjnSlRMAMZzcr4t/9bvdzn7d//tPxnhTEZiR2T525OMFDfuQfzpBDo/BgpzVJcyZnfmSANyXTONbmJAK8L6LNNc33vPphdXFlGRAYckmqtn/AGBYXS4hcIJijsb27b/WGkcJCYnNDef74qEpKNcIRaaZXLglNs3Q2HvnagfWp15aYweWYLl+uqmUffX++2Xc8xRIxOxrREnEtme69+964WomvbAS9dhOC4eYG00DUYTNbzi5Z9xo0QClgGPSng8GQlrIPlQEAkBARZ6pcTDEEMpnutwYxwzQS9hPbtb0p3PjR+yt6J5kpDV1XukL4FHgSiayI46ytGhZyk4nJZLq3PWjI+HOXEouxXq9348aNc+fPJRPJ999rBmyn8O614pe+2r1y2UxngONwe3+Q1N2Lp41p9tqf/nBKjde//tmF7Cntfv8aYEihZVnrq2tbW9vLyyu6pT++OH9Yky/nOAL5C1+O/cvfbr32xailKwvM/+sP+3dv+3/376eX8rwtpcZnSamndzKFUkn29EcGqZgUfJb6A0QQARgnTgazBNBDTtY4PFoolxlDKZVkSilR3ljvNup7d3eKpflILBJEnOD8Oa9WU7vVoNeObZ5JbW72727NCYd7QfWwOl1bD6RvDJznX1777vf+ZH6uZAXL/pyrK5ner8WcuL2xwDi2trcne5XCUtmPWc3lEg8noW0Oi/OcQzBWWZbJLllEs/AfccbVCTDqjlQxPlt9708OoAxDKaVmGsBAoCAinwAinLWmWsJU4ridmgDYrFyLyjA1yVMjNk2VlhJaePBO6E6JIfSr42C/Fd2qLVyQdpIpyafvvzcdRHM/9xIAuK47nbrRaET60kefM0CF/auXY6srkbmiAojk8+obf2SH0F/Jn/raxfqV6vf+6Nrmpf6jOq+CpKlZqWSqUWuYYM0Ee4+JmH6Se4SScnG2vm5efXsspf4//kbH9+Cf/pN8Ic/6SmkcPuYyRvSfv/u97//Z9zloP46a/7FfApDGla7LB2jdER6/w4mTNQ+rxeUy2paSxDhnrju3V8OjaqpQWFxZatbqjaOmxhkD5S7Md587P3Ks3tUrnWvXk2trzuICiyX1kJALv4vL2fnt2o1OuxPX55u8ZdiUaPTjrtRTGSMa06PxYTT+ww+uXvv2tzr+1C8vVBLRei7OdVsqaXSd1fXsvTEAABEwZK2dRuBo3H6oNEREHLSrly//4f/zH5pHNR0MAGAMGQjNthT3ISRNY4zN0q6ICJwzhoxxSGXiw74LkxF4Ip5W0aQonuanXkusfTZSfj5pJ5gU6NWOps88Q5sXmM4AABEPKhXGIPQBpUKdUzYbXVuPLC4pGaII0TSTn37FdsPEzUO7fbD4YiFxfu6N719/dIVARB+CbD43HI26ky4QaKgZaBioz+j1AO55Hj3y1pHBFOirX0384R8O/pff6nz1687f+ZX4RAmfZgHZx8nyzxbU9c31U2c26aNo/DzwSwRUEkIfn1iDOb6KiHPu+17j8Ki4sqxLaW3vAFIY+vlWb+3Si6tksavXmGEsbW5Kknt3t4QQJpG0jMHFM7318rDZqL7xfc40H+QwnxIhJqdpJyXee/e958++MhYazwXgKSuUdiHLNEYiID8s5/Kvf+1ray+/kh150UoVEzGwIsAD2dGW5rNGbIYDONHaRlSuP/KnlUmbP4zWQUQJory8/OJnP5NMpeQxPS8y5EIFW/tVCsInjZsBQHYu4QnT98YAWmKeFy8YkTTrT/eqgyv2IrML89HlZbu8gBIRhGZrMINkRiOSSIVScWYOhqpZY6YGQQBE9bff7ly9GrY7Qbdjb24mBr79vTdPZZwXvnT+w/o1UCp5VKnO2psMQzdN07Yty7YM09SZflKGotmZgIhm4Z0vgqP24S//inn2dDbmyLYUn/xciYjlxUUAEPA00rMICoBrZMY1oXMAqZR6NLgkYpwJpWqVw1J5EQGSnWFOaI2dQ9T50vq5UHjMMM6tnKnsVnqFTGFxcToYVvf2k5lMOpuRofQW5oNUIr69X3vju8PT61gsqbtydTUdS+PXvvyL7//gsG79qGzPG5ZZz6fCdjdxrZ577VXkzOaOk4iO9w58xsl3iYCjCCeYkam5pYhS6kHgECrZqnQTp5fGtcrh4eHiwtKDPJgElMvPITABYvYuAEBHbW9/JzOXJXFMkfFghDb7aSTBkUWnw6GZypGvKGSos71bd+r7lfILrpngQCSnY6WYzfXZ0zQbTdd1dWaM3HFohLI3lRPfiCeAFCpSRKLTVb2+dfpUYOi2ppW/8JXW5fdspZ5Q3zTQ3DvYLc4VFopll6ZChO7U9VxvOBy12x0pFDLUDd0yTdtxbMcyDENHnYPW7DUatcbcfGFzOT1VYqJI54+SmXw8Cz8kpffjjIAhSgWV6qEc6tFI1HLsGSGjVIqkVEoxzpVUh5VKYX5es23oD8xa07pw/lQiLT0XI8749i0VBPHl5TUncvvmlf66bkes5fX1o8OD0WhUWlzQlJSOPTh3Cqclz9Cg4a9k5mNFHUAxGQ+ccD1wR4ctWi5oltUt5D0R2pUD1HgkP9fb2lX9QTsVncwVNSGlzlg9snwpBfAA/xQpQDY46EDB9FGW5hfv3rndH/Zi8bgkgYCznIcgMVvkGHIOGkNePdyzLCsZm/MmQTTxBH1FItA1sDOZYa+SWpoxtRAw9eyzzwVra5lMijwPNT0MpQhDZuZmv+p0O8XiPACEPqCSWjyVfu7SeG8/vroejkZASk4nELXU2jrt7yUWFiatJuj68vnH1jOGbOpNppNJeak8USNkqOu6mTBZYjZyEiSDwPdc3/P8QX/QaraUUhpnge9H4tFTm6c0ro1VyBiyxxhzPrZ9PK4NBkBBGItEehB0Gs1QCE3XbMu2oxErYhuWqUJ5uFfJzxdsxxF+gPFYfXUe6vWS42iJxKSyP+526tl4/9rlCOCkmGWoSSkQcXFlud/u7t/dKSzMGVZMa0bnFheVsd9pmJlnLQKJwNs79XUxXn3pM16gfnDjSmR5gTM2XVu9ub9XGgnpBjQct0n2MwkuGRihqBqrhYyd0O5HX0SAzK0PphwwEeNKSEbLyyvb23fXnU3U2IOnNAZcQ90L3Vb9cDQYDPr9lz7zWjia2Mdq3U9GCKeK6e6VLRABIidQQIgkzUhkNulABCRJknECGj137txB5QAAwlCiztidinX6kjscgKnpyWTxtc+Nf/jD5pUrpHG+uFi/csWy7fyrr1DwcJ/jTAlg73CnUCyeKC7j7F/d27MQ0TQty7QZMARUoEISSqntO3eTTlLnuk/+h4FF/3KNFKBU3I5GrbQNUskwdKfTyWTab7fDmuAan0wma5ublmMHvs84IyEhk6uyNt69U1haG+ztdeezYSHX9cNBGErLJHHMXxT4QTyVisScyt5hQcY/9Wrp4E779pUDpgWtu4nFVJwJ3vGn2YQCIs0fJyg4rB2WFpfQ96C8VBsMSgMPIlY/mUHdRCXEmCdFcn7TfoiEC1GMvd5oyjeyBAIRFSnNMIqF+b3d7Y2N0z4FDHH21vzQqxzueVM3nc2snzm9c+uuJEG6Fh6n2Z5QCQVQiVykEdpiPNLiGRASEKXnGdGTAryUUhEoZiaPWz8uX7484zGYhp7SQ92KGJbtjcfdH/4IHUt5vtdr99fL5s4dixuaNxlVqmYylTpz9iE/01AbDPtKqnQq/RCdO8KDibRZklbQfc/Tuba5cfrWrVvxdIL9ZSRhP4ohAiCRkkqEAUgChnYqFc1mgUD6rud6RqdXrx0V5uct2w6DABFJBrH+pHTqbOfmzUbM9HNZzfP39yrD4fDU6U3DtkgqQEDEUIaI+opx/vz5HHewcDpaH+QnR0Fy0eFM37ne9aKsYWX9t256miaXzkc7g+rO7uLamvB9GY8eIlcAEI2gEIqD3rE3LiQB7rEJkgICAd1ahy8lj+nUEBBQUJhKZcaTUbV6UCot+iowmNFs17vNdq6QX15ZBQKGnHE2HY4SiVQQDFUomf6kHmVCx0E9Gh/3RslERingRCQl53zmZxTKgIR0GbPjs1/oui6kBAChmKZcpqDXqCPCYOuunc9mzp3zSAZrC5IxdzgycSGSTjW/+x13b/++n81QU0dH1XJ5ScJPJh578AJB0tSMTCZdrVaXy8sfna39Z2l0D993/DBKUavNRlMKfVpetBwnFosPh4Oj/Uoincrk8zIMiUBEnd7+bs9mbnGRhwKR9drtUbcn1tdMxHsyKgwQMAxCOR6GVsIwDPPlz10iAFSwe2VQ491w35o00yM7GQxN42pbS2TMC+5R9WC+tBiGAUVsBCARoo5hRT+9kjdj7B5wbZbIGFXrKmODoYOS9yrBiOiTv7BQvnPn1nA4iMcTW1u3uaZtnD7NmRZSAAAMaGF56XC/YsWjLGqGvYGZTz/eKDvrnormk8NOJXnWYEqBrhMRasYMXK6kRFKgkJvHG3S73T5z9gwAhAI5CBWxRwsL6E70r3wpEPLwxrWBxTUECkIVdabxuBv4TrvJ93fv670ZaDQaTcuyI05U0tOJiDHEgIJCsTCZTKbe5MO4Rf/SDYEQFCMgMDRne399ChcXVlfsOPbHxND3PScaXVpf81x3f2tbEWmcTzKJLQd7uQyHWW85XHzxhc9++RfsiKPkg58fEXG2Mb271W5cn8iQACicyht/0T5UDT0n9Iy0yoGxHBTyO+dfiJzenJRsXTf02sGBbhokBUliBnoNtpLKJYuWomP0B5FCRK89GBk6S0eB5CO8z4goQC4tr1YPKndv38zksqvLGwpJnHCfE0nLsovz8/tbW3om2h/4JNV9yakH7gNAicVsvzocvffu5PBwUqmI4VizTVAKGFNhoACRyHD02YDL5fLSUhkUBOABKmvoRqqHrN2FVodNJoogKC8qAuRMR6ZJAboevvwiJSPH+TCOPBBBp9NeWFwMPz7HHRbmCtXDqgb6UyRUf1aGAMQZMS4JkHo93XXTays8l3FyeX0yIWSIKIUkooXlpVQmU9naGXS6NnJIpoCz2VlvBgtQT8juItMkdk3V0267h7cvt4eH6vK7jW6qY+VIeWCUp/ZZd047PP98Zu75aOGFYinw58wIcd6u1TXdRE0GPZ6j7MKZGNFx1xoRALJg6PVHE60YJZKI+HhfhgKlGfrC0lJxYSGZyPjkIT6AFUCUIK2IQwEJYJQ2/P4Q73es37sKAVQ8Y+rReKvd80dDUNIpFZBpsyOIDHwpiZTFoxaAQsRXX3k1mUgKT5JGKnAty4wmk3qlMv2DP4j1+0a9Ye5VNMvuNVtvfOu7jaOaxrgSMuCczRq1RSB2dncXy4uMs8drTR/prSKGFKbTaaVUf9DTngbp/jMzVIqIm0atudoer158TiFQIMxkxlEAQtzbUQM/iCXiy+tro+HwYG8flWSc//hPRSGRMHvvSVb2rRUcxCd/9vY7otS3olwGChioEGWAYahECKA00ep1ZOib2nxp3vf8XquJSnMGkVMXU+oBlidEkKEcdTqwkJzl+p48MEAFwo5EzIjzYeuCAqWQAIgS9rDnETwBf08KGYKZzIpUKbBMM52KzC+QFLP/IYSURIyRpvPZaUKRAgARKKU0a+pxzQg9P/X8c+Vf/rokRFLmH38bQo9pWiKdNG2blFCGNv25zzAd9enU3d3bK82XotHYLCvzdG/z3uARBcjSQqlWO2KAf9VLGgEAYwRMSkMzc3mjsMgIwn7XbTWs4Rg87x5vDCIKIRSq8sqqHY3t3d0eDYe6adKjS8As48lIKcvRmz+cvl/5s3G8a211LdlNPRet7x+IQKDGURESGab+Xrf9b/7j79/+i7cqzYNWPoWaHobh/OLi2J34u3j+YoEZcKzcB8dl1/FBK8wmuM6fUCJ7+FkUqhMW3Cf9GQBAIRDTNDBZOPGfcB0iAMTm0zSS4Vyucesu+QEYxgy4I0UAgnEDGZ+ttMclCs8LAvS5Y1u5bNhuW/m8tX4qe/FC4fM/x8+fFa6XyGYufurFZCotpSLdkKat9Qa9Zqu5vLxiGLr4+CIjx6ZIRp2YZdmNRmNurvC4BtlfoiEChVJXPqlkontrP5yMu+O+1Rxkzp62TJ1NXYpEQMrjr5wz4JonwkwmHUvE6/uVyWBYWCgBghT3wzICRipkjja4Kd/8wXfOfnWxOAzW4mnXc3cGXnZp+Whvr7SyhJwrKUmI/Py8FYvVNBbJpzXiiiRXIHU1p62eXSoaJ7E/AYECZDTY7/gxHWOGIvlhi9n9EX6ESZhlzsKIISceROzHCgMIAImFRLeXB10P5grtu7dSS2tEIWOOCMKQQIvGAeDBhkMVErdB3TyqvfOnS//wHwGR6LTbN6/Ldo+iDnccEfgqFMA4SqUfHTCusW6nt76yrhvaR5Ha/MnDQgwgKC2U2u2OkD+FG34SIwCdC84UaHpnIbtla5311W55bn/YPcymKBmfbZ2zFYu7gXZwkNmvOtdvMVKLG+u6aeze2XInU8Mw7i9rRKAhDu3v/8cfJi9Y5zZOzQVkr63Z8Xix2Y1OxtmV5erePknJOBdSZuYyaxsbkZUVIiAQjBBNCOq4ksolSzbdAyETIGODSs/TJeXioJ7MMfOUhuyYZF/xmO6L493wsWkiI6qx4STYqXBLd3Xz8Pt/3to/qN6+Pel01FHNPMZt319cg5BICMeM2GsbMhQIyHQ97Hb9bod6Pf3KNabpiIAozXY7tvmMs36Gra2uAgf1VCXqH2tEpGtGKp0+OjwywPgr3D0RMAhZEHIkKeJJTMa5kv5CcVieF/kMcQ4zeCZDZejOzu7ZSHbz7HOluXns9UMSubl8abncrNVrB1WNa4wdqyM4PHbtG7dH+uGnv/BSaDm1iFb9T9/0ur1kaanYGdn9fm6pXN2rKCk54zKQYeCpwEciIIaG8pqsZGSLGzEiOJFHVYjoNQcTTdJ8Gkl+bADr8cBphuQQCmgm6oC6rjCk8AkF4tnriazM90b+sHKnN+pNDD4R/thzZSoKytDjsyTt/Wdy3UBxIgRKJrhtEwJqWvL0BTuXSxfLznACSgHjbDQx7Rhl0jKdZiGFHy/w/9BBIoYQFoqF8XQ89aZ/VTkOAiBQaDCY0cdJCVISAEiJSoIfgiQAUowxz7N3DmxgZj6vDLIzOdMLGGEYhLqhr6yvM4b7d7d939d1nWva7lvNWm/vM3/jlYiTVEiuY0+Hg/6V9/VEIl0qFxr9mJLZxdLRXkUqyTQ+0wFUwLgh/KZW0nKrF9IEJ8hLUoDM74+7E1ebjyPJT84gq4A48HF/aFkWBz4LMn3N8sbe8dQ8YAgIIBP5SJhfHm+ujdeXJs9d7BdTnUKu47DhfEHPFwAeOpEEQiH52sRF35fjidfpMtOKrZbNU6fC6TgszilEQuQjV19aIwDeH2g/k62NABFy+dxRtbq+tvFXkrZFIAROQYiGBKUDyuOWNABN029evnLj8tXXXv/59EqZ7+5vJrLm+WcZgpLANGZPPFdKZIwUhRTOleYn43Ft/yCaieewHLa8U18sL5RXQj/QJ2NAhomomUgZ6dTg6DDiROD6Lp1axIXS0V5lfnmJcZQCuKm8prGgZVYupGYJUoCTCmZv2h9PtZUkPSSN8wmHj4NeP1vIz1LuBMQiRtj37VT0kVrnTOPKjnHH464XaoAKAUxbAwhNOwx03XjovgAQEjPCIHzn3cJf/5uTvf1gNAhzuaDf9ydT1PXAicBxFzCh54W7W8Gg+zNZbBAhpDCXyYlQDEYDjh+PmOUTGc2IGV0FLiIHVPeBG0QqncudvXjRtG0mZBhzQq4x3x/e3R7cvO42OlE/YOMJzDZWxCAILNtePrMBPd2/o1a/sLi4sWxu7cW+/8N0d5TcOzRPnQkYG127ooS08/kQlCSwbTs/X6ju70uhdBv9Jl/QsisXUkT35dcBUbpi3O/hfOI+w9TTDPKJYQlH5vrTUITxRFKAmDWLgqOPx4KEeCQbhwBAyDiLxW3pc+QzRgMiBSwM+QAMk997tBlYUUqfpWPh1768Gw46Fsh0ot1oQMTCwGPptPJcjkBKhYXcYOtWIFxvffUp+Laf1jjw4WDYrDdObW7+5R88Z7gMseseVtSkNDENmvFWz7KVXNc45yIMpSImRezuroxHvCDITwMjO9ebDEeFDEWck1QDEiggpt9MiGSgysPkfndtcQmBdRr10LTlZMzSqfDGzUgsomzrMJck21JCaLrmj9xW7yhtLJWtwsr5R1YyhCC8e/W2c3rJiFrqSaKlP94YIQcmUT3Yxjnr7Do82GPI5hcWj2d+hjJs9JNm1Eg6j+HUJSLv193r1aqeD0nM5A9RgIy04888V3oQ/6h8+N4b1/1s37QTXEcOjBNpnPPxhKRSpq4cExQDJQUyYhxAofzofI5Pb4JEMpFs1JrD4SASjz6VFPonNzxRar3wqfz1y+1Rpmc6qI6p7ECEoQjCWUeK0vjgzDoxzhjWBwPJNCiWGQGoewynBJzzHUcYPi0FWn1YcuJGJkt+kNUXmzevQy6vuh3z+WeG127080nlmBiGDFH6ZGWs+KCUk/GV8ylF6l60SgggRKfap6XsUaOyFj0tn4YwdVYnvHnrg1sfXLv00osrS+vBSXCCiEIFo+Fw7fRmCCeJKgQEUrHIuDlKJ51HHBqRA0Asaen7hqIQ7hUgBBrcAIYPbrRKglBqOppM2mOJGAaehsgMgzsW1zQT0FTAdV3TOeeaDiCZjvwn8ex9EkNEBTRXzNdr9c346b+0KO34W0WGQuiMaY52/vncjavYU13dAkBARni8d52I/xGAkARA0TgjQjFbxxAQiBB0gJrOhlyec4Ezlc0d1GrrtYZZyFcvX8FoDDttlsm4lz/obyxQPImBT4hMMbTl5K6+Fi0vP5MgdUx7fjwJgtrbHbnoZJyYO50cHR3Mz5eDp5kiBcpynKXVtVgioU7kaWaLWfWoEovHDW4+dEMi5ugu4/7QN+Pm45PGLYyZdteb6iaQAuRKSdC4DnAc0c0m1nP9aC6WzVmiN9Jtw9O0kECvHsFR02UgvHBKwhWCDJ3p+kTTooZmxGJP9rMPA889rQkSiUSyXq/3h/1oPKbg6crzH9mQZmBaIkCmIQMZqlCpwVS4Rq81NQ2+eSq9e1ML3TDkHpEW8kBiqICTJpErZBw1NSskIgdiJ0uLJNBBjTW9qYdLHqOp/Z3L3sWzg4Xi3d3KWdPYabfe/e6Vv/7Kq7bqaIU8Tn0VlQiAiGQo/9A4lcsXT8WkkpzxIAw5Q845KRwcdWTRAccKaVpaWrp75/Zo1I/EYh8xi4mIEuTy0sra0kYIoTjpr0FkQegNB/31M6cfrUchEBDPWn6zZ8YLT6R/zyad3rCNcaQQiQBCNAwJJ708M3cTngq5tGq1pbEYbG9xQD2XYgdHxty8bscpgjJic+SeFKHvBn3X9Q+mF5ef7GcGGgAQwhMhDE9hiKBAlkql6mF1Mx5/qq3hoxuBYsRn1MY0Cbp7E3/ij/q6QumDkpUJTaxITjiOzkI9qqI6mKB8DU3FIJQBSfQxDCgMEYALfyJYVEqBCMAtEhKiLUfFpcrJ5PWjNBrtSm2cTY8W524e7F46f/aZF56ffnBN+P7IYZSfQyGRM0lS7lun5uYK6xGliCEXUnzzj/8kEot88QtfHFQaI8cy4xYoqRgqUEvlpb3dnY3N0/g0TBAhiRDuk1QeK6VWD1LpjM70x2NiJIWOMQbmjF0etfBh5RAAiGdNtRvxYMpCps8RCrSj9r2/zla1IFDAwGh0VAgRw1h48WUE8nPz4XRMEoLpBI4aYTrFX31Z87zkJOhNwSxmH2OXBAxF+NZbb+ncePGVFz95JUqSjEfjDa3R6/aT6YSkJzDEfgKjGa6JULGpGB2OO0MvyKhpMxnUDGaF4GpalpgV+ECQHUiPlGKokAtDUxMNwBAOZxDhRhId3eIaB+WAlcFJG4kpMKXflh2Y+ku+Xe84vUnmy1+xDvfvbu3RxvqgmNE6w/TOnrD0SSoynsswBahTOCGjEz1/ai6WM2aIEt/33377bcbY6TObo0p/GtXNrElKElMITJG0LDuTyVb2dldWNz767vnIZQxZ4LuT8WhhqRzAEzUFmQKpZc1xe5qIWo+0chOQGWWbazlDh1Zz2graSGDYHAD6vb4TjRiGDgCekjjs2IORtbqB8yU9mQp911mKMUMHZEqKoN3uvHcF33tHrp/2/GkAQtGTdCoQMZVO4U+p9/o4bTtfONyvptLJJ7epf9x7H2vuSiZq/aOON7UDmTcZkjU/NWI+acR0QAQlCQ0CSVznOlIQeoKNyTQFM6bhRBJgyEEqPjUYIPf5sp2b27CVIsawIYaumnDp5UZebHGJoXLSmfT773cMDRaXuxmYDoeGpQ/zeU0B6DLoaslp4tSljOFoMyebTCZvv/2jfn/wymdeTeuJ7qTPs2kiNXOy2RQFFOTzhdF42G4309nsx/i8Z4vZzuFefm4OkcETy6NIjEBGHb81UK7H7If43xGQCDMLFmPYbSvlIwu1Wc3pjR+8sbCw8OyzzwJQ4PoUMVk+y50I2CYw5LpOSu3t709Gk+XFBRQqceH84OpVmcyAHdFN3u8OH3UmAuKcnz97/vzpsydgwE9qilTUiWm61uv2NNR+WoUoIkLk0Hc7NxofHLRaxogskysFQoEpIuvGrcbVy7fecgo6i4fMkqA0IBW9vbtSH633ZPLWPrge13STc8MhI448FUDKD7LT/UpPhZIYSQ+u3aw0pvuG6fRsw23UAFAJkX7m2cVaR9UPmW7768vjYpEhSk36VWNRy59/Ma85jBQxxsbjybe//W1E/NrXfzEpzeawh/NpUuIRufdZXbi8tNJs1gPf+xhFFI58PB15vpfJ5X+cmyJyIEhrk9b0OG390B+PnykaU8CUslTrIASATqebz+Vns+4LjVEo6q3JreuTv3h7eOvGeHtbjoadnf3trW1l22jqiKgchydTOJnImD7qTJ88noACn4KnHeqH2QzLOlecazabx1rgn9gIgCOj1mBnu9+LqTsH1y//4G0RhoBMaTqTgEfd9J1K9sYO/8F7ABwUEgMKwoQTTecKDkBa4dz2gdGok8ZJEkkggSBQ15hnTbp1nwO7eaUWOWMbhtas1ryFfJcr5boKSHoeFuaT7QGELpMEXJFUtB/dnCsunU0qVEg4i7Q0jRuG8cylZ5kreuHUWEzRh0T6BMQ4W1goV/b3OPCnKgYSEQNWPTycL5XUw1ROT/pHSsWdEANQ6gkXztqJgGiKZAWapSbuyLJMqSQAkFACQyMMVK8/ClRvNGx867uj3YPD3/l3c73OpeFw9AffaH/3P/uHR5hMQDxBwUiZTIQfovP6U09ASJLRSAQRR5NRNOLIT5hLI2CIQSs42u0G8yYL4cKl597+/ht//sff/KVf/ZWgsq0f7EVr4xcSaXtlo3d0qK8tBbEoU0RAjDG/29bT6bnTm6LfH+/fvR8NzaaYFNkwHLmwz/p8Yqrpqc70rj+dJGJw7lTlL96KOBEPuTx3OnKI41pTLS+oCemt2Jkz2UjGJEWM3a9/WKb5la98JRyNG7WOvp7/MYrvCChIxOPJYb9fr1cLhdKP1wd/YDZIR73TbelcSybSPzF/RAQMwUfNHwVmwnoMcYcAYJo645wCsKMmUVCaL2UyGQBAYkKGyja1CxfY+qal69hqUG/Is0lDM7122yel6jVo1FU8wYFCEhrjylf/P80xmk9kHFKtAAAAAElFTkSuQmCC'
p18
aV1992
p19
aVEdificio completo
p20
a.(lp0
(lp1
(lp2
VCubierta Planta Segunda
p3
aS'Cubierta'
p4
aV371.24
p5
aF0.7
aI344
aS'Techo'
p6
aV
p7
aVSin patrón
p8
aVPor defecto
p9
a(lp10
VCubierta inclinada
p11
aag7
ag7
aV1
p12
aVEdificio Objeto
p13
aS'aire'
p14
aa(lp15
VCubierta Planta Baja
p16
ag4
aV135.27
p17
aF0.7
aI344
ag6
ag7
ag8
ag9
a(lp18
g11
aaV30.06
p19
aV4.5
p20
aV1
p21
ag13
ag14
aa(lp22
VCubierta Planta Primera
p23
ag4
aV75.15
p24
aF0.7
aI344
ag6
ag7
ag8
ag9
a(lp25
g11
aaV30.06
p26
aV2.5
p27
aV1
p28
ag13
ag14
aa(lp29
VMuro con terreno NORTE
p30
aS'Fachada'
p31
aV91.8
p32
aF2.0
aF200.0
aS''
p33
ag33
aVSin patrón
p34
aVPor defecto
p35
a(lp36
aV30.60
p37
aV3
p38
aV1
p39
aVEdificio Objeto
p40
aS'terreno'
p41
aa(lp42
VMuro con terreno OESTE
p43
aS'Fachada'
p44
aV26.4
p45
aF2.0
aF200.0
ag33
ag33
aVSin patrón
p46
aVPor defecto
p47
a(lp48
aV8.8
p49
aV3
p50
aV1
p51
aVEdificio Objeto
p52
aS'terreno'
p53
aa(lp54
VMuro con terreno ESTE
p55
ag44
aV52.8
p56
aF2.0
aF200.0
ag33
ag33
ag46
ag47
a(lp57
aV17.60
p58
aV3
p59
aV1
p60
ag52
ag53
aa(lp61
VFachada NORTE PB
p62
aS'Fachada'
p63
aV91.8
p64
aF1.58
aF246.1
aVNorte
p65
aVFachada de Piedra
p66
ag8
aVConocidas
p67
a(lp68
I00
ag7
ag7
aaV30.6
p69
aV3
p70
aV1
p71
aVEdificio Objeto
p72
ag14
aa(lp73
VFachada NORTE P1
p74
ag63
aV91.8
p75
aF1.58
aF246.1
ag65
aVFachada de Piedra
p76
ag8
ag67
a(lp77
I00
ag7
ag7
aaV30.60
p78
aV3
p79
aV1
p80
ag72
ag14
aa(lp81
VFachada NORTE P2
p82
ag63
aV21.02
p83
aF1.58
aF246.1
ag65
aVFachada de Piedra
p84
ag8
ag67
a(lp85
I00
ag7
ag7
aag7
ag7
aV1
p86
ag72
ag14
aa(lp87
VFachada SUR PS
p88
ag63
aV91.8
p89
aF1.58
aF246.1
aVSur
p90
aVFachada de Piedra
p91
ag8
ag67
a(lp92
I00
ag7
ag7
aaV30.60
p93
aV3
p94
aV1
p95
ag72
ag14
aa(lp96
VFachada SUR PB
p97
ag63
aV91.8
p98
aF1.58
aF246.1
ag90
aVFachada de Piedra
p99
ag8
ag67
a(lp100
I00
ag7
ag7
aaV30.60
p101
aV3
p102
aV1
p103
ag72
ag14
aa(lp104
VFachada SUR P1
p105
ag63
aV64.26
p106
aF1.58
aF246.1
ag90
aVFachada de Piedra
p107
ag8
ag67
a(lp108
I00
ag7
ag7
aaV30.60
p109
aV2.1
p110
aV1
p111
ag72
ag14
aa(lp112
VFachada SUR P2
p113
ag63
aV34.02
p114
aF1.58
aF246.1
ag90
aVFachada de Piedra
p115
ag8
ag67
a(lp116
I00
ag7
ag7
aag7
ag7
aV1
p117
ag72
ag14
aa(lp118
VFachada ESTE PS
p119
ag63
aV26.40
p120
aF1.58
aF246.1
aVEste
p121
aVFachada de Piedra
p122
ag8
ag67
a(lp123
I00
ag7
ag7
aag7
ag7
aV1
p124
ag72
ag14
aa(lp125
VFachada ESTE PB
p126
ag63
aV52.8
p127
aF1.58
aF246.1
ag121
aVFachada de Piedra
p128
ag8
ag67
a(lp129
I00
ag7
ag7
aaV17.60
p130
aV3
p131
aV1
p132
ag72
ag14
aa(lp133
VFachada ESTE P1
p134
ag63
aV41.25
p135
aF1.58
aF246.1
ag121
aVFachada de Piedra
p136
ag8
ag67
a(lp137
I00
ag7
ag7
aaV13.75
p138
aV3
p139
aV1
p140
ag72
ag14
aa(lp141
VFachada ESTE P2
p142
ag63
aV28.65
p143
aF1.58
aF246.1
ag121
aVFachada de Piedra
p144
ag8
ag67
a(lp145
I00
ag7
ag7
aaV9.55
p146
aV3
p147
aV1
p148
ag72
ag14
aa(lp149
VFachada OESTE PS
p150
ag63
aV52.8
p151
aF1.58
aF246.1
aVOeste
p152
aVFachada de Piedra
p153
ag8
ag67
a(lp154
I00
ag7
ag7
aaV17.60
p155
aV3
p156
aV1
p157
ag72
ag14
aa(lp158
VFachada OESTE PB
p159
ag63
aV52.8
p160
aF1.58
aF246.1
ag152
aVFachada de Piedra
p161
ag8
ag67
a(lp162
I00
ag7
ag7
aaV17.60
p163
aV3
p164
aV1
p165
ag72
ag14
aa(lp166
VFachada OESTE P1
p167
ag63
aV41.25
p168
aF1.58
aF246.1
ag152
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ag8
ag67
a(lp170
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ag7
aaV13.75
p171
aV3
p172
aV1
p173
ag72
ag14
aa(lp174
VFachada OESTE P2
p175
ag63
aV28.65
p176
aF1.58
aF246.1
ag152
aVFachada de Piedra
p177
ag8
ag67
a(lp178
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aaV9.55
p179
aV3
p180
aV1
p181
ag72
ag14
aa(lp182
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p183
aS'Suelo'
p184
aV518.15
p185
aF1.0
aI750
ag184
ag33
aVSin patrón
p186
ag47
aI01
ag7
a(lp187
ag7
ag7
aV1
p188
aVEdificio Objeto
p189
ag53
aa(lp190
VCubierta Planta Segunda Lucanas
p191
ag4
aV79.8
p192
aF0.7
aI344
ag6
ag7
ag8
ag9
a(lp193
g11
aaV4
p194
aV19.95
p195
aV1
p196
ag13
ag14
aaa(lp197
(iEnvolvente.objetosEnvolvente
HuecoConocidas
p198
(dp199
S'elementosProteccionSolar'
p200
(lp201
g33
ag33
ag33
ag33
ag33
ag33
a(lp202
g33
aI0
aI0
aa(lp203
g33
aI0
aI0
aag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp204
g33
ag33
aasS'correctorFSCTE'
p205
F1.0
sS'GvidrioConocido'
p206
V0.48
p207
sS'permeabilidadValor'
p208
V3
p209
sS'tieneProteccionSolar'
p210
I00
sS'descripcion'
p211
VV01 SP1
p212
sS'vidrioSeleccionado'
p213
g7
sS'absortividadValor'
p214
V0.75
p215
sS'tipo'
p216
VHueco
p217
sS'multiplicador'
p218
V4
p219
sS'subgrupo'
p220
g72
sS'cerramientoAsociado'
p221
VFachada SUR P1
p222
sS'Umarco'
p223
F1.3
sS'porcMarco'
p224
V20
p225
sS'__tipo__'
p226
S'HuecoConocidas'
p227
sS'marcoSeleccionado'
p228
g7
sS'correctorFSInvierno'
p229
F1.0
sS'permeabilidadChoice'
p230
VValor conocido
p231
sS'orientacion'
p232
g90
sS'superficie'
p233
V19.3
p234
sS'absortividadPosiciones'
p235
(lp236
I3
aI1
asS'dobleVentana'
p237
I00
sS'longitud'
p238
V2.25
p239
sS'UmarcoConocido'
p240
V1.3
p241
sS'Uvidrio'
p242
F0.7
sS'patronSombras'
p243
VSin patrón
p244
sS'UvidrioConocido'
p245
V0.7
p246
sS'Gvidrio'
p247
F0.48
sS'correctorFSVerano'
p248
F1.0
sS'altura'
p249
V2.145
p250
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p251
(dp252
g200
(lp253
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp254
g33
ag33
aasg205
F1.0
sg206
V0.52
p255
sg208
V3
p256
sg210
I00
sg211
VV02 SPB
p257
sg213
g7
sg214
V0.75
p258
sg216
g217
sg218
V7
p259
sg220
g72
sg221
VFachada SUR PB
p260
sg223
F1.3
sg224
V20
p261
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g90
sg233
V24.41
p262
sg235
(lp263
I3
aI1
asg237
I00
sg238
V2.250
p264
sg240
V1.3
p265
sg242
F0.7
sg243
g244
sg245
V0.7
p266
sg247
F0.52
sg248
F1.0
sg249
V1.550
p267
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p268
(dp269
g200
(lp270
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp271
g33
ag33
aasg205
F1.0
sg206
V0.52
p272
sg208
V3
p273
sg210
I00
sg211
VV03 NP2
p274
sg213
g7
sg214
V0.75
p275
sg216
g217
sg218
V7
p276
sg220
g72
sg221
VFachada NORTE P2
p277
sg223
F1.3
sg224
V20
p278
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g65
sg233
V10.66
p279
sg235
(lp280
I3
aI1
asg237
I00
sg238
V1.050
p281
sg240
V1.3
p282
sg242
F0.7
sg243
g244
sg245
V0.7
p283
sg247
F0.52
sg248
F1.0
sg249
V1.450
p284
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p285
(dp286
g200
(lp287
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp288
g33
ag33
aasg205
F1.0
sg206
V0.52
p289
sg208
V3
p290
sg210
I00
sg211
VV04 OP2
p291
sg213
g7
sg214
V0.75
p292
sg216
g217
sg218
V1
p293
sg220
g72
sg221
VFachada OESTE P2
p294
sg223
F1.3
sg224
V20
p295
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V2.12
p296
sg235
(lp297
I3
aI1
asg237
I00
sg238
V1.455
p298
sg240
V1.3
p299
sg242
F0.7
sg243
g244
sg245
V0.7
p300
sg247
F0.52
sg248
F1.0
sg249
V1.455
p301
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p302
(dp303
g200
(lp304
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp305
g33
ag33
aasg205
F1.0
sg206
V0.52
p306
sg208
V3
p307
sg210
I00
sg211
VV05 SP1
p308
sg213
g7
sg214
V0.75
p309
sg216
g217
sg218
V7
p310
sg220
g72
sg221
VFachada SUR P1
p311
sg223
F1.3
sg224
V20
p312
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g90
sg233
V19.53
p313
sg235
(lp314
I3
aI1
asg237
I00
sg238
V2.250
p315
sg240
V1.3
p316
sg242
F0.7
sg243
g244
sg245
V0.7
p317
sg247
F0.52
sg248
F1.0
sg249
V1.240
p318
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p319
(dp320
g200
(lp321
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp322
g33
ag33
aasg205
F1.0
sg206
V0.52
p323
sg208
V3
p324
sg210
I00
sg211
VV06 EP2
p325
sg213
g7
sg214
V0.75
p326
sg216
g217
sg218
V1
p327
sg220
g72
sg221
VFachada ESTE P2
p328
sg223
F1.3
sg224
V20
p329
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g121
sg233
V0.98
p330
sg235
(lp331
I3
aI1
asg237
I00
sg238
V0.850
p332
sg240
V1.3
p333
sg242
F0.7
sg243
g244
sg245
V0.7
p334
sg247
F0.52
sg248
F1.0
sg249
V1.150
p335
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p336
(dp337
g200
(lp338
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp339
g33
ag33
aasg205
F1.0
sg206
V0.48
p340
sg208
V3
p341
sg210
I00
sg211
VV07 SP2
p342
sg213
g7
sg214
V0.75
p343
sg216
g217
sg218
V4
p344
sg220
g72
sg221
VFachada SUR P2
p345
sg223
F1.3
sg224
V20
p346
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g90
sg233
V17.55
p347
sg235
(lp348
I3
aI1
asg237
I00
sg238
V2.250
p349
sg240
V1.3
p350
sg242
F0.7
sg243
g244
sg245
V0.7
p351
sg247
F0.48
sg248
F1.0
sg249
V1.950
p352
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p353
(dp354
g200
(lp355
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp356
g33
ag33
aasg205
F1.0
sg206
V0.52
p357
sg208
V3
p358
sg210
I00
sg211
VV09 EP1
p359
sg213
g7
sg214
V0.75
p360
sg216
g217
sg218
V1
p361
sg220
g72
sg221
VFachada ESTE P1
p362
sg223
F1.3
sg224
V20
p363
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g121
sg233
V1.06
p364
sg235
(lp365
I3
aI1
asg237
I00
sg238
V1.010
p366
sg240
V1.3
p367
sg242
F0.7
sg243
g244
sg245
V0.7
p368
sg247
F0.52
sg248
F1.0
sg249
V1.050
p369
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p370
(dp371
g200
(lp372
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
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a(lp373
g33
ag33
aasg205
F1.0
sg206
V0.48
p374
sg208
V3
p375
sg210
I00
sg211
VV10 OPB
p376
sg213
g7
sg214
V0.75
p377
sg216
g217
sg218
V1
p378
sg220
g72
sg221
VFachada OESTE PB
p379
sg223
F1.3
sg224
V20
p380
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V4.84
p381
sg235
(lp382
I3
aI1
asg237
I00
sg238
V2.250
p383
sg240
V1.3
p384
sg242
F0.7
sg243
g244
sg245
V0.7
p385
sg247
F0.48
sg248
F1.0
sg249
V2.150
p386
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p387
(dp388
g200
(lp389
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp390
g33
ag33
aasg205
F1.0
sg206
V0.52
p391
sg208
V3
p392
sg210
I00
sg211
VV11 OP1
p393
sg213
g7
sg214
V0.75
p394
sg216
g217
sg218
V1
p395
sg220
g72
sg221
VFachada OESTE P1
p396
sg223
F1.3
sg224
V20
p397
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V1.69
p398
sg235
(lp399
I3
aI1
asg237
I00
sg238
V1.350
p400
sg240
V1.3
p401
sg242
F0.7
sg243
g244
sg245
V0.7
p402
sg247
F0.52
sg248
F1.0
sg249
V1.250
p403
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p404
(dp405
g200
(lp406
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp407
g33
ag33
aasg205
F1.0
sg206
V0.52
p408
sg208
V3
p409
sg210
I00
sg211
VV13 SP1
p410
sg213
g7
sg214
V0.75
p411
sg216
g217
sg218
V1
p412
sg220
g72
sg221
VFachada SUR P1
p413
sg223
F1.3
sg224
V20
p414
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g90
sg233
V0.52
p415
sg235
(lp416
I3
aI1
asg237
I00
sg238
V0.450
p417
sg240
V1.3
p418
sg242
F0.7
sg243
g244
sg245
V0.7
p419
sg247
F0.52
sg248
F1.0
sg249
V1.150
p420
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p421
(dp422
g200
(lp423
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp424
g33
ag33
aasg205
F1.0
sg206
V0.52
p425
sg208
V3
p426
sg210
I00
sg211
VV14 NPB
p427
sg213
g7
sg214
V0.75
p428
sg216
g217
sg218
V1
p429
sg220
g72
sg221
VFachada NORTE PB
p430
sg223
F1.3
sg224
V20
p431
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g65
sg233
V0.86
p432
sg235
(lp433
I3
aI1
asg237
I00
sg238
V0.750
p434
sg240
V1.3
p435
sg242
F0.7
sg243
g244
sg245
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p436
sg247
F0.52
sg248
F1.0
sg249
V1.150
p437
sba(iEnvolvente.objetosEnvolvente
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p438
(dp439
g200
(lp440
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
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aI00
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a(lp441
g33
ag33
aasg205
F1.0
sg206
V0.52
p442
sg208
V3
p443
sg210
I00
sg211
VV15 OPB
p444
sg213
g7
sg214
V0.75
p445
sg216
g217
sg218
V1
p446
sg220
g72
sg221
VFachada OESTE PB
p447
sg223
F1.3
sg224
V20
p448
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V1.15
p449
sg235
(lp450
I3
aI1
asg237
I00
sg238
V0.850
p451
sg240
V1.3
p452
sg242
F0.7
sg243
g244
sg245
V0.7
p453
sg247
F0.52
sg248
F1.0
sg249
V1.350
p454
sba(iEnvolvente.objetosEnvolvente
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p455
(dp456
g200
(lp457
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
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aI00
ag33
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ag33
ag33
ag33
aI00
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aI00
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a(lp458
g33
ag33
aasg205
F1.0
sg206
V0.48
p459
sg208
V3
p460
sg210
I00
sg211
VV17 OPB
p461
sg213
g7
sg214
V0.75
p462
sg216
g217
sg218
V1
p463
sg220
g72
sg221
VFachada OESTE PB
p464
sg223
F1.3
sg224
V20
p465
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V2.45
p466
sg235
(lp467
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aI1
asg237
I00
sg238
V1.100
p468
sg240
V1.3
p469
sg242
F0.7
sg243
g244
sg245
V0.7
p470
sg247
F0.48
sg248
F1.0
sg249
V2.225
p471
sba(iEnvolvente.objetosEnvolvente
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p472
(dp473
g200
(lp474
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp475
g33
ag33
aasg205
F1.0
sg206
V0.48
p476
sg208
V3
p477
sg210
I00
sg211
VV18 EP2
p478
sg213
g7
sg214
V0.75
p479
sg216
g217
sg218
V1
p480
sg220
g72
sg221
VFachada ESTE P2
p481
sg223
F1.3
sg224
V20
p482
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g121
sg233
V3.49
p483
sg235
(lp484
I3
aI1
asg237
I00
sg238
V3.530
p485
sg240
V1.3
p486
sg242
F0.7
sg243
g244
sg245
V0.7
p487
sg247
F0.48
sg248
F1.0
sg249
V0.99
p488
sba(iEnvolvente.objetosEnvolvente
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p489
(dp490
g200
(lp491
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
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aI00
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a(lp492
g33
ag33
aasg205
F1.0
sg206
V0.48
p493
sg208
V3
p494
sg210
I00
sg211
VV18 OP2 
p495
sg213
g7
sg214
V0.75
p496
sg216
g217
sg218
V1
p497
sg220
g72
sg221
VFachada OESTE P2
p498
sg223
F1.3
sg224
V20
p499
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V3.49
p500
sg235
(lp501
I3
aI1
asg237
I00
sg238
V3.530
p502
sg240
V1.3
p503
sg242
F0.7
sg243
g244
sg245
V0.7
p504
sg247
F0.48
sg248
F1.0
sg249
V0.99
p505
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p506
(dp507
g200
(lp508
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp509
g33
ag33
aasg205
F1.0
sg206
V0.52
p510
sg208
V3
p511
sg210
I00
sg211
VV04 OP1
p512
sg213
g7
sg214
V0.75
p513
sg216
g217
sg218
V2
p514
sg220
g72
sg221
VFachada OESTE P1
p515
sg223
F1.3
sg224
V20
p516
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V4.23
p517
sg235
(lp518
I3
aI1
asg237
I00
sg238
V1.455
p519
sg240
V1.3
p520
sg242
F0.7
sg243
g244
sg245
V0.7
p521
sg247
F0.52
sg248
F1.0
sg249
V1.455
p522
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p523
(dp524
g200
(lp525
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp526
g33
ag33
aasg205
F1.0
sg206
V0.52
p527
sg208
V3
p528
sg210
I00
sg211
VV04 OPB
p529
sg213
g7
sg214
V0.75
p530
sg216
g217
sg218
V2
p531
sg220
g72
sg221
VFachada OESTE PB
p532
sg223
F1.3
sg224
V20
p533
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V4.23
p534
sg235
(lp535
I3
aI1
asg237
I00
sg238
V1.455
p536
sg240
V1.3
p537
sg242
F0.7
sg243
g244
sg245
V0.7
p538
sg247
F0.52
sg248
F1.0
sg249
V1.455
p539
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p540
(dp541
g200
(lp542
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp543
g33
ag33
aasg205
F1.0
sg206
V0.52
p544
sg208
V3
p545
sg210
I00
sg211
VV04 EP1
p546
sg213
g7
sg214
V0.75
p547
sg216
g217
sg218
V2
p548
sg220
g72
sg221
VFachada ESTE P1
p549
sg223
F1.3
sg224
V20
p550
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g121
sg233
V4.23
p551
sg235
(lp552
I3
aI1
asg237
I00
sg238
V1.455
p553
sg240
V1.3
p554
sg242
F0.7
sg243
g244
sg245
V0.7
p555
sg247
F0.52
sg248
F1.0
sg249
V1.455
p556
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p557
(dp558
g200
(lp559
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp560
g33
ag33
aasg205
F1.0
sg206
V0.52
p561
sg208
V3
p562
sg210
I00
sg211
VV04 NPB
p563
sg213
g7
sg214
V0.75
p564
sg216
g217
sg218
V2
p565
sg220
g72
sg221
VFachada NORTE PB
p566
sg223
F1.3
sg224
V20
p567
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g65
sg233
V4.21
p568
sg235
(lp569
I3
aI1
asg237
I00
sg238
V1.450
p570
sg240
V1.3
p571
sg242
F0.7
sg243
g244
sg245
V0.7
p572
sg247
F0.52
sg248
F1.0
sg249
V1.450
p573
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p574
(dp575
g200
(lp576
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp577
g33
ag33
aasg205
F1.0
sg206
V0.52
p578
sg208
V3
p579
sg210
I00
sg211
VV04 EP2
p580
sg213
g7
sg214
V0.75
p581
sg216
g217
sg218
V1
p582
sg220
g72
sg221
VFachada ESTE P2
p583
sg223
F1.3
sg224
V20
p584
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g121
sg233
V2.12
p585
sg235
(lp586
I3
aI1
asg237
I00
sg238
V1.455
p587
sg240
V1.3
p588
sg242
F0.7
sg243
g244
sg245
V0.7
p589
sg247
F0.52
sg248
F1.0
sg249
V1.455
p590
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p591
(dp592
g200
(lp593
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp594
g33
ag33
aasg205
F1.0
sg206
V0.52
p595
sg208
V3
p596
sg210
I00
sg211
VV11 EP1
p597
sg213
g7
sg214
V0.75
p598
sg216
g217
sg218
V1
p599
sg220
g72
sg221
VFachada ESTE P1
p600
sg223
F1.3
sg224
V20
p601
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g121
sg233
V1.69
p602
sg235
(lp603
I3
aI1
asg237
I00
sg238
V1.350
p604
sg240
V1.3
p605
sg242
F0.7
sg243
g244
sg245
V0.7
p606
sg247
F0.52
sg248
F1.0
sg249
V1.250
p607
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p608
(dp609
g200
(lp610
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp611
g33
ag33
aasg205
F1.0
sg206
V0.52
p612
sg208
V3
p613
sg210
I00
sg211
VV06 EP1
p614
sg213
g7
sg214
V0.75
p615
sg216
g217
sg218
V2
p616
sg220
g72
sg221
VFachada ESTE P1
p617
sg223
F1.3
sg224
V20
p618
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g121
sg233
V1.95
p619
sg235
(lp620
I3
aI1
asg237
I00
sg238
V0.850
p621
sg240
V1.3
p622
sg242
F0.7
sg243
g244
sg245
V0.7
p623
sg247
F0.52
sg248
F1.0
sg249
V1.150
p624
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p625
(dp626
g200
(lp627
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp628
g33
ag33
aasg205
F1.0
sg206
V0.52
p629
sg208
V3
p630
sg210
I00
sg211
VV06 OP1
p631
sg213
g7
sg214
V0.75
p632
sg216
g217
sg218
V2
p633
sg220
g72
sg221
VFachada OESTE P1
p634
sg223
F1.3
sg224
V20
p635
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V1.95
p636
sg235
(lp637
I3
aI1
asg237
I00
sg238
V0.850
p638
sg240
V1.3
p639
sg242
F0.7
sg243
g244
sg245
V0.7
p640
sg247
F0.52
sg248
F1.0
sg249
V1.150
p641
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p642
(dp643
g200
(lp644
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp645
g33
ag33
aasg205
F1.0
sg206
V0.52
p646
sg208
V3
p647
sg210
I00
sg211
VV06 OP2
p648
sg213
g7
sg214
V0.75
p649
sg216
g217
sg218
V1
p650
sg220
g72
sg221
VFachada OESTE P2
p651
sg223
F1.3
sg224
V20
p652
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V0.98
p653
sg235
(lp654
I3
aI1
asg237
I00
sg238
V0.850
p655
sg240
V1.3
p656
sg242
F0.7
sg243
g244
sg245
V0.7
p657
sg247
F0.52
sg248
F1.0
sg249
V1.150
p658
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p659
(dp660
g200
(lp661
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp662
g33
ag33
aasg205
F1.0
sg206
V0.52
p663
sg208
V3
p664
sg210
I00
sg211
VV08 OP2
p665
sg213
g7
sg214
V0.75
p666
sg216
g217
sg218
V1
p667
sg220
g72
sg221
VFachada OESTE P2
p668
sg223
F1.3
sg224
V20
p669
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V1.31
p670
sg235
(lp671
I3
aI1
asg237
I00
sg238
V1.250
p672
sg240
V1.3
p673
sg242
F0.7
sg243
g244
sg245
V0.7
p674
sg247
F0.52
sg248
F1.0
sg249
V1.050
p675
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p676
(dp677
g200
(lp678
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp679
g33
ag33
aasg205
F1.0
sg206
V0.52
p680
sg208
V3
p681
sg210
I00
sg211
VV08 EP2
p682
sg213
g7
sg214
V0.75
p683
sg216
g217
sg218
V1
p684
sg220
g72
sg221
VFachada ESTE P2
p685
sg223
F1.3
sg224
V20
p686
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g121
sg233
V1.31
p687
sg235
(lp688
I3
aI1
asg237
I00
sg238
V1.250
p689
sg240
V1.3
p690
sg242
F0.7
sg243
g244
sg245
V0.7
p691
sg247
F0.52
sg248
F1.0
sg249
V1.050
p692
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p693
(dp694
g200
(lp695
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp696
g33
ag33
aasg205
F1.0
sg206
V0.52
p697
sg208
V3
p698
sg210
I00
sg211
VV08 EP1
p699
sg213
g7
sg214
V0.75
p700
sg216
g217
sg218
V1
p701
sg220
g72
sg221
VFachada ESTE P1
p702
sg223
F1.3
sg224
V20
p703
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g121
sg233
V1.31
p704
sg235
(lp705
I3
aI1
asg237
I00
sg238
V1.250
p706
sg240
V1.3
p707
sg242
F0.7
sg243
g244
sg245
V0.7
p708
sg247
F0.52
sg248
F1.0
sg249
V1.050
p709
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p710
(dp711
g200
(lp712
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp713
g33
ag33
aasg205
F1.0
sg206
V0.52
p714
sg208
V3
p715
sg210
I00
sg211
VV08 0P1
p716
sg213
g7
sg214
V0.75
p717
sg216
g217
sg218
V1
p718
sg220
g72
sg221
VFachada OESTE P1
p719
sg223
F1.3
sg224
V20
p720
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V1.31
p721
sg235
(lp722
I3
aI1
asg237
I00
sg238
V1.250
p723
sg240
V1.3
p724
sg242
F0.7
sg243
g244
sg245
V0.7
p725
sg247
F0.52
sg248
F1.0
sg249
V1.050
p726
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p727
(dp728
g200
(lp729
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp730
g33
ag33
aasg205
F1.0
sg206
V0.52
p731
sg208
V3
p732
sg210
I00
sg211
VV08 0PB
p733
sg213
g7
sg214
V0.75
p734
sg216
g217
sg218
V1
p735
sg220
g72
sg221
VFachada OESTE PB
p736
sg223
F1.3
sg224
V20
p737
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V1.31
p738
sg235
(lp739
I3
aI1
asg237
I00
sg238
V1.250
p740
sg240
V1.3
p741
sg242
F0.7
sg243
g244
sg245
V0.7
p742
sg247
F0.52
sg248
F1.0
sg249
V1.050
p743
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p744
(dp745
g200
(lp746
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp747
g33
ag33
aasg205
F1.0
sg206
V0.52
p748
sg208
V3
p749
sg210
I00
sg211
VV12 OPB
p750
sg213
g7
sg214
V0.75
p751
sg216
g217
sg218
V1
p752
sg220
g72
sg221
VFachada OESTE PB
p753
sg223
F1.3
sg224
V20
p754
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g152
sg233
V1.81
p755
sg235
(lp756
I3
aI1
asg237
I00
sg238
V1.250
p757
sg240
V1.3
p758
sg242
F0.7
sg243
g244
sg245
V0.7
p759
sg247
F0.52
sg248
F1.0
sg249
V1.450
p760
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p761
(dp762
g200
(lp763
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp764
g33
ag33
aasg205
F1.0
sg206
V0.52
p765
sg208
V3
p766
sg210
I00
sg211
VV12 EPB
p767
sg213
g7
sg214
V0.75
p768
sg216
g217
sg218
V1
p769
sg220
g72
sg221
VFachada ESTE PB
p770
sg223
F1.3
sg224
V20
p771
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g121
sg233
V1.81
p772
sg235
(lp773
I3
aI1
asg237
I00
sg238
V1.250
p774
sg240
V1.3
p775
sg242
F0.7
sg243
g244
sg245
V0.7
p776
sg247
F0.52
sg248
F1.0
sg249
V1.450
p777
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p778
(dp779
g200
(lp780
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp781
g33
ag33
aasg205
F1.0
sg206
V0.52
p782
sg208
V3
p783
sg210
I00
sg211
VV12 NPB
p784
sg213
g7
sg214
V0.75
p785
sg216
g217
sg218
V1
p786
sg220
g72
sg221
VFachada NORTE PB
p787
sg223
F1.3
sg224
V20
p788
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g65
sg233
V1.81
p789
sg235
(lp790
I3
aI1
asg237
I00
sg238
V1.250
p791
sg240
V1.3
p792
sg242
F0.7
sg243
g244
sg245
V0.7
p793
sg247
F0.52
sg248
F1.0
sg249
V1.450
p794
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p795
(dp796
g200
(lp797
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp798
g33
ag33
aasg205
F1.0
sg206
V0.48
p799
sg208
V3
p800
sg210
I00
sg211
VV17  EPB 
p801
sg213
g7
sg214
V0.75
p802
sg216
g217
sg218
V1
p803
sg220
g72
sg221
VFachada ESTE PB
p804
sg223
F1.3
sg224
V20
p805
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g121
sg233
V2.45
p806
sg235
(lp807
I3
aI1
asg237
I00
sg238
V1.100
p808
sg240
V1.3
p809
sg242
F0.7
sg243
g244
sg245
V0.7
p810
sg247
F0.48
sg248
F1.0
sg249
V2.225
p811
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p812
(dp813
g200
(lp814
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp815
g33
ag33
aasg205
F1.0
sg206
V0.52
p816
sg208
V3
p817
sg210
I00
sg211
VV04 SP1
p818
sg213
g7
sg214
V0.75
p819
sg216
g217
sg218
V2
p820
sg220
g72
sg221
VFachada SUR P1
p821
sg223
F1.3
sg224
V20
p822
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g90
sg233
V4.21
p823
sg235
(lp824
I3
aI1
asg237
I00
sg238
V1.450
p825
sg240
V1.3
p826
sg242
F0.7
sg243
g244
sg245
V0.7
p827
sg247
F0.52
sg248
F1.0
sg249
V1.450
p828
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p829
(dp830
g200
(lp831
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp832
g33
ag33
aasg205
F1.0
sg206
V0.52
p833
sg208
V3
p834
sg210
I00
sg211
VV04 NP1
p835
sg213
g7
sg214
V0.75
p836
sg216
g217
sg218
V7
p837
sg220
g72
sg221
VFachada NORTE P1
p838
sg223
F1.3
sg224
V20
p839
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g65
sg233
V14.72
p840
sg235
(lp841
I3
aI1
asg237
I00
sg238
V1.450
p842
sg240
V1.3
p843
sg242
F0.7
sg243
g244
sg245
V0.7
p844
sg247
F0.52
sg248
F1.0
sg249
V1.450
p845
sba(iEnvolvente.objetosEnvolvente
HuecoConocidas
p846
(dp847
g200
(lp848
g33
ag33
ag33
ag33
ag33
ag33
ag202
ag203
ag33
aI00
aI00
ag33
aI00
aI00
ag33
ag33
ag33
aI00
aI00
aI00
aI00
aI00
aI00
aI00
a(lp849
g33
ag33
aasg205
F1.0
sg206
V0.48
p850
sg208
V3
p851
sg210
I00
sg211
VV16 EPB
p852
sg213
g7
sg214
V0.75
p853
sg216
g217
sg218
V1
p854
sg220
g72
sg221
VFachada ESTE PB
p855
sg223
F1.3
sg224
V20
p856
sg226
g227
sg228
g7
sg229
F1.0
sg230
g231
sg232
g121
sg233
V2.68
p857
sg235
(lp858
I3
aI1
asg237
I00
sg238
V1.250
p859
sg240
V1.3
p860
sg242
F0.7
sg243
g244
sg245
V0.7
p861
sg247
F0.48
sg248
F1.0
sg249
V2.140
p862
sbaa(lp863
(lp864
VPT Encuentro de fachada con cubierta-Cubierta Planta Segunda
p865
aVPT
p866
aS'Encuentro de fachada con cubierta'
p867
aF1.04
aF91.91
aS'defecto_fi'
p868
aS'defecto'
p869
ag3
ag13
aa(lp870
VPT Encuentro de fachada con cubierta-Cubierta Planta Baja
p871
ag866
ag867
aF1.04
aF49.93
ag868
ag869
ag16
ag13
aa(lp872
VPT Encuentro de fachada con cubierta-Cubierta Planta Primera
p873
ag866
ag867
aF1.04
aF41.9
ag868
ag869
ag23
ag13
aa(lp874
VPT Pilar integrado en fachada-Fachada NORTE PB
p875
ag866
aS'Pilar integrado en fachada'
p876
aF1.05
aF32.4
ag868
ag869
ag62
ag72
aa(lp877
VPT Pilar en Esquina-Fachada NORTE PB
p878
ag866
aS'Pilar en Esquina'
p879
aF0.78
aF10.8
ag868
ag869
ag62
ag72
aa(lp880
VPT Encuentro de fachada con forjado-Fachada NORTE PB
p881
ag866
aS'Encuentro de fachada con forjado'
p882
aF1.58
aF24.6
ag868
ag869
ag62
ag72
aa(lp883
VPT Pilar integrado en fachada-Fachada NORTE P1
p884
ag866
ag876
aF1.05
aF24.0
ag868
ag869
ag74
ag72
aa(lp885
VPT Pilar en Esquina-Fachada NORTE P1
p886
ag866
ag879
aF0.78
aF3.0
ag868
ag869
ag74
ag72
aa(lp887
VPT Encuentro de fachada con forjado-Fachada NORTE P1
p888
ag866
ag882
aF1.58
aF91.8
ag868
ag869
ag74
ag72
aa(lp889
VPT Pilar integrado en fachada-Fachada NORTE P2
p890
ag866
ag876
aF1.05
aF21.6
ag868
ag869
ag82
ag72
aa(lp891
VPT Pilar en Esquina-Fachada NORTE P2
p892
ag866
ag879
aF0.78
aF10.8
ag868
ag869
ag82
ag72
aa(lp893
VPT Encuentro de fachada con forjado-Fachada NORTE P2
p894
ag866
ag882
aF1.58
aF12.69
ag868
ag869
ag82
ag72
aa(lp895
VPT Pilar integrado en fachada-Fachada SUR PS
p896
ag866
ag876
aF1.05
aF24.0
ag868
ag869
ag88
ag72
aa(lp897
VPT Pilar en Esquina-Fachada SUR PS
p898
ag866
ag879
aF0.78
aF3.0
ag868
ag869
ag88
ag72
aa(lp899
VPT Encuentro de fachada con forjado-Fachada SUR PS
p900
ag866
ag882
aF1.58
aF91.8
ag868
ag869
ag88
ag72
aa(lp901
VPT Pilar integrado en fachada-Fachada SUR PB
p902
ag866
ag876
aF1.05
aF24.0
ag868
ag869
ag97
ag72
aa(lp903
VPT Pilar en Esquina-Fachada SUR PB
p904
ag866
ag879
aF0.78
aF3.0
ag868
ag869
ag97
ag72
aa(lp905
VPT Encuentro de fachada con forjado-Fachada SUR PB
p906
ag866
ag882
aF1.58
aF91.8
ag868
ag869
ag97
ag72
aa(lp907
VPT Pilar integrado en fachada-Fachada SUR P1
p908
ag866
ag876
aF1.05
aF24.0
ag868
ag869
ag105
ag72
aa(lp909
VPT Pilar en Esquina-Fachada SUR P1
p910
ag866
ag879
aF0.78
aF3.0
ag868
ag869
ag105
ag72
aa(lp911
VPT Encuentro de fachada con forjado-Fachada SUR P1
p912
ag866
ag882
aF1.58
aF91.8
ag868
ag869
ag105
ag72
aa(lp913
VPT Pilar integrado en fachada-Fachada SUR P2
p914
ag866
ag876
aF1.05
aF32.4
ag868
ag869
ag113
ag72
aa(lp915
VPT Pilar en Esquina-Fachada SUR P2
p916
ag866
ag879
aF0.78
aF10.8
ag868
ag869
ag113
ag72
aa(lp917
VPT Encuentro de fachada con forjado-Fachada SUR P2
p918
ag866
ag882
aF1.58
aF16.92
ag868
ag869
ag113
ag72
aa(lp919
VPT Pilar integrado en fachada-Fachada ESTE PS
p920
ag866
ag876
aF1.05
aF21.6
ag868
ag869
ag119
ag72
aa(lp921
VPT Pilar en Esquina-Fachada ESTE PS
p922
ag866
ag879
aF0.78
aF10.8
ag868
ag869
ag119
ag72
aa(lp923
VPT Encuentro de fachada con forjado-Fachada ESTE PS
p924
ag866
ag882
aF1.58
aF7.33
ag868
ag869
ag119
ag72
aa(lp925
VPT Pilar integrado en fachada-Fachada ESTE PB
p926
ag866
ag876
aF1.05
aF15.0
ag868
ag869
ag126
ag72
aa(lp927
VPT Pilar en Esquina-Fachada ESTE PB
p928
ag866
ag879
aF0.78
aF3.0
ag868
ag869
ag126
ag72
aa(lp929
VPT Encuentro de fachada con forjado-Fachada ESTE PB
p930
ag866
ag882
aF1.58
aF52.8
ag868
ag869
ag126
ag72
aa(lp931
VPT Pilar integrado en fachada-Fachada ESTE P1
p932
ag866
ag876
aF1.05
aF12.0
ag868
ag869
ag134
ag72
aa(lp933
VPT Pilar en Esquina-Fachada ESTE P1
p934
ag866
ag879
aF0.78
aF3.0
ag868
ag869
ag134
ag72
aa(lp935
VPT Encuentro de fachada con forjado-Fachada ESTE P1
p936
ag866
ag882
aF1.58
aF41.25
ag868
ag869
ag134
ag72
aa(lp937
VPT Pilar integrado en fachada-Fachada ESTE P2
p938
ag866
ag876
aF1.05
aF9.0
ag868
ag869
ag142
ag72
aa(lp939
VPT Pilar en Esquina-Fachada ESTE P2
p940
ag866
ag879
aF0.78
aF3.0
ag868
ag869
ag142
ag72
aa(lp941
VPT Encuentro de fachada con forjado-Fachada ESTE P2
p942
ag866
ag882
aF1.58
aF28.65
ag868
ag869
ag142
ag72
aa(lp943
VPT Pilar integrado en fachada-Fachada OESTE PS
p944
ag866
ag876
aF1.05
aF15.0
ag868
ag869
ag150
ag72
aa(lp945
VPT Pilar en Esquina-Fachada OESTE PS
p946
ag866
ag879
aF0.78
aF3.0
ag868
ag869
ag150
ag72
aa(lp947
VPT Encuentro de fachada con forjado-Fachada OESTE PS
p948
ag866
ag882
aF1.58
aF52.8
ag868
ag869
ag150
ag72
aa(lp949
VPT Pilar integrado en fachada-Fachada OESTE PB
p950
ag866
ag876
aF1.05
aF15.0
ag868
ag869
ag159
ag72
aa(lp951
VPT Pilar en Esquina-Fachada OESTE PB
p952
ag866
ag879
aF0.78
aF3.0
ag868
ag869
ag159
ag72
aa(lp953
VPT Encuentro de fachada con forjado-Fachada OESTE PB
p954
ag866
ag882
aF1.58
aF52.8
ag868
ag869
ag159
ag72
aa(lp955
VPT Pilar integrado en fachada-Fachada OESTE P1
p956
ag866
ag876
aF1.05
aF12.0
ag868
ag869
ag167
ag72
aa(lp957
VPT Pilar en Esquina-Fachada OESTE P1
p958
ag866
ag879
aF0.78
aF3.0
ag868
ag869
ag167
ag72
aa(lp959
VPT Encuentro de fachada con forjado-Fachada OESTE P1
p960
ag866
ag882
aF1.58
aF41.25
ag868
ag869
ag167
ag72
aa(lp961
VPT Pilar integrado en fachada-Fachada OESTE P2
p962
ag866
ag876
aF1.05
aF9.0
ag868
ag869
ag175
ag72
aa(lp963
VPT Pilar en Esquina-Fachada OESTE P2
p964
ag866
ag879
aF0.78
aF3.0
ag868
ag869
ag175
ag72
aa(lp965
VPT Encuentro de fachada con forjado-Fachada OESTE P2
p966
ag866
ag882
aF1.58
aF28.65
ag868
ag869
ag175
ag72
aa(lp967
VPT Encuentro de fachada con solera-Suelo con terreno
p968
ag866
aS'Encuentro de fachada con solera'
p969
aF0.14
aF162.04
ag868
ag869
ag183
ag189
aaa(lp970
a.(lp0
(lp1
a(lp2
a(lp3
a(lp4
a(lp5
(lp6
VC1- VAILLANT ecoTEC plus VM 656/5-5 
p7
aS'mixto2'
p8
a(lp9
F87.6
aF87.6
aS''
p10
aaVCaldera Condensación
p11
aVGLP
p12
a(lp13
(lp14
V331.9
p15
aV20
p16
aa(lp17
V331.9
p18
aV20
p19
aa(lp20
g10
ag10
aaaVEstimado según Instalación
p21
a(lp22
VBien aislada y mantenida
p23
aV93.87
p24
aV0.2
p25
aV58.7
p26
a(lp27
I00
aI00
aI01
aI00
aI00
aI01
aI00
aa(lp28
F1.0
aF0.0
aaa(lp29
I00
aaVEdificio Objeto
p30
aa(lp31
VC2- VAILLANT ecoTEC plus VM 656/5-5
p32
ag8
a(lp33
F87.6
aF87.6
ag10
aag11
ag12
a(lp34
(lp35
V331.9
p36
aV20
p37
aa(lp38
V331.9
p39
aV20
p40
aa(lp41
g10
ag10
aaag21
a(lp42
g23
aV93.87
p43
aV0.2
p44
aV58.7
p45
a(lp46
I00
aI00
aI01
aI00
aI00
aI01
aI00
aa(lp47
F1.0
aF0.0
aaa(lp48
I00
aag30
aa(lp49
VAerotermia 1 - Vaillant aroTHERM plus
p50
aS'mixto2'
p51
a(lp52
V311
p53
aV311
p54
ag10
aaVBomba de Calor
p55
aVElectricidad
p56
a(lp57
(lp58
V248.93
p59
aV15
p60
aa(lp61
V248.93
p62
aV15
p63
aa(lp64
g10
ag10
aaaVConocido (Ensayado/justificado)
p65
a(lp66
V311
p67
aV311
p68
ag10
aa(lp69
I00
aag30
aa(lp70
VAerotermia 2 - Vaillant aroTHERM plus
p71
ag51
a(lp72
V311
p73
aV311
p74
ag10
aag55
ag56
a(lp75
(lp76
V248.93
p77
aV15
p78
aa(lp79
V248.93
p80
aV15
p81
aa(lp82
g10
ag10
aaag65
a(lp83
V311
p84
aV311
p85
ag10
aa(lp86
I00
aag30
aa(lp87
VAerotermia 3 - Vaillant aroTHERM plus
p88
ag51
a(lp89
V311
p90
aV311
p91
ag10
aag55
ag56
a(lp92
(lp93
V248.93
p94
aV15
p95
aa(lp96
V248.93
p97
aV15
p98
aa(lp99
g10
ag10
aaag65
a(lp100
V311
p101
aV311
p102
ag10
aa(lp103
I00
aag30
aa(lp104
VAerotermia 4 - Vaillant aroTHERM plus
p105
ag51
a(lp106
V311
p107
aV311
p108
ag10
aag55
ag56
a(lp109
(lp110
V248.93
p111
aV15
p112
aa(lp113
V248.93
p114
aV15
p115
aa(lp116
g10
ag10
aaag65
a(lp117
V311
p118
aV311
p119
ag10
aa(lp120
I01
aV800
p121
aV80
p122
aV60
p123
aV1.9
p124
aVEstimado
p125
aV0.1
p126
aVPoliuretano Rígido
p127
aV2
p128
aag30
aaa(lp129
a(lp130
a(lp131
(lp132
VIluminación
p133
aS'iluminacion'
p134
aF6351.0
aF1.9135281711358842
ag10
aS'1659.5'
p135
aI01
aVHabitaciones de hoteles,  hostales...
p136
aVConocido(ensayado/justificado)
p137
a(lp138
V6351
p139
aV200
p140
aa(lp141
I00
aV
p142
aaVEdificio Objeto
p143
aaa(lp144
a(lp145
a(lp146
a(lp147
a.(lp0
.(lp0
(lp1
a(lp2
V
p3
ag3
ag3
ag3
ag3
ag3
ag3
ag3
ag3
ag3
aa(lp4
aNa.(lp0
.(lp0
(iLibreriasCE3X.menuCerramientos
composicionCerramiento
p1
(dp2
S'nombre'
p3
S'Fachada de Piedra'
p4
sS'transmitancia'
p5
F2.152704180736521
sS'materiales'
p6
(lp7
(lp8
S'Granito [2500 < d < 2700]'
p9
aV0.02
p10
aV2.8
p11
aV2600
p12
aV1000
p13
aS'arcilla.bmp'
p14
aS'C'
p15
aS'P\xe9treos y suelos'
p16
aI10000
aa(lp17
S'1/2 pie LP m\xe9trico o catal\xe1n 40 mm< G < 60 mm'
p18
aV0.115
p19
aV0.667
p20
aV1140
p21
aV1000
p22
aS'ladrillo.bmp'
p23
ag15
aS'F\xe1bricas de ladrillo'
p24
aI10
aa(lp25
S'C\xe1mara de aire sin ventilar horizontal 2 cm'
p26
aV0.02
p27
aV0.125
p28
aV1.2
p29
aV1000
p30
aS'camara.bmp'
p31
ag15
aS'C\xe1maras de aire'
p32
aI1
aa(lp33
S'Tabique de LH sencillo [40 mm < Espesor < 60 mm]'
p34
aV0.04
p35
aV0.445
p36
aV1000
p37
aV1000
p38
aS'ladrillo.bmp'
p39
ag15
aS'F\xe1bricas de ladrillo'
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