<snapdata remixID="8997607"><project name="im bored" app="Snap! 5.1, http://snap.berkeley.edu" 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pfDxChqy8i+6XS2omUfKN/Bw8K+wtNXxVPbHPJJwDQPc6myCuCrn/NS8ONV+X267bUKMxlN0dhpQCjBTGXYDxbuLIWAnXqPuxtTQhBXKVffeeZCltVfPlTaT0ieI0WkuZGS3XNTR9jiZNsSL+jPJ6BSCVknV0fBJ76szfEWFNegvt3PqzsPoKjMu2Q0lpnoSVWGUinluugByP2p0o8v4CZMCIjgh2ML6ukJOVdlHB2itsN1GQGvh6qCh1LVcS2ja5xgqD6Lyuxez8jje119N2aNPWh+5KH0uQnoqy5HXfzvlouu9fbIg0Qet+D8nKx0JjI3AydcNnwWje7Uafa7TkvTMrWRcc0CE6NBly/5d2Vss9L6Wc+Yglqh1HGww8IVxCtcqCxnqbd9ZxW4CqE1YQpQgYSoy3sZiVuM/RYSvbYWoYRZT/se/fWeHHsqp5KlXDby5bAFRgeeBq9/5cA/diNQ40ywg2j9VbufIV+/QIdYQ58i4Hirtv7Nd8FksoUvu4tSUo9Qbrmzkfaz8DZb4jOIzYwj3+sehppW3i8psiBirG4C9kv2m4LoTpI5oprw2HIvrINmRfIb75HtpPpCJ7oOvLtsfTaYSCvPaWfXILHJr8iiq6N1NwFPTQ8RBS8G1DffgPXwme4efRhUXK34pGy9b7596M2yQO8NeHCDT1gIOLtpGwxUKn7XcUlOV6AZDuEoTxnstjqQ5nMTcaaRQO4IDBYKztFOy2whoba9B1ARKrwACA7eiGngvHRYddW9/ckVdcarqHNN/f5brk//IP34dfkXvdMdDIa5KIn1c2F7dRZnFE+XRA6Q9VopLZCzKkJ7TBw6+XsugV1LQH7meA78oFqvGlY1832zz23WfYunwlGnYnW1daYIfVDFE1uH2THYTQE3iaKx2YKvHmnr6Uhyd9wjQQG8Dm15ph5TLh/DoR59SnLuUdU/3p2+o6Bx6OC3p78srX9QwLfsWAc5u5/26LaREzxLEzip8l8zt9tK9fJ24dmU0w+8eL16A91H3pZegzH+c7blaQLqGjjZyu/qw1DtJPOwERR48yuZ91+0Vv8IM7TYFO7p7Eaw5TaXneOo3biXgmRvIv+FV0amdd2i6wvrTLNNxQUUHAz3v4OGlRTY416mSntvV/XFgCKYOdw7pFLKOciVbmUOqk5z390E9erhMwx9dadW/97mR1/lw6+oYWmonUrj+dir2dHL29Lzvfe9yD5xsPcOz4c/yx+JljHEPYp/KC2VtBtWW/3Ywu1w+3XXPbgJoaaymM3Y4vn1a6Bran/r1h2nekfuj2mUQITxS3EBJzt+4b2kJc+K6OHSuhYbWK/PKu9JCh2vVDPHwpdrXwvCmaznavJdaQwHhTiFEJyeS7Qqm8jJBbf80H5HoJFfufz0SRXQAm7f405n9ABVHLZzJmChVvTw5wPe1pUWm3E7xXBysHkChwoeQtkL26+wHSrCbAKrFl0O8rnEN7USRGkT92iPywZ13SP++TrzU/RYRwhpTBYWn7xF94jEemKHCzazgcHH36QxnBHjRIaqXUU6zcXMI5o7cFygxGVg6+hHmH21ktbcOs8aVliPHLlXF772mVDpw068CSbvFj8JqRxxrwzAW3YPulC95Z5ZgaT/vrvC9GX3PA10OSsZ4zaLQXI3ZdJYwhZu0wz7mOLutAa2MBa7lh3AIihCFYAuG/eXf023ff7ta4OaZjeswnvgNx4+FcfUgDz6/L5ZxYoD/qSlIqeSRIRF8XKGnb+0MPIY0MV7Th1uD/DiUWsYDbWdYuO0YQb/8JUoh+vwhyd1dwW8fD2FdRn/EqQ/HzlRObRzAiaMTaS8dS0HuAxj1Z35Ilpd99qR4CirFOb+PUssh2mzsEZd9oQdv2m0ENJUVM/LVG6g5c5rm4lpxbazqlmbqW45R7ZxOZd1oFJ3e4HqSKYmeXCcmqwJdO2U/0of32b6hnGqxiC5tHm+UbmGyCPWHp8+w1TuKMZHeJB8vIXJQGOO/yCL76hFU7dn+ve3pE+7CvbcGcOOvAqReXby2th6Dc39OHVXjlfoIirNjxA3hU6qzv1sv+r2FfMcDaucQce5vZVLEdD4qfOc7nur5y3YTQPehqXirWvC8M4acX+6jU4zk3ZV0TZvQhCyhttqd8voKimTdU97VyPRoL66P01Iqw0xZy5XrDq2j3zThzBmmmIfZ0YK3OYGC2CP8Zd8+TLpiVB1pvNNegJOYuTB3kNBaQnpzC0pFB0VtF5czTnyJJ6Z78sKDYSRP0BBlUXG6pZOyQjMLI9PY1eAujBDBuFRPor5jDwU7F3VXt1yUT5XU96bI5Rw0fo6f0UiZTMf2SHYTQI8Jwxg320SFqF6K/nGu29ter9uCu88s3N2GoTm3gV9NnMo7GSeI9HZlUR8tN/n74aFUUChIlhbhaLlcejkinSBVPNVOHWxpPMue+gySnbvo0+ZFQmwHY+hLtjmXQO80DvvsZlzsVTQnq1is7CRMVIPv3hHN0mhfEka54h3oRI3CwmFxvvp8j57djUa2H2vGg/vZru2iZb0SP//HMYv6pfTIvZgMZZer2o++Z+xsJsprNoTEElifywnj2R+d10950W4CaDyRg/9M+eB2i25qX+1PacMl3+0UBqtWcxUuylE0+aSz4quDTJkUxhqZNk+2t3KoqZl4P1fuDg0QN0YVgzzcGOHiQz9XNVEuWmbL1DpKE8Kd/ilM9IulzLEEF72aRf1GsCTzbca53EN2cy3rXFIJdZrEF6dfZgJJ7BRncb/IVjzHxrOhpIwkGRF/sS1PLA7tOFXIulelZJi4S24sNdgg8iYvLb71kzCO0qMomI26cy7tgWbqyl4TsMMHl2xbd10MVQaiFYKmfxX+t929u8r4vnzsJoBWjpeICUK6s6OAlh7yyDK1l2BxE9SyCInZkM/+jFpuSI9DKWvB2f0COFlgololv7L5vjY4mkpzC2fbmxnro8VB+HBqxTIzzTOFM6YzKFoDubdkHU7+ZqLNfakzevJGzb8wikmx3dJC2mg/Qud0MEpUGjsdIvDOkOl/8lBqCz5mpLA+7KjU0RXryPJ3Kqkfp0S/zci8pTPx3xVO5SxxR32hGa+4W2QNWIUiSEXB2sWiJeheNdK3hcFBKOqCvYaiaamQXfB52rtvP9PT53YTQK/RfXAIbubcE0U92sZWfQYuQePR+KYJw0Ieu8pbGRo7mRUFX9CoaCNP1momJwtbm6voLxx8Y/zDeCz7LCFeJkZ6xpDbUU6FyYu8LiUNQj03xzIGL7+D6PROqIT0KDTOiaGptZyu8GR3UTwR2RGU+31F/JBIXLIq2eI2CUf3bcSavKmu6hTbsTPH1jYQc9t0tr9UTeONIdQ8X45KMxrluHQaMtfQVPoFLaWHe7RfrJnXCWtCnGYqanMtWa0nery8SxVgNzWMd2URFi/nS9Wp26/VlL6KXnSOXaoYAgYs4uVt6xnt/WuUGkdMli7CfT0IaA2i2LOcmzL2MjLKiU43FeGdgRjFXdTT2cKsPnX8asBAlha9S2ZkA8daGglWTiBLN4t/fuXIQN1wItrfZfBj8vzgpTz9wHM4hoi+bbwQTx7pK6RBOvxFRxhS5kX/GVMoWtWA7/WJWFpG4Zm4kM6oQDrbjQJqSKD24Ovd3gfflaEXXhxR9jyPzneVbzcBNCZ7i/dbyXfVq1uvt9ZnYlKWUGfKFZoPN5wVat7ev5n+tTP5x5RprD/QSMjQJt44XM3YOA2RHiHcziQ+ddqLj5+RCWGjSd+8h6P57cwJ9GCSKRwn2lmpW4uuYiUTJw3mmuuGom/xE8LIaPY8+Qi3/vVOSjSRdP1Zz6S/DaMyX832llpCw8bhV+WA31WDKV6+C/Nu0YGG1eIU5UOr/jgtdb2LTNkvBJ1JDsnd2t8/JDO7TcFz/hBBVYWBur29g8bQl20idOhztJjzcWi04NChpyC6Hx9vyOHhu5N55J0jTEjxIFl2u/chhv/oHVTVh6CoH8lx95VEunmidenLsRqzCNogUd9uFWYHZ9Knu3PkcBalehWnihxlHZfHvJA43iktpz07lyFT/dmc24fgmamEF6exufgjfIbfRVHGbjzMk6ht2UTQ0AdRyO68RZdBzdaX6DT2Tp9YBSVQ/HI8Y8Xfuvj9HyI33fas3UbAfKOJuvW9Sxnb0noYBzE7NbWfFeDAYgwZe2iVhf6fllfx8PxZ+LZG8buAQaz32cqeI2HkueTgFFJMvd6bgrJI/NW1+ASeprPVg8+qGlF3TGXb1qsptVLmjsnn6nmnOJpXzoHdCcT4e8tzxby26zgztWdwfdlI+XgR8Kjfcej5+4kY+zx15i8JCBUYmkZPU8FmXGMTMOu6RyF/pRKS17geN13PgTe+rx52E8D6g3XUClVtbyYrQbnCRY2LJlXUHJtFqXye2cpIB4eEmeu6hJn8S0gtTWe90I04wTL1zazL1gkjVz0OHjWUeORTWRPPvckRfDT4d3wirqXV8nvDnb9hasVItrwn7LKJYYy8uYgKczOVx8NIGS9Aiz9baHtzELElYyhorScs8kkKTz1Gn9+sEpeEd1H2EcVz/yj0p7f2ZnfYyjIKL/ZZXe9O+99spN0EsN+i3vfEMunL6fJoFb+TStxUYzCayrF+95V9opgy4U4yDh6XGCej8E10IPyUjIQumUweX8TybQ7cH3M9s0KHkt2Sx/wjf+WuU3/l+r5aZi715b3lz1OxxQnf/lUkOqlZ9c9ggnfrSX1GLCaPCbP+UwMJej2QE9qXCeIWnAbHoq6dQs3x5fgNvFUiDrig378NfrrJ+puf7RUfa717xtpyJRWwmwBWZXQfSuVKGvr1M6bmClzCYinPeByFWySeEk7ipthZtB5eS7sIX9Dp0+yuGkvsWHFZPC78ylVuLBCqi+MRFoa+8w5zhjiQFNFFvQRDeT+nnvX/qrNlbR4h1hyljm1PfkrTnI2kDbqFipfEDDfRleCcADYsH4x/1SOYrssQ9Z4FZWgIas0YLBFV1H/5vsTfU9Fh/PFooK/b92P+txozfsxr3fKO3TYhanMXteLX0dtJkzoKJ40vSrMfEVofbus/H/eMCnLNRr6oXYmvZg5ZZXtEWOagnvsZ+afLWX26gHeXCcu+mOIqDkZyX9xCRkYHYWyMxUEo5qY82J/qvDgaTvigGCKghD6z8d7aRdH9hQTuG8K5o/uJDHoKB08LVZs+Q3W1i3A0u6No9EKh9sBxgDPtZ0rFOasOY9bJ3u4SDE5m4Y3J6/VyrQXaTQAT5vkIi3vv7fa+7l1n7yDUqaOZ1+AiMVDEdrvzU5n5yskTRfE1vkN5c2QBcaKo/vPOW6nKGcCtc9JlkR7NZokiFe1+HTnGv9FUGMtjJ15iTEq1kKXns+XVI7QsEFq04CaCm3+BLk9P6fhSIvfcRO7glajbRqD3O0DV3lX4h99A/eZ1eAyciMOoRpz1kZhFoW0ynxE9oAWj8F33dtJ6zhMvvx/uY9Id9bTbFKzqjtr/iDwcZXf6u8MGjAn+GM82M1lwcess7mROzOHtsAriN3rje+AVbov5mDuSfPnD2zlMSR5CWfMWLBLq4d5b76DPwPNsWG/LRirz3+EVgkc5MObwA+za+QgsasLl0yS2bJpObO2fpZyjhF49mKgbH6dtrvjA9J1IyYe/wblBopH2y8UlOAit4i60U6/9ES3qhlfs491qq7jdRsAh4pB0uhdHwCBlAPcFLGJBvxv4KKwOnzP5vLzvfrjmHkJkVzv4gAvG3AIqu/JokDXautIXSBOG1s6+9cSnTSbEexCtxf2E+T+ciBgn0qObqCyOxVc4q2PvCCfshUfRpBXTvCgAz7yrOLL9Xnx9ZlOv2yWRmz6GwnSKj/0WP+0NOM9oEAKmPjg1KKn4/CW0C+7CcYQJxWkLbl6DacnNpLOj92YHtVD7GirtMwLaTQDjBriRfajnNyJWwXs29EGmeo0hwjOQT+amE5JXxfFBCYxI9GD7F1uoP/YxnU37OaYIZIz6MPmx1/D7f75Mdu4GNALxb8sfahM+61fWpPOkXJvB4+8sZ9zQRiriHGn9JJ4M7Z9pGO1F58seGG48SoAIrYOnRICa10iE6TmaT70s2MelGHbmojuzH4+gudQ3P0vMrR/gUiNmScFDOny4Fbcn5uJ5ZjgeDsOEd/x4rwiiW8AAWqouz67QDePsJbOwmwBaOWGqSy4Ga16yhj/y4lD1UGZ4TeL16BfZZxTrh6KML/5wD+0H/8w+tSuer9yH0l0IMquVDB8/i9Ih/VHqXSidPpPc1Y9x+ssaQtuP055YSIgwCVjq/S7UpPxcK9Gjmtmz15nOAl9KHD4n/pq5NLxTxblK2dFmR9K8u5TKw5/hYbiNmsbXcL7BiYDUeyQqvRKN30hMxmwiPw3EUelJfXAWbYYq2ge045HXSbM2E41FbMaav2K0GMURXUm7cLv0VFIIv42puaSnsr9svnYTQL3OgsX00zy8vt2yIPH8vy3gFzwS8jCp7omYuww8UvEXxgcP5/Wl0fg05dO1ogTP+fOEFriC7Hi1fNi7ad+2jszCNgLr1shI1UarABQmhedwQNQxR49/QXK/U3ikKNCJDLh0yhQrsTgi+0tUzJah5CxeS8zYWQQUhtPlUAH6WEwSqFsxzYBTZQLG6hyUQ5QocyZTuupp8s8ekU1HIo1dK2DZNbTHlUkwSBFyy0AUkW20aAXWJXHznOfHcrrgQfxrBxIYNJsYj9vQCIy+SZDMHQIm7c5kaWuQiEk9Nxhcrq52E8DuEr6JPgsEszedO0Oe4PbAeznUckDMa7VkirthmboDzcJUdr09H9/n/kS2sGtl13/B2MNnOXCgjIjqZMZJ1KGi1iTcIlOJmelAWbqamJjf0k9gVs11gaIoXoByto61jceJc/HGLfwcugLR2ZXG4T/9VXLz/Kh/u5gTx97D686ptNc3oFwgAnXzPFTHVAxwDmJgwO20jS1A0bcAnxk3i5K7hYQtEXgOuQHPO9ZS9/ERGhckUbP5JRQ+YsKb0kpjRQGq0L643aAkVh1ObeVZ2prqmBO+nD6CZHYQMKlG8HwNAqn6qclewmett91Z8n9I54WoEsWdcCZt4uMxxXMqdR0NMpL5YJT/bRIDLbf5KxIik/jn2P0MMEVzwquWwAnziRZLk7+HmawT2Xjs3kJVYAuFcZ2E+nhQnx8tFonVGEXfNyLtbvYde9VWpXnDn2DNfsFWSZqS8jBfnXjadnxn2le4p51C05Yi0yhknN3FxpPP4KkZiWZEKGUbV6F0DZZIlXdRduRR2zt9H/uUnCfm2I5jn/iIvMfmC+xKIlk+8BeJLPoB7flleKY/i+vqPahnitDHTkTRvo/SADd0ByTu8aBgHCOUeD/nRJbTRmLrZETcGSIBHjUCoq1H7+iFUVAtLoLyyRLbbrU17Oz/kfQ/EajGCo8KdB9AkOsAiUssgfak86wVK5BF+NXe84hyHyjO0x+S4i6bAQm41xRwkpcGfInKx0ScUxzb9ccYlOXCyUlaMpLaGH0wnoP71+EwZBqWCfPEl0PFxoQYmg9vZ4k2ij3ug9H94yMmCvJ5U7TWJnwLw31YX3QAtf9wDDX7cdK/jrfvNTTUfSzrr78TF7SMvvJBD0l/g6dWmvD3MTBnkpmnn72H6qXNwhNTRcdAUeYKP5E25EaaNO/aRCBkrATYOXveq80jYSJly5/AZ+E0Cbz9JfoteZhVEUK5sQ/FfaepV0jk0KV/IPA3NbRsOmWd7/GYm0zDEx+gnbGAtvkmVFleVCtqqbv7JKowFU2rsvHTyZKgOh3N5hiiZO3b2HKQMJ9FFLRkUNKwhii3VFt/WivUJrvrAmOm3Mu0fZFtlbTjn/8JAbQCzxvk12oXcfy6M6RmLfL7qbgNu4lE6uSBowFCaKgEb+cmYXfKwcOjma6QFkYc20l1v0FczQ4ihS4jb0B/ok+JQChf50icJ06eapROR2w5fzE9DIy7bcdfTQlFoTogGcPm4Z5wtlbcOKWAGtgyWNanekGmiAblVJB8IeboWP/MM9R6iRP9qIEMjM5kxZkMtm+WyKATTuMoyOvxuLFSco6aL6AHIV3fJ8cB2udJkoA278lxmPcBTKpO0horWCXn47zexzG30/bOqPLluBY5ICtDEne/i0Wq0mSysPB4ESf3t3Jj0yrRLSo402SU6fg4ba5GxjuGi1OV8OmIT5VLl54wpQBspfIHqWARuRyjiDVyJZEm4VNwkl83rKtHKwbJPlsOKfhb6f/UFKzySMQrZKZNNeE5dCodZY04mbRCNdGMo5cXzRnbJcxrHFGuD2GIGoC6+gRRk6Nw2zufknBB/e402viSXf1zxI+tRrB7XhIC1pX6lbnknjYS+pwQY/5us62L+qy/mXMz3z5//NrdnLvj/NQ88I1bGfNaDW9lbsT9/klyv5PKv34pa0NnJj4azLrbimzvLHgtgtV3FNuOn/qsD4/MPu/5d/8Tobz4WBn93F2Zu1CL31GFRDpqwzHcATfZwIzsHMSo2TmYtk2lfthHrD5WSKiLG3kNBoa1TWR/QwtjNRPRdxSikRG5XvxWvB2d2dCUg1qgZusbD5DVdr4sW+H/43/+TwngpfrSJ2EBzloBFfhNFphVpETMfEWiakZgPlSJs5Bwx83OY8SCKr54VNZQSdVUvidrpulX0/BkDT79x+IyUonhvTa8r2kkLfUo6qJG6tPm0bbBkdwDemE6cGF4xDpqdzZxTDObm7Pr+MW7a/CefA2T6pzJEa+C4qDNNHxcz11Ph3OuopPBn3cwdKyGPUEeuL0/kpGT86kLtFC48hzh/Z0o9umDfnN/hs8qIe9kEJ+dPMiCaytZs7GaG2ZoObPfyJNLQvhoo46igiQ6ZGoIUnZRLFqDX/hLpCjx6tsoessiWYSuFkX3/+VkNwHUOClotlzeH/eHdqzSOwTf5CV4JF1Fh9pAW+lZGnasJnzhbwmK+guOcX6cfCCG4a810fhlqZzr6ThRy4kqUSAbOzBXV+McEU1rRinug0Qx7DyCxs+2CppZRbv3Qm7bcIb3Eq8RNtRgFu0t5KPqSkTscQ5Ko3DKGvKduih4/it8b1aR3NDBlwK4jZ3tRT9jF9sz5cuQ4oY5z4RTpJIAg4KwJifixrhhECvM4vkJ/PV5F2bNP02pzgW/TAm1VXCYBd4RxKsEOePoyVZ9ESuEjrfc3L1AXndZg1tJi+yR7LYGTPVwZ4+ue/VZ5oZyKnc9Y/tVC/OWW1QqfX67Hl3mavLbr6fv0GPE332K7FOVEuzQgUC/KbRscSVhlQPaFbnkeCfS/yoDn4haxC1lIo4e2UK/24J71IPMXLGOZ8pPkjTnHiat/CdPVm21fV5nrX9ldh9W8QCtL+ajb2tG9YmRrCW+otztoL84v2cKpUe9uIDOHx/N6VYNw8oCiH+4mi/vHYzWvYiVFbvQtBqJ6QcJEQPI/jJf4F4drO8zg6cqD/CpTKv7Deen854QkmTZAB5o3tMTWX9vnnYbAe+L9OfvRbLa7+Gk1AYRNGcZjt4eMiW7ERL3JZUmFUEd1XSVNXNsTYkIWRvKAEGDKgQapa4mIjwVN0MdTuKso05OJeqfgngZpCTQ6EzY/uNsVH1JrUR5X+A9Vhb8ARQ3rMYa+d3L+UYUQ0uZGVdD3Z9iMP8uj/HZbmzLrcYQKlstYf8/49RJoLCrVraacfRz5B5xTA9K9xPLRxfBXSFkf9gglG9dssbr4BnZbFh9lXs63e5/H6/X/L2ni7lk/nZTRE/w9xCKi54f9q0OPk0ZX9Fy9hCOmkBU8WkoSg+IKiOEzCUfMfiFuUR7J9A1bi6tQg7UpXWgqamBs2/tJ2nRYjoe+jObQ3wZK5i95rfXs9c5mIQhv+T61kQ+6Kigv9Ca9Q/8LYtmxdC2q5SSTDPqkSF87JHF7j+dwPOPLrz+TB4+MQ5UKLqI3Z3C9D85MOPMMFknKln8yhkmSjSZ5joIr3Ti09M1PF+VzUcN+Rg6u48v55Kf/r8vjvEYxwHD3ss90mP37CaAo+JlkS70FL2VrIJoyJRpRn0Al+T78KAOzbwFNBz2pMpSgu+pN3EV0iBTfTKOjX5MXrgIj3YDmxvqmBW/iOLV/2RnbTaDLBCh8eGVjGdpbymksL2Us01fUR0zmBOnCimWSPDtp70JnzUFnejbflE7AO3kaELr2lEZInBOz6fqMwOHB1UQtjGS6+7wwb9FgWeRG8sdz/LiweJeE7yv+36MJoW9hvNqqq+v9dZ/RW8V9F/luPzXlV650NbgIIqTf9Lc4o1XjFHIrCoElBBOWdf1mPyXEhH0lfj5hlP90gus332Qe/rM4diRzRQPm8B10TeJfdnCNiGStKabfefh53uz7bgq7KSog8yMFXPgxOsbUX6YxcLQh7hH1nBvPrtJon4KLwz5jPLtQ6s2jPQyLUcTTovzu4mySjMVc+uFG9CqEe39pBBdob2S3QTweFGrXdrs0seNlnMShWn3BirfP0DkPUNwiU+WaE0Cs3rvSWL7/pHK13dQec1L3K8L4PXOZyjKWcWD4q65pvA9csOTuSp0IncPe4d1fgrGdxZya8yrJHlOY4KLit3Vy4XZ6mH2iJ6w2fwX0qp+yZB3byHzt0LlkRbCnzYdk7BjRomT58Zdwk+z/HQ1a8TdM7eijT7R9vlWZrTaT29otyl42cIg1gmtbW8nzahwOhsdqfswW7zQ3Gk9epKA6bG01jiLoT+d8uZc2TAII1ZxOW8JcVFapRtJ6iG817oDfUkx13X1I1+/iY+P/U2Iic5wxlhERsOXwm/YTm5jH1qMRzEFZJNQNVmmaD/6Vp3F03MiZyacY1amkaBULV5tRuL6dPHk0XLyLSYyNguUP1qFk6sDB3vJUf+b/b5M0DbrGsVgbodktxFwYKi7HZoLzsESIyjPSNjjglwpbKAp10DZn97nJo0XmSYJW1ATSKjwTa8dV8zVhbJzTjGyrmYr4z1/wz13fsKKtq2caClB66TlOu31aCOux8lZi96cLYK9iucWPElSy03ia/uxEBR1sn3YOIbVvMYNO2J4u39fXPP1DEjUiPBVklXfRkVRO4uXhXCuuB3/INFq2yGluSfYodTzRdptBPT2cWJvVu9tQqzNdQ5R43F1ssQjcZdA2Dni0RZAl1nJ7U4pvL81l/SAiRgaDnMqzsKil1o4dNcUsnYeZ4kmmQPZX5GX+jldFVHccdU6AkPSWZn5kKBQTvJg0mOETFtIV+YJuiYdlbVjCaGBk2k5eJj5T4by2qtJDAnajucxb0pmTuP5LIF0lYutWr7+HlolliIzCiEyColyJvdYKwbRH/Zm8nKSz8Jw3s+lN8u1lmW3ETA91Z1Ef1Wvtle7ZIDQZXTQmlmMl1UQRcW2LCidf4iCebK4aJ56/w3805cyPFPLe3eHEvr2cia1TWJtKpSFOTJu5z2M0fnxbtE/ee+zmfikL2ShzyCeO/kQm7te46yHBH8pvolBFeVM7Pc5leOX8Povi7k55iNydENInDeSvZtziDek0e54vuv1LR1C1etB4fFWmps7mb5E26t9kqiKYYh7cK+W+c3C7CaAqmoFM8WHojeT++AEW3BpVXwsNe9V8PvQITxbfJTfB07irc0vEiCQqupn36R81hxu1YVQKOqT3X2UTCl1ZHp1NF8l5LAlSoeTSs8EAYUmCG3HBi8fATVI2AbZSQ5oOkSa82bytOM4pp9ATPRpZoSWUeF/PeNmqnn2UA0dxxo4tO5NRgb+ToRQQj4MFLLzdfV4xKtoE67o0MG9uzSZ6dUPR0Vob34MF5VlNwHcIvAhg6l7bcEXtexbJ2EvzJI4dCfFjhuN6mQ5N7tFs7FKy5NCxPbnTcv5VcC17GoWkkZjLn4PrODjtBj673TialUVR6+dwoflbxJ42p1RjfHMd0nmaIzArfSb0Qup0MDq48Q6TKI8Yiz7FTGUCofg3HuchZvai83NiQxMPs0Dm1wFXJolbKy7iA/4Fdt3L5cA3F9wynUaotkRzznRE0Y48+nbddz7Qti3at9zpwahMt6t/6jnCvienO22BnRpVLDkNi0frNN9TxV/+m23ASF4zRgpgZo9iRI0XMoxM1XpV+Oy6V0OV+5ghEcaGWYHpmsG8VnjV8QqQwnaWsbxP8YLbq6YgW94MuTOGeKELo5IX32Accw2QVIH4Z4ylLlC9XY6WsjIA/dx6Eg296aL1WTsXF49GsE4YaCfOUrBb9YFY6qpQS9x5fyCb0MfXYV/RwoF29/B7UQn/tdJpM2T50gRT0FBIBLdz5U6YY3QVfW8JeTx4CF8qtdR2CYGbTskuwlg3ylq4t2c+WSbFYrasynkqQU4uvkSua4AjwMVKMYvou5fL+LooBblsYzCXY4oBNbvpR7LON+beL/mdSEu74tffaCgYpVkTC/k7MYCyrMyuSryeWIrJV6csKe6n8jiUJAaxfC+dLlMxWPmVCr+/iE5A125+dinnAkfyhFjfyqr22nSbSby+tfA14HWfYJGbm3FSRTXYhGmfZ+eyJvEkrLxJDpZo0anuAswwZWjn/e8mmqqV39qFSc5IaALeyS7CaBGwhBMivUUq0QXZwqMPdZ231vH4z5wMH3fL6KrpJo4r6to3ZMnnH3zqOlwIN61ryCxPZgo02J1Wy4ZTV8yVtQrVui/oSwfy+hR9M12Jq5sKCXZazBMl5AGrp0SdVJNfvZ7mOqK0IgrwJiPdqAdfI7t+yT82Pj76BSu6fCUADbuqkYZGYJHxBgaDnwquj4/fK+6iXZBtzi7JSEs4YQk3URjfpOEZxhJhbgDlFSYiRTnKG+JoFSY0XMK+wU+aQz1iGOj/iiFwtdoj2Q3AawqNMkaSDYh/p3s298z6hj1yCT8li6SoDHOtOwrYKAmkeMZX+DW1UqhuEImySgX7z6Wxs4mio2n0HW1i2ulkry2szg4ajArxPtNAtMQM0CIzI8QGnIT2v7pZPz1twTOvR6HMC3zq3QEpvjz/oZMRrzxazwVwwnVCqJmeBhZJ2up7nSWr5iJ1vJM4aT2F12QA20FZ1GqtLhHDMNSaaA6awOO1Y3ocnJIjp9LifEIITHOeIumwFhqQtdD/tPTPX3xcfflL8WH7SF7tjLtBscaIOqGZS5aNOkOTL7Fhqrr1k5wEuLx8Jd/S/pZZ/qsqCN16ExWbXqGsR4TiFYl09wljkoNa1lX/6HA2i8PC0u+51Hh8wukwbGOJnUxjnsaGZ4kJJf72si6SjB8QxUUfbCN4UJiabx5mrgJBOGXlcHLz6y5bJuU7v74xC3CO+5aoQJ2wkGfT3PlJgYvvZ2DO99k9K+PgUzVn99TgqFOvgjdnHYkCFODYyxrnZ9nRUZ9N+d+ZdnZTQDDhrozTuvB3b/245obsikv794Fd5/1zzBePj/T/hLai4rx17uR7DYSV4UfL1a/wmHDgSvrIXlKGaQh9E+zCf/XTWK+q6Ha3xH1UKHjvf1JWx53rBtM+alkWocOocMjjKWrf8Hv/1VGpTXy4BUmtd8wAqMewEHWYo6647j41NAcWkTYdRXEaZ14Y+a5K8zpyh4LUbqyd8BiXm2pZo8geA6W2GcNaDc1TOnBFiKT3HjjXzUsXOx7Zb12hU+F/e1+Zm5swKnehwG5rixkBqM95gvocjXX5V//g4TPWqS5slmsJ60UzH4Eg0oIfXcdpq+5Pz5Jo0iKjMJx8HyOyiDqLkwMs1fdYQOT/hDhs5ZhqD3AucPzZA24nM6Iq3ByWkxA+Q20ZA8WF8pOpv2te1UzS/yjeaXqlDjNa+0mfNZ2220E9B4to0qmsI7e58f40RK/bVL3TMN+d8zj74Zx5ElAmr5lFnHe9uRvVe+zo9nqJPnjk3UUTDx2pyin15IQmoHf3SvIXLQefQrcuFbCnirvpeXquWz7Swhp12T9oNHvUrXy8BpHVMADeLl30RZ1Eu3dp6n5aBtHX6u91OM/+Nr2lBGc8XDin0d1+MYXsft497pHXGmF7LYJcRU3RscwZ0LEIOoU4kRTlQQulAX3T0kek0fzcMAozgoDwlRdOF82ZvKrUoFTdQOxT6cENewymnEbE46rh56WY4M5e/BRTCWFuC9cSr/i/VxlPMf6bU3syPjpH2Z7WxHVsj41oyVQPx3joXJcbyuBejON59p/SjfJWtWbIRG+Yh50xhxYIQ7qRkqqf1rf/9gK2U0A22Rn16evgAPEaUfn2Im7RkH2kR+/DvEeOpjHrr6bfhkqIioDuKP4OTbpd//Yfrnkew7iGuk1O4b2mpN0FKfijDshV4ejCvKWEF2fMdjDkbU7Gyjtxg+z2XCYSrGeaN3uJqxgOq7LDmHME8DCT9gZ2yK/ezpJrBMvLBLRc/0xEWw7JbutAV1TvBmWrWB7axsHVzYw79fCEhokrAQ/IoX1S2Fl2q+ZukbBu4fXMD3vLvGC634vMsP+SnFakt2orzP6vK8kulEYbqFdlB46Q2hJG2oBLOw/0f0qpfb2fI6emca+vSvw+PVaRt/5awJGqX9ET4l/sYs18ns/Vuc1ckp1CJfC0UIZ5/qj8uqOl+wmgE6ezgSOC6ZWtP1TfhHMkX/pmLUs6Ae3KTEinj/0X4Bx11nmZD/MB7pNPziPH/KCfmsBpuJSPK4dhanSKI5Gjkzpp6ZEb2LrQf0PyeoHP1um+4Atx2fT+KcU+k2Yiv+PEMJlA4JZfc7Mk5NH8Pm+RiaPDRTArN28c+1HUm4qbhEncHeqA5yJFQzciXRngr0dKRTWVKPhykAK6T4RLJvwEI17T3FT3t+os/S86aq9oJmY5elYdm7Duet2VIvbcT+yjgd+4cODvy4RX5Mrq/sPlr5/v2Cy1JEvu/nQgjuJvDmBRiFwar3C6dg6+k2L1WJJaGXb5z7CulUmZkj4cNuZH1udn/ye3UZAa839jjUKG4GRnYmehH4pxOGyhhp485WpZEapQ9gY/TD/XP+CxPF98yd3xJVmYJbdtalIgg5Ol81TagfDDRJTuJ+S0pJ2yiWOXG+lPSX3cuoPh5gUvx6vPrFXVOzNab54hLuy51N3HK86Rk21mZLDflf0bk89ZDcB1C4ZTl5CIG1n9YwtbWVHYgCW95pIFCqL8OGXX99Yhe8PITMYKOGudjT3/re3RjhbGhqdKHnnWda+sFlYrDrYtaGppz6j78y3rHkH6967hfFpd+AtpO+XS8Mj1MxOC2TDFhV+i0txPZzG2bNtdCTnMamXQbDfrKfdBLB+xX5ONQsj1dKRqOUDrPlHNjkjxT3yAx2jnw75Zh0vOp7lm8g94dO56uxy8cm1gpd6P5mKqnHQWAhauIAZtwyUANaOFJfbR41haC/kk9W/Yaj6MaHyHfCdnfH0jBA+EIKl5KV6Xv6HaM0Nbsy6OZQssYFvWmEfM5y1snZTw1gLN5U1kFLcwPHx/cTYL5HHi6ooTQ2iaH8D0dd6Ub714kX9Q1ETBbypYFnRZ9bX7ZaMZ1pxn6LFdErYEDRZJHfW8dwzwg9tx3Tu3Bai3abh6RtIfdPFZrvnFoSyr0a+7AOcOPym8CCmNKMZqaN8TTiZBRc/29tNsNsI6LN4hthY/RjgIYSSy/dw3QBZHM8YzMHfnRKXRW9iR/qiHfmfqfjlqBnsrT3HWzVXbsPt0c70FsSzVztK3y5ChBjyfyGdrHmLNqE7iQmecKE6I5PUjIhW08fTk9//o5CU65zFm28aH75VQH9hpNWI6it5sc+F53v7wG4CqFv5OSqhzXWYP9UmiL45ZXx8/yaueXGSxPPQ8OUfJPLkU3E4Byh5NeFa3mzMYo+hsLf75zvLa5Zo7+a+1aSq9Xx2oPfXf99VsRLDHlra6kgbdyMBPkqeujuEx60g3GYVz9wzjGUvH6Alw8MmeOELJXJ7goqTK3self5d9bXvFFxYxgTh5MuQcKlN/fpRW1pLUkMZHx3uImFiLP6tDfx68DAe/HSbcK7YBzL+XR3nNV7g/WlGJgqWsF4Qz0fs4FD+XXUzGCWGXXURb931B4pPHRAaYzc+LSinc6e4hXoJJ86UdgxKiW23ayRfndr2Xdn0ynW7jYA+sxfaGljWZqJ5+0E8NmyyjYhn+o2lrVBPyKETDMwcxh+ry+mzpk+vdMYPKaRpfT01La2iszSzuZcjv19JPdf8zZ8tLS+Q79dJyWozxeL43jSzwTbi6de4ij9KMxUm0QNKClxovynYbiOgMec0fkvuFB6VQJqEhfzagDa27chhnPDztQWlil/tFJ5a8xGjpntRUeeDKt2V5l2XB45eyQfTXc+Yai24RDqhFLvvzk97XgH+Q+r96LJgYcLvJKDAiZc2VTH6mkCx2BiJ3hUqZABFLNJO5WTiWZxk06wYLcRI79hvF2w3ONbXHeotC/hmtRcjbr6O0yUNhBw7wYIgBQ/vP8Ety6cKn5QXx1/cTtAd/bDEqsmbbt8d8Nf1tv4fdqI/T3R0MnFg7+siv1mPbx6v/CJWWPXbWPleLbNmB6Cp0PCnj09j9f/4zPUkPuM86O8dy44PjuLWqKFJnLHsmew2An7d6MFeaooaGik5cJjIulzy1d6UpSThkDYG96Nfse3FI1z9lERzFFhSm/hY+C8bjH5bAZ1Ce2vv5CGOQ9EVJjb8D0zBAbJZe2lFDFu+bKbTTaJ5Sr++8GYx7lUSuuEWN1qDLTTpjRJA249D+09JdPZOBqoHUyY8OPZMdhNAn+ELcA3rR2hMCk3+8eJ8c4alg3zZKWEJxvtWcPiT3TB0utjrwtDGhJH3pw8Iko1Ja5sG/7vSMJ7TCxbPfrs364fmLAE6yrLbKLVD5PdvCk2yqKuWvRBBZk47rnoFn71ahddwDTWytDP3dSR/RQ1jKmLILClhqe9c4YHJxGdBJMEpErwnvg3XfhJp6Yx9lhF2E0CrwFl/F1HN5hMHsQpks48IorYviekDObH/GA0ns1g6tZmPntxD6hP3k7tZL16MeopWlhH+9Azh9fNHv1Vo1uyUgiXqe0qgkuN7uh+CdaVNuv25UMYu8uWlv1Ti364UJi8Dg6f78cmLxdzUHMGGI+1gf1gAAAbtSURBVOdHuLQbBlHaRzZ88Z0Y+zqgW13E3Oq57Dj4ud2Ez9pG++FwvtXDuv2rqfVxQadr5939AnN/8Ha+2NfE9nInEU4LbV+8gaOMNuVN/sRcP4+GXbUCi3IkfscfKH9Y/HX3Z30rx54/taIXew9+cHF74sRevkRMlutWNVBuaiF1tA+ZHwixemG7OL532Ea4bRIKw8cSyXTP/rz7+ue2DGpdLOjaz+9+L87RPmd2GwE1YeOF5McbdfxN1CmDaBfz0cJkD46Utdh6oq9rIUd3S+Bnx3N0VJ+hTj0T/5QU9PoQobeQkFWPviG+ub7oD3QReP/dKIPdaD8nui5Dzzlyf/sjihYAgFWBcaoXR0Cr5WL0fRLm4f4A9n7cwGCVMx88XUbKiAiOy4YuONVXWFxdcP2kGrezArU/Xk3fQo0QaZ7Xo1p3wMc6z4qADkY1LZ7yxiJRfwVhKqz7dvN65dxuAmjSF2JukWhG4g1WVJEhjAH+ePe9Cb1rMpY2Yav3m4GD71VUltYw9WoLh788Qph/oSCRT3Hu8yMMeeJ2Kr5S4hHnSqPs8jSTJNTBiCl4jBbmg9MSabwXBDFAuFzcJXpRb0R+twpe6rOhxE/zIlmofDd+1EFsiBcbci3MnhPBh0+dwOtcC+FF4qt8pIZZ3mL/DVXgK2APY4wHjbLR0y5KRzU0kqLcHJkx8lEe0IkfTq7dhM8q4XYTwK+/Xjoh5naXqcLYrqe16hBNlUdoM+oY26eQQ/u2YjHWEZc+k0bHmVSVdDFwYjhtyutQKQWXV/klJWv24TuliqbPtMI8YKarqZPwh18UuheJdOTkgqmi9Ouiuv2/o0R9N1ZZejTyu7dMtaEzvEhbOQDLqU7UFhfWbWjj2tYW3hXbboJEYXJO7INhdAIjVS7s9nMXQRtCsMQdPrnzBIa95xgrTK8nKs7ReawS/cFzEoZCJ3HlNFRbKoUapWcBtN/X6XbTAwZL+FNr6pDwoWGKHDIFZGCNBL5YOJRXHj+vGF0wwYfV23RoxTE7JsaFw4dbGDBeIxwtbdQLs/zApUmUZUzAQdGBImof5uyBeE/tR8Wqd/CeO1ligsTg6BSLftdW6nasEP/e8u/rjx9031mtsEX3vFIE95Vm7iJsqb5LooVDRoC6hg7qBbeXt7qRiU8OZ+uaStINFWQERNLh4MDVuQW8v7HQ5uuRoFaxvb5ZCCe14hNjEMaHdpv+b7XumK3oxQJCWFn/JQrhxk4ZNofyvlJ/tZvtXuUzy6+0et36nN02IRWVz1xoyAKJmnSsy4iba3/cJGhKsDBOWVNuZTsazWEaG08TGJiIrzaG6uxQBosvRObOKvLWZNJnzjoy3xV9V4tKgAv55D3/L6FiC8NSXEHLAbFUDM2lq8NIwm27aW8soalio4yKRVg3PT81ma7QdeBKyrGqRVSRbnhMlihNkRLm65XthJxxJKPSFyFvY1hQOaskHt3oVA3ndGYqSwq4cVQYn0qkJv/7RjEqPMAW+kxbVkVgvo5jWcfR9OvP2SHDRDgH26rgakjCdUcebdn5DD4um5bNf7+SqvXoM3YTwG+2Su3kSJewNLYKOPJYfj4Vlec3EqMSpZOyzuv6goJzqavfZ3stoE6DxbFNKG3N1GZ7EjduGLqTsTjrQwmer6ZOhNMSIsxWnkdpelNJ8CLZ6LzxFprxQ1HrU1GI07fXwlk4JnvRtGYDCgmS3ViwnjZd1jer1WPHqsQgvGam2tapflO75IsRhFK+XEppj6ZDAnW/0czgoYPY8sf9pEfJl8Y3kpyomcxfLUJ2ollwlFWMqy8h+8w5motKUR8+IZs0FZUy+llTsF8sHQ16mvccJf5MF8f/PQJmuCVibM21PeMubf5fSP8TAvjNjvBSXRpb99ryWhaI0Xz1Kh2ZYkj/f3MBrmHbA1xG9OT0RwbDeOB9v/sh6wS/vwAmTsk/DJ+BVyLw2IoDj81gYLgzr5iB20KJ4SfLAYa3u46BEyKboBTDnzkfGLhYjYC3azoy8IpbMHy5AByPdItk+PblHMO7g6sZuDkNgKtmIa4DNRW+AW8++ga8afwvjpslQVUbt4EmA6ehFrxqA13D/e3CdQbBUOB5gkZaDO+Wv2Lgt+BnYOJkYni/+z7D6wnXGSQlbzB8fryN4TrQX6Dl8YLAKndT21cGW+DpEX/e/2c4v+kog77KOYYXh1gYnkNPMJAzEmZY+OAT2HFOwrzACw8hGTUCuFFrxuvbyEEKZwsAT/wabGDA2oCDLSBG3TMwIcA0MNaO2joaApAQGE2AoylhQENgNAEOaPCPWj6aAEfTwICGwGgCHNDgH7V8NAGOpoEBDYHRBDigwT9q+WgCHE0DAxoCowlwQIN/1HIAL9Qvzc+tmgUAAAAASUVORK5CYII=</thumbnail><stage name="Stage" width="480" height="360" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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Lw4PmNg3n6gKSCyLcqQPB+kaO2bIUXYspALOgpgY0cQ/1k+alupK6KkmQpfGp43fuqbAJYkjtTQ20myqNZAIMEUmQ32uW0l9bsBm2gUnsGnMkCSqD1n7KWulIFnqeqtnw9yvzsEV7EU70ND6ODHXx+V+axsRyiGRvZtLIC4BIOAKGiejstYGiS0zx0WdLcQgV7UTdW4nukdygith+6JzpCj4aswGgux7XiMRZFRlNMfvpTte9NMZoKrORCpoTZCXXZ3orteHWwY5eMjz6CZBr06OHB142ETohQgwMDXB6saThcN2sUV1wxY67hk0YMT1qifU03t+7jmBRK1bUxwDGrSyIpjIfhMVFy6J/DEE1wg4JvKN07A/LtmuGS53G1+N9TlVa3yOU9buHNdMRhULjddY+fknA0GVozbaZDr9OM9bcyafOD/iuLE+M7G+t3PBHdcdPSct+2XQytxK9xOLc9ysb0+rB8ailxAzNjcUSh3Y/ZYJ8WWLCPY8PL0kCOD74KmsEXgaK+goXKWj7iwukESidLT0hBbQIUgkQ6aRwxtL40jPvnYlINU1o23bXa8dkkS7WCMOPMa55g/AXFuTLs0lR1E+zum0mZji4MRr+GfmSDEnaWtG329ysmlmz+Dgyv094h2SLDlSqYca+nir54BEJK4UlmH5AZGeJS2ZA7bSEagLm46T2ISofmQ3Gq8oqqvABw1zfOPU0PyeLYx1NIJHjWxIVVBQmSjcv07A4RyFKlkEYjwInHAUIRfFye1wAm6AOsZEgUIUitqYKPz4v5nDfVZW0NK7fNnyRwQZWqDVfzcQSQAYwAO5uPM6Ez2YFSfYmh7S5npb6pfuQ25netEs5BMryvSgc7gJrvIsSMyrBCtyvcUTzGhRhXYTjBOnAcO7oOXzMiT/80jU2rXFn5tqVjbE7/8PvI5EetTu4tfZ78dZRTOO2yHRq1xQcPCmuGandpwYuRLHmHncSRw3jkNiJtqquPJNjC5pBpNtLpoemFPBOMznuNnY1O/u2lZwTz0ka3YsCkuYr+cTdVaGpjHCHehPX0cCPDA8kgwsqMdqpplEs3AhWv7wQsKM7qymAG4FbRWXsjjJCXBZoFqszicRYEZIb/9nZ7309qe3Nn57Joqk8o2NsBpGMIvoSNMqJvo5JDnnynUK24JmzMQSjzHHVTYS0kNdj7V1TXU61OhYbRyw1t1fNHTMTzh4YyLIyqUF9RTJmO4XdcN4vzg3kozcVuRiwY8Cq+fFzOo5jJQ0StEkUJzI4A9qQuJanhSZyK72pO4bWsCHBgHGd7oA+xrcN3OrTLxeGYmp7ro9uGbKIbFSLqwor4UTyQq495EJ6tsDTHZH/1Nc6id6A6iNaKCDHPF5JOAbUJyzv18k0+c+VlRn7VH+kef+7QS4+EsxE2StpolIoQNyz4OoDBqi+1gyOn5pySXwIElwyZQOi84MlV3IczBUsn0oNLe5B2ONDuCRVQ1STUpQ4YR3B+uNdTprS7y2O3ZEc73l999J/rKZo9m6urBJGrAKiTRbONIBJHJ0CRc4NMRyZ1bRWGZSaVbRaBHdGyuccVMLAaXZFOwMpBPxefx6RpJhpbmDmU6+FiAmu7ZVdtl1SCLcWC+bG6Q/EPNUubqUcra2Fe7H5BPnkhw3lk87vGz1Bq+GB/rUCPr1ojWOG8sAJ8AMheeTOAF+Djibfp4dTC7U6EION8A4BWzQFNeR4jBXmnLyPFMdbO95nJAIKXYNieojjlTnmJO9/qv//dHyl64BtQ82u22NI0UC/ET/3yA63NkEynMmUGiiyXI2IZVIT/L7zbd6FiKY1bM1wyvm60vy4ECDC7D+08/hMK7Oq2EjTfGDY24rvjkqqIguKGkeWRCBuqtCS+MPGkLtG/ZmX9BwWwqfjjsJHmkm6IpEdpQaoCY63Yo5SGExgsVJ1Ov+kSGDjcFh5HaJB3gFTnx3r0swcvrwToXdwa/A45Z4RHo6qArYmV5HIjoA7KAZtUMSnYdfmhauIWFeJTjLdsEofSJoZZ/huGiT4wtzzywSmQoDv8F8C21VgiLQZG9yMdqJ97EBZlvB/k4JIN6s81Enf5fT3oPRD7y9NR9h5pKE9S4GmSzQmlX00/gFoxFWZVEGkUZcTDD3pBIPiSee5A/MCHd8RLsqN358M6rZlx8MUDpl4jo1nzjjeMtfwBdw3NqkSs1tXROyiEyP7tvmhHOMJVdN0xLi/eumJdffva7B0OD8Ivx/WSGA74enskbATIDvlH+N7G6J4mPrHGkkDQhC2hmMIuig0vqzkLauJoJs3zQSyThFq6kvDayDOrQd2yGqBhJ7pHUlUwAdMxBp2NuRZEWXkldR8fYU3K+l6DkD3R9Qf2t2PUGCYHY9SSgHQfY54KjWwgP8yGKxI+aJ7Yo3ZHzXEd554IzWxwYYEzYkP3AG0/WiaGy2uxZ6NU6Ag03jQYk63mYoJ/NFCzE9M1dFHe8dJL6bwQgb5j7ectTaY/3rztEjAUtuqu1o9UZ7Jv3rHu4vPhA93roxUPkbYEP7gS2tTFHYi4RZCfb43RF6EkKJnhyg7chdsh0Uj/yG0TXJnQrKH7Q+RvdrkxK/y66X54RNN8U/NsZ8ZVpFBUWGKjPPOzuMLRRRFG52SUMCHcssvh8nimaP8DRc8J8auhtH6uoeUQTnh5KJGWChP/B1NMjq+UUEKdX+Ay2hY9FvvuPBaHKzZC35ZzSTaRguU4IxGEdYaRz3/XtdBuZkVD7GCXBpKD678yi146msERDf3MOaOKb4+O01j2mLiZPYarTUhASaTQqMkJWansb/lxFfHNSrS6vE0vJZKmOpm71RL6/N3XmG4S0j7c/a4aBHjsIRy91BZiw2zQHu/vofaJRtBztGroYpFfc8ikwVtIlWxJU+m2Ri1LYwtXVnyJ2E0X4S1NAj9yr81yUPPB3RpzGeguYkATckvPZIdxORgO9BofLaLAeI/hqtR6U+8RxcrtmrrS6yXjVsCqJqnaHXu34KKZmtSTIZgd9NZ8TBl6qIBzShKbQr0dEkGE0SxJ50jmYpVCV/Aqy/QjoPHWp3Q7GgybiKE0AuG0jCVn0v4Xcys6e7z/eNFprs9JrbY2LuGpz1A5EQ42JTqBxBNZlHcj5IdIto3Oj090NTcurGhiPZL9Q1szqexi8YA2msRpuHt7G4VQLMVCpP4w/MFrnMdgLrKZUA4zU2x7C5BiyM0+6y31IK2BTpk388VDrF8zJCgBPgMgL2b1SLg8Kstyn1VjTSqsa4yVIL4AUchI/1/2WhJzHWcF056PdZq+fs0CyP708fDvYPqxLddUutWYJmDAukwAZ1ZZx4MrX2NPFuFUMjn9uKJepMEo4GT7FSFChz+Mg25sACF5AsvF+rD8mR2tBsow0x/GRIlTtweMBmiMFQfGsgAPwylFAlTw7xggFWXdaDE84OXVDUXBUNrsKJAKtyBdj7v1JEc1Ldr2xOicsdGxTK81SIAKmxiy3QDrE/eijIGWzETkh2R8MNEkjOwy3RiXxDXWgGhlqZSBPpPPAIuA17bsUIBrILJpdXw2nbAxjGciCLpMUqbea4I5l2Gvg+aHU/e+2opQJvhzdIyOsmKRqYaJfjq638sI36jvdHuZUTOhjtcjG6mtoRifMdvD02HAIvu2/ue9IpPCj48NqhR/yr/5zI6rVM+P3vw/GwhImjHxOa8on+wGxuwDHDVD1WxzZrE7lfDI+aT4At+8CPXwwCnAC/GNyttfpEDhgHWFOcbU9Zu9l8DllkzB/r/8tCTyr0iqjNbVe4gf/a5ij2LaKb1cUbPd9b2FpX/oHDDSS4KeiDGCJjA7sgClSB6Pk0xnr+uHg/HgbCNNY+TiY995YnOcFAhcYaqJ3oCT3zNsEUj0RQ2WdDIJaxO+UF+jOeYGvQQ7jvLYhX6uA9bC9PRWAlcgQ/zY0iscXr579LIOASr8Iw1DxZRYC0DWM6VeaWs5EeaF0NlPKhAiPGCWAD2bCb/AheuGKtJbYnerEb7Qr/e+BHUhRecF15yOTUcaFQR7cd3aSuEDIsB8NUjsFwlTvgYQb7xucUjQZ2eB+Kot1g3lvAYkVbRgNDG476qf22eGS9drwydU+5hYQZPeXMi2j2fZt1zQT8Y9PbH4rCYKh98NxS/CuRUPz8RH9gHPyn8GNg4vPHJU6AH4fOc77GCfBzBry05nDglMcBhEEpHpt8UfdkVUzF7iru/2tNNxs3JKmDW6KzAg0/WmJ7bBIwTwSM0CZ7Zd0bt37bL0aFYbY1y+fHxXpGd6MR6CY8rPNqeK/JLug2KYB2x7r9UBTtlacGnY0WFtprYfuylpAiy4HZTpkwtPI1nAbzoC2yyedSAT66pIVfLTdJYM/E02MQQE4mUaXkBPgxEEmXSPtoJpYNxk0f5oCL+j+oJ/4v9EAr6jySLJyB/ui09jNkiq3hJ5ObmCj2IhnCFJoim0XdAuLR9S3GBD/vlG2v/Qksee0bjB0dx2JIS3Wbc8tY0cQcKxo/6UfRwJgu2CQ3zLodMvjNbLf4Shgkx7zwRanWACzna7+rmwdN9OgaUVETIFrRNT+NPzAV4SbaYrD6Sk8CzjGi2TCr9DL8ynNDgBPg5wb1ExtiHPDFJ5QqsQmDpJtF3tc3ZsbhvqLMaPNjeBtckZuNogp1s2xQH/M/e27L4L1N31gx0L/tt1UxIFTRVGD5bLIW89larGdmHLITA8XH1YA+OfNhps9F0Kpy4DtsKwYj/Oza2Bdy7lQCf9zRYKDfV3D3jD2MqHURpqq04JaBM88ddB/KABiTroWdnPAWfRdP+cslVYHCep6eGoGCyFnrkBD/Cnp1d3CA6VAPmsFrZCRkCL1hE10guBlWwCfVd+GOTSGkSe5hWBQXISpod7HXFT9oF+sIZ7y+Nrn28xLqJm/N55BxIDwhVnS+Llgxo0rfP2oV7JRUREx86OK7Xnnfjj2sGrT+nKA5rEDvgiK65kgIjG0S3gY3BTW9H+Xvv6W4rpkBgJKjJ2/KkO/vX++pAeMFyxQBToDLFN6/Uvnjd0La/+2vvncuRbj3+OB/Ld/W2LyFBk9FdLOMm0XiW1swybcjN7uFDUZJNyv1IjBiLAv+HmKN+D4p5jOL9UxEEjGlre+taQF0GBLZ7qiU8sMQgo45TqC2y4A5Mi1sOxkFV6L3gK0WdzPCgAgN626DOa6xMAk57h6GPFA/xC1y0kQ4hS5EJbYFlPrJ86dEgIJLhpwT4KdEq0ixAkK8FQnxTriK2yCq0PXNgTSEcjAPI77NggVX/4TL6jnwi9cEaFdNK6hNI2HPz1qwD6wtuub1gVSbmWK2/AOwD8hkHDKugnA4jDsBbb6LsBYr2jJGNLonhbLflh1qW+/b+NDA5SHa8w3tekQQJuY2J0nXbEADTCS+falR1gvXrjXxIobsfKRrZgtsY17nq2v/+5X7vHHf+k7/z7uxBVUUzZAAow81W+zz9BIggPM2T2WNwJMCcbD2UTcUJmQ4zKnfbSe6TYBvcd0siq/cs8o/BJe7PnvYYEMxUtEdelD/+7j9f7vS91XZoEPfXzoomqw8U/yZrfn9ShzuvYZ5A3KdTDN9j6qT5DqzFbI5tGNMZ4jfNwq+RuI6X9rXl+1m5JgIq11uQZD3eUjHnW9sHtqAc0oeCDodnMK+c8JbHPy/8ZtG+TtolbLMLs2b4qegdDxMFpYa2ehvVP/K3VJkP2KKelQ71A5XgXSwJ7lwzNEZLtuHwU3ytrSbknkfYQFtHj469p6p1xVvnEjNKheiV6rgaP1y1CF7jtDkxh8Sh8wAfZJfMNuYAYOL/C7YQ0MWK7r4SyjuD2ypa5b8mpPv+nR28Y4DmcKYjPczIsz+CnTNNPazT0N9c3OdZkYuIkF43mrigTiswlImJzkBLhNYi1ZanABb083qfO52UcSVF4lRnoIvpdBvlul1GDe76kDnlkab3D7oAzywaO35v57k/+tPx7QVgMxH39/Xit8v+f3KTLJ5k9q9eVXA7c+QUJonFKOKqmJbasthEPs53mdtNp3BWMrBQETzvr4y2IHT1J+4r++cmWjBSRXQL88eJuOuByaMcLX/uiPUyMyFlhgY4TRG+/lCi1u1cVFzcfT/3m8aFeCTaCu7M6BpI3wFpHIUWVrEleTv1crvekSI6ceQQ5pgQI+jSI6vg63QAXIEGTgaF4HatJk0jb6DRHgm+vX3ALnJvI+wOVIXbi4hnq4+gGTZz4SWF5KoUs8IqZlDloFwIr3twVq4x8R0FEkHFOeCGfroE3wMV1TTehwmh4q/jafxB0Zf4BCVbd7WT/e0P8q4ZknXjHUxTwZfo0nulpZaXihX7u5uHOMl/JpZm5wAMxSeT+Ii6OeAs37DQDAd9e+bpvELQFGVL374DpjfRTEyW51eYgZQ96fNb6O8Wbl9wz7Tzlvr0jwbzVt4vlQn/Cf5/2Jb6Bcp/mZZt8Th3vrowWCjytSg+uFKX+Lgx+7kb16gJ/DZl3tjJ1BBpGj1PFu6V9rXV5kO11u+CzcDMZCAUQHNUqqhONoFvk64DImmPJiMDg/Mh/eNrBzYxgmvhN4zyhXgIsM4nHWTtXDR3ZGJFDkBfgbQFoimtyEhDgWjujdW+TmaUuEWhHQRUCcP8NAtgHramfSo5iSYfl0Hc/pdh0zb/H2E0VoaOV4coxGz0Sq6PEqyCAl/Z6l5cwlc0OLQ+sTxQDvBcNjfS6/UzaKvBa635JBZ91E8/BtKv0bgYQkC/JT+wJd1uTa1/En0r1gHMzwromv+YOvWBgn3qh0Y+964EGahXVzXjOVjbyb9t9zVhy23ROEPnsoWAU6Ayxbf/NqR+pFK92LFk37fWtPNskIR9TWr8+qfu51/Q8n/SMjqsE0YSl7JP4MEvVT/3/zQkxBkk6f69E8MfCFxuKi08kMiLBhUJi+FTrbYRMmGM6jDZRwuqzXf6pkG4v6tgVK7Y8ZQddpe+KbKRejodhQykWB7PGgCt+6+BrWN5yFMOApdQYEB823g8+xU+I4TXgm5Z5yL4OKGe/ZVR8fpi+4i1+k9Y3gLCPEfSIi3wV3bd8AWPgFFSiKcdN0OO9ybQ/uMWxCQNhxm/tEALlR2hBse39D+PceTsTtw10tMBVbR0Ob77fKIuj/hmZ/MHLIQWJsodYOpXjUJV7pvghAgSjpkxiHv7Zy3XZ9r89GWIOpcSmhKHLal7w+MErML6As8kHXBWjoe3fs2jn/bNriZC15nf+ZkqWtOyar0LhJn6RLPyxABToDLEFypauXrZrp51mFS3yKrUel6/k5IKPrBXU2kc1ZytIA2c8wlL5Xi/ytxuNenn35LEGWO1aIbmtuXOFxcaQcvOfhrLZPMNF0LutkxZKxBqry41fMM1E+hOO4N8ToMsk8BG2UyfILBMzaHT4T2wm1YAOtxK3Mj9KHe8Atuajgt7FtSwspaqpvnzwABNMDCxQ/E2TtjZWyPZp7KAoECQryMDg/aCM6m+VAl9U3chysFTroNgJ1Vp8KSG2Oh3t1+UDF5CjjlXqTHAn9H6+kNpEWtMxgrehLqBxbjxg3HmZU0cre4To64TP3CZ6eroXOuzDTP+VC7q5Yccoc9HSHpSGsHk0mYRgMCfyzOIQtP8AdGssnUV76lYcF2QcIdkcB/CnWw3BHJ0q85YFOUf/79g0qrhp9/RghwAvyMgPz/VWPenIGFiLOaxlA/ZupaWYnxZ60VkPx/B4e8d+3twPAiHC6bpJH4Ypxl+j0uan88GQFXJQ63QPe7ju14ZEl8WRvM6tnupupK0+GVagQwvRRG1UtuDTn3u4NJWxea2wZDUg4GJBBCYCJ68wJ4w22TI7wdtZSF9+PpOSDggi8JHpoJcConwGUMOFkXxhaUw+mggD/AxfAV1I2vAjVUK2CV21KQGWfC+X4hUDEpDAIud4LGt/vSI5p0ION+gy8/vgIPKzD1zTtSFyWLaNQFz4Bm4QHyGHN853wOGXXI1CS8JcjEcSiyRp/eAJR+P9Ihh4SEXDuzbCDMQvc/iCipktJhwBylAJX9cFvPx0ifJEvoxy34pe7yvAwR4AS4DMF92qqRuLIJtFQCXB1UPkhHMz/E4O+WdUoc7s3PDo5WZto7qo+3uMquY1lpA/rgZXvez8u10YfLQD8/jKxLt7zfWszn/6LoS9csZ6zwgTDS8bRNMm6IkI0C6WnHV4OjzgUW0VQYhKEDWmhlMAdD3Veh5TGURmX4RQYwK2LJo7jPlu3w47JAgLjlyAgk2NnhuirHtSxa4HWWRID8HvUnHRx0FJJNs8FF9yZUNIzHcdAdKv48Ew68MQh+bbMetr82GT4JQfWMOAImznkNYmu401Fjb4PP1RUF0bkKY0SnqKEbtrKNtSRxyFuCwudjNLkh1DavY889nW0sOeT+A5dBw8pHHfOyHUfPbhe4sjiHfOQISUVDrEwn3FMbq2Q64JKJ4FxjMM85d0te5GeeJwKcAD9PtEtv67EEGCXMTKSEoqX8wBeWOlxGbRnx1Tvm/IIz8UpLDpc1F2AzeiIab4QVJ76Wfr+tu40ROvuPaYtRdEZgsNj2BqPgLsrFT3IJWfG/SJJu3tfXCD9g6L6dwg74FtyhqVgBh7AN3MFJ48OIRSS09EfjV8oEAUK9HtjKwCjkoVxT5VUmbfBKrSJA1pv3Dn6H9g/cAWnil+CgqAyV4HfovP4UXMcoWJf9FsPkN/vjPsLDzPGoRdlY9C3+HPf3mkCjNQdAENaCW7doGBk6FxeuM4r7BTPd704NDRO1Nr0IiViKnWDGl4UcMiO+tvaZbyKH3Ks4h8wIcpvAJ27KkIZzBZtzeHrBCHAC/IJfQEHzVgmwRHBT54b2UyV51d6JW5IxgmvJ4WrfC7m2a+Cyq2jAsXJicLsSVtJo5ThEAFro2C89LuN+HS6Wc2swsVMgBsxYiAMyHXcc+u3U6vv2OdXyEtDqeQEr2/oUrQyRsAU3SnMhqdCN+oMr+v2KRA8/ykSYFbaYc70Sps85d4lT4/QNufin4pPpcwafNUc2RYQiN3wcMg2z4bxiJDg4VoM6V1zA+74bXGm0hXZb3I60nXQHAHf+01ysAt4PPOHDL2KAivMhJdvZeW6HP7NWLHVLuVOvkAuWHgMXw2tR8sQC5zACbE4Sh/xxYPhKNODq1XhCSK2BA7+packhM4L85f8+sEmIL9cvrFvg/eIcckFVTNrGv5kCMF5kxgnwi0T/Uds4GChueWudw0Xia6MrF7/DToBl3SPgCnNHkG7tGx5Yhx1vwZWvdE7KW9PRjbFeZzWooqVzZn9dOfTJHZw10ybBLpuY0JTKBIPY/roFsZ7HotXzGKZDcnCD3uIXsIxkQhKtBOvFxsghp0EmMcJbkYsJs8bk6UUhIBLPB3YYfRty0NvFwfNFdeNVb7eQG+6n+ROyjV9DtNoOqhm+hSZHemIE9CO0TfsJ4Jy+DdbLZ8HDihEw5ftVJKLua+b9i5WGNxzGvS+I6Z4r6aLAKqA0bmX+xQxTQQ3RYjY4s+AcuENSkcA5crTj0AdgAPVvBtZ8/fXX2aKb/RVyyEh8J3h6JfVEDrmjNQ5ZwxwEeTQsBvMLT5wAv8BXIBHcnCVbNXCnapA1DpcR3AWR/92HPrybh83szgZakYSDrDmeiMEBVUiUpQJyEN7A4y212i6zbRqwrBfqc9/GQnWz6iQl3xty4YHikKcmJLgeM6ECyeoZsuTTTd2r+NurYYboDU2gBdo3Z8BZqoXPIAv+xA2/3w/jul4J4heXi1AlQyGgTQCL8yCr+uI6wltmCJDNkTuRGz4GNO9ruE0mwh3bT8GtWiPwvvcbyPWnofuouRD65XQw2uVbRaOVNN52JnF58BfqC20jVW1/e0te6dJH6F98CdfXq0Hbdt+uTw9twZjqbAwXIcDMiNLa/sASh9zGP3wzctA1wiMIEuDA2sU55GXvTpDdeViZRC4MPFIKh8weiafngAAnwM8BZKkJieAW1+Ei8ZVB5VthcLbRwuIcLrt3PmhKbMLwqE7r/r//WRbqmH3k5uu+3wy8bWuCc0h8LyHfvDqzSXzYmWV70FJZnBvZpp2Z+LK6TDrZbLLPMZssLDcDiblAx6I22A+FzxvAmRrhM2IL0yJmkuVSuzx/0QhQrywF3KVIgAWQVXrRveHtIxHO1w0Ppj06jwd57nxIunIQbnaLhArxDsgRfww9PhTh9NBsuNui0CraY3xwdprm02DDhcAZ8hET/OzrnQ5CQdjbYGNaEjj5Pzcubn+vyvV2y+bWCJ6QWQxjJoFi0ep+Kna+cFMGiSDj9SIc8p2EylMqe98JwsW7xiqHvLl4jfx3WSFAyqpiXu8jBG6GfBUcf7DjkLTz9YSCs5KV8glGcCOpZjW+iCgNiVrz6K78oy9pK1cdyK/dAq33DySm0E/XfNVK/GfJX5cKptd13ikONvc8vkBd0tY50cQs2ioe85mJmu075bxPE+ULyDWVOVYz+QWaiPdgHNmNXLU9GKkLDIgaS44V7xv//WIQMIdLrKvWhsgdtp1ycYPDtVr01oJSXdyV7MX0jrfKEKCd+r8GCu0foNLJIdOfgLH899D9t9O4WpoB6T5NIdd5KtQ4+jXzM7YWI5qeal0Z9PI+2qQKH9u4PMxCt6SN6O6E/sXRZm64eFxoS9TNY1oND/VGqMmsoi2vseOAyXQkjuwAjAf9tiWHjJf82PULqQ3E/Xfb/fZRk4HB7DdPZYcA54DLDttHNWOECpd6F2LSLtb73BqHGwEasw740Q2PjgwgsAAcd0oQXywi+f9W67wnb0aAzUTkXIfgaWf823JhydLbGU2vbIsgK5dKtVlaPkOzMaDRjOmNK4IZSHybEg/j1Owzqq/Va9HXMQKmk+s4VfjAaZkb9AvrT+5LdfD8JUBApfLBtyMfGJapzGtRFwmwSa4CnQ/2zLrbyUvQ5VetC2TvpmM0aFQr0KdtBrvDTcBQZTrs6v4eDAoJgIfO74Nt+gLIVg+iizRzwbFZKPxysohFdIEueOnOQAqu1U71bjnuAxRayX7P9y+mv+XpOm+fPXOPVX9g5v+Lrkh3VII5IEcJAozE1+wHXBqHfDGt3ie449Kr9speyPNylJ8D7D79tkGN8d9cxW3GMPj5IwMqi6aRAFv3A0adrS9ei7Uoaz5k/rrec6YP8x3/nZsy1yYcB5MfjplpWbiTSnT4iPnpTa9WN4Jyq+V9Zr9fg0wm6/YfBep4o8zEd0oSocvvrwqfZ/+lehSMhe2wDOLBQOvADpk9dOPE1xLBl+RYLauNiy0d6KHuoboN6poVCICBGXh6qRAgYavug0HZDdLL7wBIMIBD+DLYUWssWbz8SwifvArF0ajsQY44Wx3l0KObAgSDrMAv2PwcvXesHLF36Ja05BtNq2+dGj4f3OwbAhGmoQ+Cn40yN3zM+Hfd+7z+xVtmV6eSTx6L3hJs7rCWrFpBM4KMbk+Xvz07/uq22H7W7uPnnjECnAN+xoD+zeoeQ4CF+lin2fjq/a5U5ZAJrZm/LjFBEMRVdNB531sBl+rP/x/6DkptB8CYXkjoL0WT5WaxMzvfauM9Wwi985mwrpEHzVZOxsE5F3bexm0hjPPIfpdlmml0JU2CYcQHdNQZflLbwtS9nUmOVCfPXyIEFDixipD3wEVe7aanDXYMt8UofbJ9iTr+6nWFbV9IOw0dCpnlFqA4ehg4pCyh/do0At2eL+FOz03woMl06PYhho7OnuHY4T/lc68M/4x+sHFv/zY5CzL9zr9z90yN4SgBu6QwQkdSYxeLaXuI/TGim5pScZq72/1xqC8egv7FYRjyDv2LHaOxHLPMu0wEYHPHRvwrmkRc7HM/4KKYvKBfyATx9BIg4IKDzGokLDxfx7izh2FGIJ3vkA3ncODMx5VqjN42r03s8ndS4j+e/6Ml8WXPgsQXrZ3RkhIT0wdpNLS3coXXEfJzQ2+SZPtuNm6FJou4dpgRXwh13UX3uW2F6uhiVB/1vY6wwFsPEznxZei9pIlAA+R/ZVe90WHM7IZtgwtpocFL2ttXvltk78854J0zEd2SFkBqBSPkVRwBqp1bwW7zLrSKngc7Vx0Ge22AYJv0rqrmL97zml+5l9XizLvukQ3e39LtnV9xA5fVOKhRX/sosYhamzfO+PGH5d8m5+lt24BA0L9YmA/J2efokcD53ZrvZPYiZhfFR3cVHCnMcw1b9PP0ghHgHPALfgEFzeNgoEUIsNlfV4A+2UPvdBAfVGyK5UIkf112D9v/l+XF/X9b0/GVAQx1yekqYYzwMjEzmkXKxOnRHtDiwdgwxyFmsbQm5dZs2OdWjp536E8CQY0DPBtjW30Q1YesZfXy9FIj4IsBQO3P+8hvUniIr65eNYDU0sSNL/WDvCqdIyEhJnzWOTRgRBxk2X0F+kYu4HigP8jS7SCn52w0xnpnUie678F7q6+kNb0UMHOr9nyb3DUj1i/SPIw8eDosI7vJEvQJrow+wYVSLckfeM6sPTZfRJClWP9Ss38xlb/xUf8lw99os8HVZ1HARFCKhf7FDG/clSkNF/acADMwXnDiBPgFvwDLnZCYXtcORU2Svy5RGKJsJi5VGKncP7jFIhYMvjCV5v8r18n6wIEWyWT+MHQ1MkfNmgs7flOAvXEy7njEXBcg4KesCbDaZiT6/K4nnXGVnIl7FBtg8OG+ZBe7ztNLjgBBETTuBXzTQxYDkIydtUUCXKq+7yV/mFereyRq7VrqPzIeFT0/QUrzBHCNuQyKWyPv9pr74L0J33TX1r1Z97MPp12rHW/3BXTvhjaYMEPTYSKcOz0t+eH99n0QLUZozcmaP3CBlfSZye8e/58pj9yY//bU1xQ6Q75/sYhSMZ18H2mL4WWt7Igk1cvz54cAF0E/P6yttpR5o55H8okWuuka+pM631/3beavi5sdNHQ6EDRL3uxkYnHiyypC46wi+/9KomYYPnMm+XIIeh7BXCZq1kb8EMqIL/P7dZg0xkkzmX5HHtosohV0M6A9Ohllgg8S/C6c+Fp9PS/dSbqxlSuyvBWwY/fP+SgwKlrCFQqKBwCKCq3ol64vXYd5h0ogQA6v2YVsaBcQU30guZH9VXnjr+aOFGcLFW43bf+rZ/9aDzynCSb7ybAhAseuNgD1/XMbNPqSBLQbPhOtpnub3dAe1Sr5Az86g0eLvm0RH3O9WWKXyQdmQZ4MjbeQ+Apm/+JzqC/+qYXnCV09hxseRW7iP547ApwDfu6Q5zco+eseHmMaqK5wT8H0uhjicZbkr8tKLQD/5piVsIBG6osSJPATQAhmhFeNO6qYRc0uWW505I5sku6oiXz9dXOQDQ2s6c3qgk//AyYBNzBrmlUO2qWvJzGVWtFcaEntIOhwO2LeRclcjv97uRHIE3xxc3gF7sBzyiSgMBH1EqjzR05Y1VMAHRNDl3Q7ebmf6JXsHYlaFUP9JwZdd3QO/3yMTS+ja17u15875lXUhS4D98jp6ck7gVlEu4+N2YYAbbs4cOMBvcL5XN363yxRZqProNl9SRs661c4gXGhP2FBfop7WODHEWtCaQnqi5l7GjPgCpH8i99ruKx3JfsHe1d0CAyx9C9+JV/GC3xoToCfI/iSXhdnzEJ/3RqjVi72HfLboEASWShakrqEvnjVkNKWIMDM/9dokpO0DntroTvROlbebNW8cWYgUekNYWSFmfia/X4z7WfABg2BXOU8CErdRdtn9CdhPnVwJyMf6oDEtzknvhLe/4iciZ/l+AWp4ST2V5bf5ww8tusFkMUIMDvP0z8AgVEN363zcORmG++MHPlnn+ouVsjo7wL2sl2g3jPPznlitjbzk8KdkuqFvJ4dGkg3xj8IVHTp0TGiwH1pRnCvtvM+376fzApE17Ri+wOzuQMtoZl6Yp8Eh+RfjJKwvkNq/vb7uIYrKlv6FzN9seaWVJrnZY0AF0GXNcJY//HNvWHF22tGURlE4jK10F93bgSZVm3Ir0y3W8QAS+oSDqCmuIo9Jf1mOeN4sxdNeSNn1EovapJNl0TN9hETdqObQw8jiBuk8ra/dHgfvu/cFG54xZBOKf2hTWYPElFRjYPcl/pAD058JaT+STm6peH2VsjwpPY+pBS6R9oIBOKQ61Whdxqp/096kle5ryPfuTLuwbvr1yMGscN/qNy7QqapIpBf1ZDTvgfoevRXKE/H2Du/11Tn+dn7Ek4YEnaDSVT12HUwYrckmpYR0/RxQW9792my6I1iomkmJjuF8wcz4LSW0n69OiSevBYxzdK/GHSyyDUeb4/qrd5s7R5+7hkjwAnwMwbUWnVyJcaEa3VkP9Przokkw+aGk0Nf7yLMV48ltEYsagGdf9r831cA0RzdSNLxsgAaxou1J8vqXFrCdLyRkWQbi3yDBlat0QEpPZqsPBP0EXU363rj3BfQ8slTMeTcO7Se7kOIrlANXBRKsTIMi6rOxJY8/eMQIGg0x1QQMtPDSesSWjjkBLYg8DAOLd9xvrW17nbyj3vIf2+HBw6ksjdX/frl/Ulrl8uz7Y45bejYSbNxxA4Qqw8DsFcC/F4NMut8SDZFvmM01J4qV1xZQPtrvsONHtwLdkVKFzEWAAthSSZHbmOE+H563cXlnS5OZgE9LHXEVAS0krdunMcsofErwrkHZw30GyYtww+R1pHDmL74iK7Vfgzi8+99CS/Rk3EC/BxeRtMeO6HtqJW3i/vrFjTNBoFVDhjP++ameN1j7kRS5CoiM82zXzk63n7KovWM8ErdR054BO6Y9FvgZNrNrOutHu9Xb8jv6WudVyZojmW9R895DqOeCh3u7vvB4Urc2lnC7R+XUxQpIqmFO4JjugPRhAY21VCo4ghoTYdcMBM38vSSIvBuELWXD/tqe9ybuz9Qxpfb5zN9Uo/1S5ols+6Sw2PQMMvnA6DldEAPDKOaBe+pEj79Ojv9m1MGfRM/0JkiaP/AbihB+40F4pEekRHiLaenbPgubGW8icrmFYimzYS4vF3KPfxUmFrCWiokwJYXmX/xyoxRt3dqe1ie5sdlhAAnwGUE7NNWiyvU8jhIkIMpmibdGOcRHxHoGTZg4y/4kmZIomaXQ+2uonuSaOn/G0SHO0O2Y3uYP6cN1rcYbPXTYcweWjc7fZNX+ZurhqXu/YpURY7bE+ZGeXA/36JI/3N+FYgYa6AJVg5chdYn6yvlWer7cgp1/dH2KgcJcM38eN//nGd6VXo6ckpU+ZS5nx5M6BzTzS6s1Z/uMz/q820YKdyNjOFAokavBfCYC8QHpWP3FoF6zHCj6DY3J30pqhwcpqPl9OIgl0FtVEJq+y3osihhp4qEKyZRIQZvP3RVEk0zQvxLpwG/aLwjPMf1tWLtLOCcI0J5qQ6evxgEuBHWi8HdslXGAV+UTkhWzTFj9cG2XvE6k0mYrdVCqMTtVoQAZhldZP9f48bRY8mt6u40tVyCTIQxps9+9adUJvxx7YP484o7stnewbI6WVcSDJfUy9tKDfH8n4eA2qEyGE32KB1MhlSq0du1Odoi3AmOt/HE7dkzcpEAuzuAsTI+2I1/3sP9e3s8cvXPtbJahexKqZpW1XF7p9895g0b+oOF9KrIk3s7zYeHgjeQRsOBXvzGTXhnXqr4jZCCVtFuFdsGqvUPZ/u7jHdPNjQYi/ctYPcGw6P9gZEjZmFrt+FiLVTIVHcbXe+HtV628Xu+a60JBkdtKOOY2T2oxmBSt3rmY/7vhSHAOeAXBr3UMDGLoC11vIzjrTpwY3TAupEHJB2vVBo53EL/30Jd763qn9OqNz5hut6sxT9kgFE1g0R3pKItHXfFz4tMtlm4v07OdaGp5/HdD9bPrCTVxfN/GAIG0Q+5lmTkbmxAR4RGOyddfmduB3QhU6E1tK0KjaJTRHA1byn3D3uyf2133161LjC9y8HDKRWzqzpv6LFu64Bhg0slvogCCXndBGrFVCSQe4G0RBMQm3GO5Cu038ydAdcOZTDdcKqhwSfuivOfS7rhAvB2Ys72BzYnSUc86uC6AyE3B0ZbiqbNkhQWDatAByzdw/PnjwAnwM8f8yItGg0Kl22LpzaRdLySqLnG2B9SiFxv3oSh8IZH/r8nJF0vcU3yhPGLkuWvr1zByqmTKvWGGE0TyPTIIk1z8Q670/ecvIfcOdpZo8100bvUuhAV/+ckbi1bCOo/6IDQauiCdAmjYNkhAd5CRRtXpVZwx01stgBUs6dguETBjuuBX5JXOnLTl2+n9N+9K0Nl4+a6ctCKzSNeR92t1d3QivSY7B2WA3JxDID2NBANlcPtLDtY2SRDfbU3K3gyZ8aK6LTlyVqjt6ekG8ZgOifxkh8zj7esTC/KL6+8NDbFUjTNjLWmOi1uogCD2QjLsjw/fr4IcAL8fPEubE3ieL8dubrx6dDOPSXCK3G8OIrqoFHVhcIb8ID5/4rZbqqkKYcmMl0vlpkE02aGg33mgTCyLr31ztzKcFqzjKSWWw8tcrJBtDfKZLifb3mS3HTq4LjI1dM7p9ypEe5Y8VpkasRbhatlyzb48UuMACVBICM3QIdmWIJxA34DXsjFlDeCHF3PquDnoL2O5tFBL/ETvDJdG3Ho4y+SOx39PivPQ+3+v5Ff//FRp3F/5eFJ2NhktHTvh6oFDDraPhtf+3oHWLOMth5fuS/ufKYXXQ8cTPk9HAiZxHTDX5RrO8FelqaaFVh0W0q0hGZzSB2JI5YIcWfb0J6r3Uc2trSa/iv942WfDQKcAD8bHJ+6FonwShxvu7fX0HfXDe8vEV6LinxxRo21+A2Zmz8YkL18eTmcfXF3BQiMWERCKQhD8CWu1WyjDWVG5UHwepAkBhjOAlW3o4JpQJgbuS/V8XpIpdxKfRcPu3em1XdKddbGlPC3PpKu8fzlRgDdRpDRpU0gh7Jwk8lkXfQZJL6eSIQrRJOqZ5CzSiZg74rFmmI5/HR4ehEIvL9smWrYuXGrk/wvztCm+sjLzX7nq9+/aD7h7/SFhI2+D9R2AEB2O0HscNYI9ZNApjtINaMaoiX0Wnz/Q0vlR7UAAEAASURBVMgmDFepkgUKxETHuLxTrofdYiz/KOHcwOYQX+mMRIiHJ6/rvyYbN00r2I+YE2IJoeebcwL8nPA26m3klu5EEsdbPyhM7ulzJ8myG2OonwIn1soKEM0EWNL1mq43nymrcWIO0/WGLSHJrenoxmhN4SyGLnZE3eAmaHDMhdRM2UF0tp9RZd60KHflMct6peNaw6fPuBbRfYJKnf1Z1rFByyi2J13j+UuKwBeBtXGydEcC7Iwa4GsoahREQr10Kr1XfCcMKAp38FwltIw1uQXC/tov6VP8q7s1fONCr/Su50KTayWN1N+oT9w+e2/Jhm/rfPj/eWgSNfgYUPtpQDI+M5KWO3JgCIqNxU0dxQ/R9QyccYekxmR9WDLTDd/QNZtTXXVypqVuWCeaCXBltvC37Mcd0ScpLDdILnHEloTYhui5ca4lWGV4zAlwGYIrVb19a28YM3LVeAS70J2IcbxLTwbYsDIB5HCWVJbl1UHlgyxM5ofkSKqk66UgEvvx45Mc+331h1RWDsIbcL1rDugcFkGdc39CpbhkmtVyBChz/oxyclgulbOWN/3w7dXnd77Zw5BrN1h7ymczPded64OsAfWynJOLrTDwZC5oST3MExNag7tBle1otEmTG/KgPIUrCQRU9XByRmtoQ6uXpduvSj+Gh8+uYfQ/FZ7ik9FOPNsMXL5458vf11SZ9Cyen0T1w7Hs+qeaHh5hhGbJudD7TyWkL6oGoTmoIH5DamNb9qRNP6R9lySysNAFfsNHjpBUvJ7ppAIfqRzLDy8k5jkn4OZJGymgBy7i5zJCvOr+yPG9M7daFufHZYQAJ8BlBKxltTZKPXTotDfEMnJV/vV8C2jLsuwYxYi+uky3RBbNStL1llvYdqlgn6KT/H/94oLV9GL/QfRSL0dqZxgM1a+0hsyOrmCToZM5JhSGrytet+XvVsF9w66H9fDPSXGri97/4enho6paXufHLxECCuiMewDr0AVJgXY8aSa5toJdXhKYMMqaTg5o2Z6CbiXJyOXYIdMjdH6Jev6v78rI6yNb6ZscO5xaXleTHG0NDgtGL/39N+9nQnwLwZPVwDHtobOHPa44m7QG6jq4Ft3sWIf+PmiH30k1K8f8gbNNLrpPk8OXSrphxg27y1IS2aYMhXU9Oii0hJZE04wj3uvQKUQv8EhYj2AquyNOgMsO28KaO3XbBUOG/RQn+fJKF5C4ml2QpN9SfmHHxDbR3y5vxH5Lul7L/X877aF26lOTlsPDxjZykxAEnXb4QHarpihkcgCHtPfDSK1kqa4n5a8F97uWdsv1I1OGrKa9x63o3JgBmifdw68/XwTM+l8ZxhDPAmf8YphlfJoKjrRO9kyHy/VFuFcTmqAOGAnwTbzmhGJoLMv1wM/lJY249eYIfaX7B9PsbMsJO7uCzZJR3ySluCHxfbK181/pIAljY9rnfRm1cVBDdNMs+NSHyEmQF5y26axeu5x2GmoXjP7AWGcM7o7UXNINszaWOY1vNN5xWZsS7RH0BTbkh6OUrjFC/JPjsLhd9t2kUzwvQwQ4AS5DcJ+i6iIEWNL1Jl70/8ij3uElkq6X1YPE2uz/G/QbddfmwM/gensANPtuoW2/G0kks/kcXBEbiF3ymkhSjfkD/qVUa+zCrftDxvVJulLFVmmXssd4ocOwv1QBL1y2CDD9r5z4ogA6BfmYi6AXkhT0xjCjjQt4J2nF29VgkABynKBvXgRwSMFt6Xy5HrhsXwmrfcy9N74xVExYlSS42ShCeoNq6bDvhZv2H4WF4caiZZBIZIOdGCVrjQIyDTbk2BywnZoUA+MXpkP1AaCV/0yDBrtjs2z8mz0cJN3wYX3rJf7K6I8sdcMF3UtDkTNXPZXBu3raKjkBflqkyqZcIQGWdL2smdbvjj9bv+fS8MImmQUscjW5t/o8NKphB7HNyobmKzJNzombs1O9vwCjW1VwTLwrE4yzCu/5iwe9l3XfHfLblE7n9nVJITJxre58p0XIefHv4y/iWCbFTWJzJnhGrnYPqDEmw3H8DTK/WrcriU0vVsiUmWhzEVo3p5Aj4Cvbg0H9kRUyYRmeygKBYBrkPCqry9Zsj7TxCUZvwfbngSD7bvCauGzVhyEXib4s2iysU2aDY7z6XTmkVhWzT32RZaq0+RSMy9QTh2ww2uxoLhyMx7JF/IGXZ04In5Cx/Ky5jgLdcEF9KDXhBLgAixeS8Qn2hcBe2KhLWrontdT1Mq5X5ZjigbOt2QKalTTv/5teyzH37EffoKHEn9BxeijI9eeFpG/ao6jrv+AUZyQC/fCviJ4Le2BxMCGk1vGNv09pH7rqwzvUKJtkvNh+Gz3Wws2iCD98MQh0xwAcBlwO7cQ4Cy64EUMbPTS8qiTUKBcyVL7X4S6BlihiVOCCDmMWgiMLN2jmgl5Md/+9rX6k61Q7zgBHc0Wbngl5FanDysFA1vX9NUclTECDJzSAK9tkFkUTBVpW1zbiqvy/3YTV7Y1gc/4gLArFlv/sQ3/9ujy57WjpDyyjEJtscvNgltKWumFPYwJb2nMOuGxf2WNr5wT4sfCU7cU9O8fVXf39si6sFUnX+yVthb6c4IjRFu5KrWee+aBPzrF5avTunB/Vj8wBmXE4aLveIpC3ABxv4s30lwhSjQ3A/3eaF0WuRR3rHvTjwqWXMhO9e1BH22h61r/W/7tiXsHfQsCs/xVQpytH22dn+UHkgt3AxLaZa3rrYcU45Y2asbY1bugy0EDnJoHmbnK4fxAVFhiaUsX1wH8L8dJv+tgYNCBdoTualVi5ary+InX+dhgxhXTZZBLhnb17SU7pdz7bKySibigB+S/oF4zrMdWC6nD2lgmUw0nUWlRF0flvwtfqHvTHPlKrGTpgc4ljq1bUtYhuOG5Cl3Ep39eVyvH8+SPACfDzxxwkXe+58+3ebdjg4LeWul5kc1gAjjs/kPyg6QFb6Qhjgv9MuefhOVF9yNrWdHxlYqzUDLQ9uoLjFRHktrdkQP+26Nna4y+IIndv3q3RcfXipcdvxLSpQW1kx4zHA/tZK8vPlTECTP8LUBXJbxysyUqBLFIbd7VaoQTicbVWLJxpfD1bLeZWoHAPQ5EG1smCgSloEY27a9lX5XrgZ/NucFFs+zENmP+Akg1Z1xrKEomLzPV/w2TG0MBQIoNR2w/nu/Q8m9aeshaZfJYChFt6aCLWhNNdnUlKM/QJroxEeO0VaDynNpybSQNGjGC1FRh/3lEJ+ZbQkm74oF3bb9vlHHrXim74KTvBi/1/EeAE+P+L4F+831LX+/a4Cbs7d//+kmUVyP364u/YgRupLGAznYm2lNPsXpuudWz8ldkxT2ao2o9mjHUEmzsnMAIOioeFD/6/omfL9qXjhYdJnDbdtecv338WduLPoWpiL/+dngqcTzfW4/4JEkjPIxehBRpgoV0VbkCoVndDa7xy0EwMU4JY9WLdG3fP178VrYQ81zb7zp8DyC2nBhOar8ZfJaDGsU1aPI8u/pvb+I62qoDhp3bez7Gfmnm+VWKyndzOddEoWV5E8/A8IwzdimEhX8Tz51tFyz5QgI2bCaqdaEIPOLrKHpoXydtg6LZf4H0tipunIRGeSQcORIkIxKKJNJtbCtP3buMuTSi/bLf5RFHdcGEZflC2CHACXLb4Ftb+MKWie3Fdr4szxk5Al5LCQniARjT19Tqnuw+VsBR1fj1sGy15T+58NZP5/wbFUXfIfGsypcLXYJ+MQRcUv/wdq2fL9h53HBxNEg16GPjntlG7Q1fO1OlldlOhpusOuhO9H3h6PghQsRtyv3m4AcM9JKgzwB4M2Zd7Zysodb1e4/axGL8bMXIQc/7zY61KAAdQ9yvMAEjHsrpcEZBg8/S3EVhKA7vdpLJjKTpVW9OtRmkZHnme7p+/R3JP1TuO72TAnvwgF3+7/v/vjSSy5k4BTL9QqFJPRunXDSFqMg1a4c78geNolcztwrD3sI0e8NBuqRNk3SUCyqwtE+6IlCD3JMV1wxVz7jNrap6eAwKcAD8HkLdG9YUPf/jKLA6SdL0FzTIDiCIEWJfrWef4kYW90NiqvFwLPW2rbvXGMjGdEqjaJDOtBvktk+B+KRFFjB4yEKeVdffnHScp+hwYeuxkux37VkzMM1DbTlDRdJRGBgSVdduvev1m/S+QAFBhAI4rGIbSFsNwyDDuxrb/1kXuRudzK/lmqwhPYqTC9Rp3basDXM4jYFRSqI8TaIKegF0A9wf+618REzkvoQHBsUA3iaK8gpvgAAkuBhe3qVNAe833oqCAXjvCCLp9vQRJZpyGAdI8RME/MR3cTdSkWP1pp59tsWcxx0xtvEGe1xMXbuUXwFe9PCC1TrEeF1pBW+qGv9r/4Yi+1/4oVpT/LAsEOAEuC1SL1Wlvkw39/TettdT1FhQpQoCDNtGKx6K/DMrJ9olU28HQsCEkGUXS3Skod2kJbr6tvBoEDrv3U3CdjAHaPwsj9ZjLQZmnBTEkI88WRqVnqP7IiCgHplxFZQwJsZOGB06ihzCeLE9lg8BM3FbSBB7gCLfgHmkOlehqFEWnofVzExMYkj782jhApx024KGz+rYcjG0wDjROqHdWATRAl6TEWwBKDw1ENimbzv07a2UiZxFkm25QMsvRoFTqsqrQmFv1wOWDGaas+5730PS4x/YDJOFleXoSVi/eBPafqah28m1osT8ZygeB1rBASUy7sI/dSdj6ZFAbh1aCxMglsCiIBo2qWNh30bz4Z3OQOUm64U21+63NVtpLp3lehghwAlyG4EpVd2i2DwYEbrC2YnZBGbSZA2a7GZkEesC74j7HNj1GT9nbGa0qC/x/s1OXBgIxtgSntekgtK2BxDdRC2e+l+p/HvlitPJMTQ0atTp0ydrjf/QGU7LSFvfiWQgKFIHtae3xPPrwyrVBoQNKQs4h3+sC2XAHBolHEYM0gVANGkK7P/TydtPb2rrvDrAPwE+ltX2OKtsEvx4j4HSHgDdGxCKoF3bu8Mrh9jcf+Gvq3zUL5EeuUNLVPcUj6+rdFtrYW9WJ8/TJhsxEt1RRgM67w8jtv1l9md2m0Jb/3gS2ifUhucZZaJMuAmk5EkIDsUG/YNy0g+z9OWe0bN6U/dDKkZrEA2w3JXNnFDj30JJuSBtqvZG8r4rZOaPM+swrzkeAE+AX+yXg6pOmobFVF+R0/nBxPb++Zq11D4IJrloxMf9fXV4vL6OpPgaY/W4ZEC8bDDXYEuD+JzFkLPP1fK5pwi6iy9N5jtlydMIP65YvpunnKxlRMDoI7GWRdH8bvgHAs34bAmIro4cgj2KoUToPHIg9mBQZKFZurqeGtIr3B8R98dWDtBxbk1YPSpdGZyo4EEhH1sU0j0JD3NAj8xBywYOedbf+bfUxkfPXKHLOAGHTdZO8gvOp5ldOpNZNyXlYzt7+s4n6rGSnXAPG4t59iFx9GZ+dxBCDDtw/sQdjS1cw2JyE9suQ423dglzx0mny9wdeH+aY/CP0enCeVluP38cfNGB4F1RxFIqgX8bnehX6xAnwC3rLUdTfgTU9bUv4QOSCl6GoeYJ/4LuH8VSs1KXMrMk9c7NH4z4J8DqxuYucTJAzhfuntZC8TSrzvPNgDLO3KIqMvZLY5Ptvvv/BdCm0a6roLKsBDuIuujdgIt1otrh83t3617VHhwdVQSO8hpAn2IIR9Y3pWgzCgdzK7VquBiAVRVIp7kqtpHrnGl/07hV1PjlLbkNbHK/ihVyvixatdgnY4CLOBXWBtGEQvVXlXwfQM3ogJnJWgXxrCpBPbmU62so2DImI8SSi8lZ5X9uF4/Q56fbGPDUM3r+fnH5GTZZJNfZa22251P10HUh0zibeOFfQ1zvAKV0fGoU64PyEc0zsBDrjMC7gJqANwbLw6BED2RX/KdQ8FxUU49lzRIAT4OcItmVTWXkObgevjkAHE9kUZlGJATZ24y421bCMmQBrEmhDg04zVaGKWiDzGHEXNy3sgW4mAoH4L14E92vZd3a8OIKMTzXYrfl1y3Tlvu9nXMqTOTmBG3wJbv/H3lXAR3V862/Wd+MuECRYIFhxyYbgDgUKxV1brJRCkbZQWqRA0eLQYkWCuxPDAsElSCDE3XezPu/c8E/tte+Vf0sKdIcfWbt37sy5u3PmnPOd76Ru4cfUbr893vr6JSWgMvciBZxBlm992LALLKooL5wUcKUqlCtOK2a+39FO16K29bt7sEJyjEeBwmKpfb0cVUNiTlGMGRnuXuCoUB8wpZuh7/WSV/9XHL6OB3ahRPqriUDrp7FlGb4bv+tBh+seDpE1q0mWDzNp8pTQ22DS+RPs2OsuEMEK1jGHr0SwEVVGeqcD4uFxD+CzwJ/FTeHq9UUuZ9roPyUkdAUW8cMJYu95T8zYlCGJhyR2hhwr290/dIOtCvgfELxQzWjx2b2f3U5ooSVUdKvwrkKsjpZOoA7tUq8HZfLS9GK30nad3N5u4WEzug8hLgYVEH9dC+NrsxgsISWsYdgSerO1z56Fy0PSM6oxOPO+hNYN56ebkqvc2v5rCUjwHvKghYJYsMDvFvWTLyuD+HcI9FaQKYX+yanWN0/drJUWzZhli6sm2uyQ7agJOtK3nHAsx727HOl0rkJLqUnvFZ1v/VMkAcHlvJ6rlxhgCX5K1J6JkQ2M4i0jVz+euKuuy5EWVdn6fpZCrZQZbLHg7DFGBCdvRnPR4pgOrtc9Uaiqb04ccpCpD59BHTmtLLt50PrStL5cp/WljjAbFr7hNsTiVi0yI7V7b834TKim9GbM8u0apVUBl/D9LK5mZCdPrzOkyUd3QnqwhF8MwTfXUC3XZEKwRHz3olxxKCUVKzIpz28qVbqh345u7utg/f5ivFgWhrH5wK67SeXf2bdiwcGn91sXElVEJYhFZ/ipwI/5LLLjrO2lJMAHN6lNqUf1kMTcUQqxgOUuDxrpimi7gYivYpIjS2KBfJ1WpXtB/G8SL1LwDItNYVZqmRjfAUK+uAXGuwy36VwPD4r51WvCH9V+qUG8pQfv4eqadpBc0QOD73BxYfaxDnpzSIclTz/5oYvb5u4VTdve4zo9JV7bYJtZgy/fJDEIVrAJkrkaQke6c83UqaaYzEjulxIP94sUxgiuxlNzaRHxLZ4TC9mQ8FG1j++kSx3r/KKaUvHH1scSkIB1cSwBIRdfQkgzEqoZkUpKGhwwZbGDMqMIAV38uYkrfa/lfTWGXkfZOk8IEx5FUMwht7MzkHf7dbJ+i8dMe2lu0OLDXODAs1zHFoc2fLrj1tn+WRYPiQJyAg41CjjIDzcu9fPx1mf/vwQkvUl2nJDP9+HG88mcfQqzYQ5SfV2RryKUKxxTzc7Hi/thl3plFfAq0SbZozL17hd6mwsxh2zgpxxPaG9kd59DwSVgvYuP/zc+Pubt5Xt5wBdZwEWirjJdNcjM5S83tPcyO56KH71rqMeqfqX0BzuCiGeYXoVQrQXjX1VZwVcpf8EK5rC9rWH2ziqRnr4HiNrAO4TT7zRqNs6PUcH4kwIWxpEhdcqeUnXSYvq+JAnVlH6VpvQqB2rtu0gCVgVcQl+EqNSGVcwinBGqGXkZMMFZkUSUjvwnBTwtv6fbg4IPfHQW1wwVx1QGQ3sd2hOZQv4AIE5MVtBrZ/0Wi24d7bwzTRhDi9vRFJO0193TdS8/PtSaGxztTFQZrylk4ii+T4hhW9v/JwE+rr0cUt6dLBYRjHwhRKw09pXxowW0GQoaX6csJJc8OGu8Sjn+0nNCFNEV4iRaVYZ/TDwcCixtRQm9/BgslPNpWMjgQmUK0b09f0zuyH9fC+cBdW+gICwdbHwcRKcfm8TlBucrnGv6xbFbgdd7ei0d4lZwtgW3kE9aZ4uHFhX6XjnO8t5ESQlWsBmYq4ObWM9kA9TEo2OCuB1U0qmuKMgYjUifPkF5PzFdCUjoJJmLDF6aCTTfIzCbzzSMv1vlTZz7mzhmqwIugbu250lPzLs+rQMnMg2hmlFwL0a/kaL8u58UcKR+/UeZ+jrZEjNGnvJgWg6Hunp0bg7cKgAk115P6/dn4QVTKbYcMUamc5zOMtt0VCbEiI3HlQqTjUIFJ8ppVmEXP6Bex5cEUX6qtf2hBHLzmlDeb1kY8Ag9xHeJglKPTMV0cjRMRnIlLwv08YXcPoUFM3PX3VVsmh195z+xO3HirUoejxlPkPU+nnoKRvfp3KwkZ+qPFD+WPeJQls2jXOE/vO5b+ME1XtchhKu/jAULy6ZE6TggXMN558GJbvnH0wISFum9YT//Q0vO1UYWroOlUInUQim6hQSzlDdZHIIVrID4WjI8CoJ4ZnNiL607+9SAQkgsI+siKXu1+cikX8wvm/AmTiw42PyimhIWTDuxoUPPG4TTsrZXLgGrAn7lIiZ/oSwH/ats3SRUMyq+HFkk3gSKoKo1hG9O40NE3PhhPafpoSHeLEPI/y3Eu+UsyKe8w0LarfJ5r1vst3gev3wMDmEFWRIMjdL4nVh9ZzV2XRuh0e23zYOFlYe36D5seQdUMEfxrU1b//I86/NfSkA0hEBshJvCBqiMPkhXUPiBh8Lm+7PIVJbTKUVXOROlcPXXNT/+zmuA38U2A9RneE36IT/SSF21IUEZln5Hr5Ult3Uoy2pEKUsa4ojO3kBWsBCMJzDfv6Nd5+qWWVBdeAJMtTfhSS7n3ppkz66+y8ce+LygwaFrDhk+XnNHGTLu1zQzgqmR21ljlGHo5f3swZsuIcEKpjnMk8LO1chkD1uyzHJCPjALGZUxA61DjRwf8oD1L74LFA4TaG+L5yxUU9rasNOmHKV98VvWx1coAasCfoXCLe66VZnTeNd3L4VJf9WIhAPZAUm8HVU8mlbLfu5pG/Hzoh9/PoZ1MqBhCsdV2omrKPZrOPqrM1/jF0J1GC7FgEQuDXuQ2tbmi4gtjx9s7RisjXOuB1daGCRcC1fRUb5VvYKvbODyGk+lxIdGub+OpDjbQko2sK34OHIV9aGTpEEs+wx5cV0hKZQVuhdeFyHfBNjs0ypLubZ+cMZtUOjJA/fKgbmmOsgPdsmmuK+p1eLFIQehqZjG0ps1ECOa4sU6CnnYtA3iN95qD8Rl3tAjkgesjSd3Ku1uK71jhPa2CNUehbbwNI39bsPeQefuwCnlg1JfTCxMi63MxQWQkPLlhGybErGfvTVmn6MWR8k1cjuJl0qpyfNS3kNSR+EL/RyOD+axwNOUBzyNB2xoR983wQsnrEU/tb01W+We9vtXOUt+mntJP7Eq4JKW+E/XY043dO1KUz3R5eSaHu8qu0YPlrtB/KEr1ficIMW1jQzydmQBL30TrN+fpkVPtpxlmSYD3qfdwzUYbRuvuztFf3ztki+eRLb1gherglyWRgxaw+Emv8zXB1or9hQLj1vakDvQnRDQT3HRJ41Yn0fBybCWhazLgKhwJKpGw5DrwWzwrClQxmPTsFuX58y+t3Vg2MlCL8P2qXa5zO5OzQz6TXs+q387dYpU9nAT01QZaYgJouIdcZRf7uBugUOb4su9TY8UyxRF8cB+xJt++REhnMmqE9cw4sEGkYg/39HPqFg6afqtvR+lSLMcv/Cc/ilPzigtlmgg1RNvGFm+34Tte3PSjf7MfROs4EJgqR2TtnvA7DdW4wUTeNBDV27B3ShQ+WgOIuPA8nYZT0pTsctfKeA/07/1mL9HAlYF/PfI8aV7yTCVdjqaP24sad15Ee5FO29fckk/NYPNkeGKJyFYHShZXqeFZPtLd/4anLDjCkvVm9CNWOsf0GLYPzK3XJnzW2eMu3x4XL6pstyDKCbMpGh84cr38w3q9Xx9Q4/XYNj/7BA4H0HWL8X8+TUUimdDYXKHg+4qb/KgMbikOarc1ShzUtvZ8lSi+5VN3N3z7plbNXSx2RJlC3dNzDN382Y/5wyxJN/W6RKYqsnYnddKweaJu5hhNkfqNVI1BRbYDv9nJ/n3Xz2KB1W8CfU+gov/QC6kUs4mFp4IvuBbo9LNtGyCWRr8/oc3939YxuZO5Znuc6awJI2rmAg9xQYbcIMc+20LMfvvH9U/32MpLbYTelOn4Z4Ot5m9J8ymObTgC0Q/vixi+AlixJo3Nvby2NK6XKsC/odul1UB/wOCF/I0t+bNr85g3kDK9/uRvK6UYsJlwzDbTwRdZwUOxxnh244K36x/06zfX4qTgFmJBo72ZH7F6jiGxnI0unWq5+CQ779I1vkX/eYfQoNCePKhkMgu83WBvX55/r/pOX+/SQXakgTCAZlIcDIUoZ7ddFkw86fEBz0DIjsDlKkyB8Q15ZCvYGGdNhbLx+Ps3NRzFdq+a7L4yJZMMCtzHG8TuVPZlHYn5e0cxFeyyNJpxnLK0K2IzWSwaxbAn/sWn/smPxLISnWdB3zMuPlyioV3Ics3iyKXQ7dJ+KGL2S7j7WZ9YbbcqTv0XvCEVvZXan3osuQjS5LWicszYSGSDa1RjjtmhhHHieP8TZbDH41dsIJzGdZXYWgXApc4HZd0XiN65kfHl61bl0tZxIjvaSe3YX706epCHeE/6sf6/quTgFUBvzrZ/m7PbVK4jUmMdb6yG/YT3PquEw6qCHkZA+z1eSg7XY7D502UNkIb1/IWpGz53U7eoDeDI1ic0YL26UBinhiD4hj63otq2uP4wm/jcl3LVUQ1nEAuDsCde0Nl2cHXqnfw9UE/l0x7g+b6l4YqlgyAkcoOOpC/ING+OVx0cyEhH8H2ZZ7kCakPeYEIpxpI83nF/DQe+L8wAX2XNUrNxbvx5yu3LHDMvDkaSHFSamU3ewcTLYo0bS7PrdCcmbMphVjyTATHgX9prK/ByQ+M6mZiqCLEnM0jihrbGKr5k0q1k/cR05M4tvwi+0lLE3U24l6P1n8+yiG0QV/HtWM1STo7JqcvolGFeLJ8DcTX2fNSMMt6DabzyoaQZsEW2l2UL8WlohDmcr4KdNOduFnvIEcZ4aJ9a/VYd8PB2x4m0TreZguFja2tJCVgVcAlKO2eu7lYqOsrCL29zSoD8flmCpenDAnfh+hehHaV45RMh5ouVM81NIItEdxFb3wLvsAe0srflVKUsnIYuqRJ8FlsXIWeJxYtDE1MqN8ZTYjiWkDourHnFI0iwgjzVVLEw/8thR143bpS+haMgIpCEYVSqnwkPYzucdEkk+dEyTQZxNgEQ7wMznl38liVZJEYFF7/3ZYU1aIg/bM+vVCguECL6SNdu5My0weHj2czs+QwsitQhaTUExyqEXU5QeXewJahb+wXbQ7YRZvYE4UWrrxMufQpIj7/NvjI+8ACxzt+o1ps7aBt2O3HtTHTVy9yOdqso8PGYY8TLUqlgjS0RYEb5Hp25Qr0J+VLIOm3u6kj2FP63YU2IBj8RU75voSoH87SnMny9xVmni9TZK4q24A8LrQqUR1h3nM3ea2traQkYFXAJSVpuk5yID6lh7oN5Ic/lrFCHsAuEGKVMn0xtH4yGqaZUfiFEeXrmSG1FSFzg/DZ29J2hbPrpIR702JgJiaihpkiLHcxHtnxdGPT1KfnWrVDVXxCrug+cOI/woOsNsbXIivlJF/Z1P9tkcEfzsNb1Y/cxAo4UWRSJ0kpQj0LC2RSZfp96oLAnnqj7KPH6Hk8hlyGHuRR+H0FzJHkWGBWXG8XvWRb0+HpnPGuEsNj3n2vaIxYic+41jOFZ7BcInWh5Gxdvz8cz2v4Ac8J8E0yBKxNlUquGxnzJmV74rqIScwWNtQjRhSmtbAjLWMlXb9OjjOVax5uc6Tl4wXuwe2aOm7sdypeqnBRJkFktsGNQluUtyixJGLb24N4/v9uF/3WNigAW3JF1yswy79ogby0T0SpVKgDuPANyy9kEn7Yq+LHpJzrIjlXWKOsrYQkYFXAJSToHdoBnYnbaIBEgp7vOnwjEHEUkXAIqGdSvqM8cWmdE6a76+DvS97aNBE0p0poaCV2meAwdo422oNICduSJez5SNf4WztZuI/X0atMd9ClOleI96C0ZTNsMJGoKNIpH7YmpUtE8uXqb95WAo8i61dK8zVLCBQjHkZkCcuKUM8QVcftln7gqfbgVIWyTdQuc6GjhVLWLGUj2E8ELr+5efFOWQ723PNqokXiPClX1QuxHspEqfFhh/Pvr2zGFGnLuNZ9GDfqThA5x8Q3wQrmuoDKhTr1qme27FaalLUiQo0ZYYznWwpRvc8lfrvxHXx7wQun/Q4193dZM2ztaJcx0z6vpZKwne9KXdb1Xv3MVuauSIKTxQnJejns6LsV6aXFrN/I7a1+KQQvKCUrrQ6Br76TVPA4w+3XtUDOKAEV/Z+JZ3/jG2imFMGe9HsbMODarZ9KGL7VgnkNJmdVwCVwE34sGIAdmr6lyNfcK8SFJRDgSkAgFS2iAurZC1fca+OHSD3qtjdDSe6g7JMh7AcyFN++FhzK9ptEmEbArDLRhmpXN2cvwaeqRbvyznmtyNlSzg2FkkPI5rVxk82iQgTp8GTRhAzuA4n5Hp8bOIzP8ic32lvU7Ow6UqS3JrLcPAn17AkHw5Gi2cXVqIp4LzmYJBaodhsV7+WYsoXXL6xfXnetdMrCihUmfetRjbcJJLINsl9EeOya7ESuZ+704UzbHTY6WcyG5sO8D7Z1IU/Lsw1TNu3IZqoUT5Yu9ySKypoqoGPRtV7DP1yvrmYuDNiQThuwJzIMLNThQFY6dj4wY3rdWBbUIxKp4e7MY1kFlbvumy/yMr6d/fGi+Yc3Jfsdn1NqY2uL07auCx+6wUeRjtrcHZxYrgwWG9rSOWJIMLGIvYZTfmVD6ka5+bTYnKSMK0NzjnaLuVfkOdi7C6jooosS2pPwB04sZATRm/Jefa/eLtXv6s1XNh5rxz9LwKqAf5bFK3vmLkrBCNs1W8M9XpQdpAsVKeBAHtNBQLtWwb6sQjjHG1BqOEMcoXAsPzFmvbJB/YMd7w9ly/UMq1MY6hL/7i5pUuX3P5WsPrIv7IceZ5bNydL6uPcn4qbl2E4qJZeXQkWiBlThLBz4Utg4XeEzm3bhb0GVpSLrV26ZRsCoDIilVWjvFYuZYdE8aJYrIoktzJJ/B6h3gD6nIurwNmV5UkaROZ2rl3WFSnel5Zmy/X1ue/TMl9nc523V4W7ST1uVS8gxUKkkL+H2Si38RNN7ltxvmw3R5yl9H3Y8lrig46VzWm4UV4HGkEGL7bTXzQomxVuTa9VbCy0IeSpjfTL1XFn6JtLz0tEjxhEjy2fy+V4JvPrgIH56j6NrddXkJVrp+Rajr4cNvC0psDtSetkAZ0V4m+UPnOEpz0MnizPMOkdC2nOSiQtGhy9lyf/gV/8fuzTx0H8fRzt/QjcOd5UifgN3J/AZa8YD79MaRApY9CIXmIWPuL0moP7WNDtS19b2yiVgVcCvXMRAK9VpdFYe1PziUk65cDaRN3GRPZ7PlSFPHoIulJakrcyR+9we8ou/OPatfHooFFN1Ypwmuq/m+RKccMvB7kdipMbFBLY/PG91XHpZfx2GEEngRfp3lZcheoouZCnugZJ4pd1FB4HAED45IOiNFo5K1YHoOesh38EWpfLOk5KIQtuFKpgq7Ua+nT08MwcRe1VNWhyJ21nsJI5RlPLAznqEit4B2Dt8MfvB7klzJDt7tQ1Oml9nWo5Y8sjY6OFm6YHeNwfwtoErId2R2eVGWjqcE5w+7teHcVbNMu67O3z6hq3p0jSZLSzGeiqYhQX4H29cE1CXawN20YYsJNmCLk8ZHFXPkeQSjSMnqsB0vRwPMUlNtVd6SjZOC2CfSR5Vnug4ZnWW+F7V3jdD+xtYjk2wz/zRHlrWNPuZHK5KLQbQpk2j94KO51B83RVLI75lL7wL//hsS34AIhUuUkrSc2LdrLzMjOrZTCx/CMVc+s4tcjdQAdRfsGEdrOGnOe1XseQH+S+8olUB/zM33ekM3m1AFkhoIL6IJhKfBAJefSJCrIXgwPuOsxVvZV7ir0XNeBIVb9CKkZhTiBoJjsik+OZBgn3b5ee4tzj97YLbTxNalcc05oHKlhZ4xKaSDdOW3APVib02Hi4EGHFjp/g09Qk+pWmjX/f9+r8qsn5FbDrkzAKdaitKZ5NrXXIchW4bwJyao9rDBOQOfkyI8OrAXi8sbtNOcsupkoF7mcFdbpHF3Oxyo6QH3Of6Q53CpuXRsu1d+7fax5+zjfrPZlZ8RECreEiOtVfxT/0XbV1gqZQVVjq0WmlLYunaud45cVW+XLbVYB+nIVesaPo/aQXz1KatuUZ9GHp2WZPDuj0iVqZ0OSKdUnmHg+UxcXd9VpPKg23Xw9wjFCKuhGm/PKxZJ/uPlyRK0z3a3AgdUFGa6bi57Ozx9rkudQxZORDJMtCbDrToyiCOp5Ly9UCUwYyvX/9vxasbYQfKdSbGq31Uo5I88fhEwpEw2lI+WliDhsanN6DQhuCVs7YSloBVAZewwIXLHUL/srfRMEMM/hl5hXxT4GsnRk41C/KYCZad/8CQ/pFLRp1huXky9NBQvqshl3I53WFHrrLtz8zwL8yx7xK6dtrpm4cGVeO1JQfR3XKTjnqH8oZPozbs8RAJVCeIEY18EBSiU3xKwF7+SVDtf2Qi/81FBetXyWrCLMuESPwZzaQurnbuBjh3hcwpH/4RMdDuH0bK1wU8bSTa3NfkelXPMbLSVwks05mF9Kd43YsWMoIlSBg6p9lSjNOokj1zq2RiJyMWsFPhAdDNOJVrW1PX/9b65AaJy20qJBz0TitdkN/01qXIRV+sl3o/S69VklawQBnJzzepzR+qP+cZ6ieQig4as+DyjOPxY0/Ea21Y/1sS5bv7yiCAUPNLSV+MH8ciZl2HuLKIi86pdvX2t5v9+S1LgX2ra2f7d5Klu6wuP2Uyzypb9WmuhuDdN2FH1p5EVxrhPE1gWkOmRY6hV1a8meUFi+/x3/HITdhZwMAo9lCtKTGykHx9IZZ81jIzL2NibErZv+Ma1j5eTgJWBfxy8vrLRwuo52sIHFAPYVtDWJUMI2TVn8G/nBgxxC8ovXaRrf9XoR/CTrH4AgLZ6CykfHMhifEsAqetiJEiyNYgHXx937BNERs/dTPrlXtQQR4ER21fsny/QldyzLrhS6QRh6+A5XRCJzDTBf6JeiufElj1L9+oV9jBi7xfsn7tyCbhogVQP3dBShUf5JVrAbhFw/5hPk7UJVdzPoFkyv0I5tIb5bOdeb6jnYZXWMtC+tIa+usWMoplyG3I7UqpSPYHh9QMWs8p3Cc0793SwkD73t932jC/9eRaO+v2i1OHUkkHh3j/ymlnDGsmT5b2/3HfnBsTJzq+OP7v/8vPB9nyMwGt+JnA73A94B78xDcoGDmIah2vf6LCx3dLcyeaXbieGZpEwhiSD20wLUxURMIUNI5dON6Xq7taDLKDtks+crD57sOTGpfCXnfO9x8pT/RaWOGjT7Ua+3IzcwtRWh4BBZOD68ohipSvH5whpi3JrAsL2L2/f1ZvXo8dL7Kb5Ga59pAQ0Z05yslFqM5CqmQccXfY2iktd8AvUNFv3uTe0BFbFXAJ3zgB9VwTV1y7YNtz4dIJqFo9By5RFmSrRDDvKeHhvBaXCz3JzudJMc1ohNRAtt9zV+wld/T8m2L0HBbOPn4U0W4WkXYodHn2q+Bi8zFaeCwhRTMclXlfNCOAjYLiqA7YSYUeZLTk9iT6xusUH97MxwbWeC0m+NtBCNavRFoHcqoMpTJ8j3vN++JRS4o+aE4C96vBEmcPr7RVYD1vgnsQx4TsOKQmla7Q67lJJE78bXfFr08NZBqlEdFOsgyV2YwzxLBdk1z24bXuuBSqtKI6X41vGRNcv0P3GKcuBXe9PtqT7GnX7Ky6Zl7/nT/WqPXg5hMCch3gbQP6FqOqi/v9bx75yUAffpr6OqM+AIv5AWFst6A6H4ZqVBHLkQ2OU6HzdSdLnXw5xhAYaGydJeaJ0bmyAAuXhHkmsKx+y9ni0bOl/lOT1Qvs80VbOn3XyK7HvTTjB536BD/aPWaG8mH5z0n5ZknjPNsmK9BaEQaVWEY1fSsh25xCyUYulFWuwj7PWKz7b8b/tp5DVu+eXEBJxPNR7RmFc6gtLef5/KyLvetPqOi3dfKv4bwkr+GY3tohCahncqk1a4UDkTTJ7Lp8rTQWhqb2eLCnALJ3GKS739rJ/z8TCzvNvgtszas6EvRKyzEgV4GRDjosnabmNl2U/aKSnzS7dmPW6AY1P9o01QbJ5VHe+AkSlM1htqwiR9oaGE1DkSDbBRVfRGlMRPjEakPGr/Jx6giyqVciV3uKHY4iDMo/24qsXy6aSeqCnLGUcvRseGNyP38CZFD6mU0HcNcN6LHFHzmlruAeRgJ3qLYv/xI2hctgUNlRxPj3STiKp0UWsIv7HSNP9FtAyTZ71P3LjA/fFnevbpS7L2l3HOgmuxmwLnLBgENJM7epF+w48KH08MHGvXvPWb7BqWzKwzKQJg8gvqgFpIxjKT54BBbLSZy+eJt2B7R2/9z4t42VRBpiCzOj/9yO/BF2KM/KkeKrCikPIl7r2lT1SkbeiTjU5Hp6XgGXEG9+wjNTG2J8Xi1U87zNRB4XeQE3s8ORTSQK2nSZ2u5BUoUHqKGTY96mTtwvh9mj64IG0kaW28fDW8ubLG1su8Ymytet3JwxKTzLsc1tX1K+t9BJUL7aSvRtSEcKnVKRRhRHi9uEf1vK0c936PefycTYraR4+GWG/e053vuIOKHVVJJwk49bZIf0nCJUtPr3T7W++wokYFXAr0Cov9dlMjxcSfkuYhBNdkDWFDomWwVZRynyXc2IL+RQ3g5la2J/79x/y3t6CaYTUrOaowFNUxnGUV3696RA8H72UZqv5/lqLROP3NHPs23AB8hHMG9JR6xWhBN06w466prAX3Se3JofI4ZKjztS/VwntCfFuxjp3AcebAdUqgzeO3AfKYvtCA6/9luFUmIyVtl1pQShd2BnykJGgzxYCvbBNpPUh+tiaBv1pbj2VxBZLiLs/dZAgZiYsEZj/ncXYJEug0XsKC38vxUwkb08c0l3tOWjpu7B2gXJNM/lZ3xVBY2vOFThc9VugsIMLrf7XkyDijJ1emZw+RNJwY9cK+pDuvva9D75xE+usNXAMe8MtORVMLE5FJ+ejzrqLC4naYpJzRKjUtF/gcNNDC2lhknI1WtLHggxKd40eucBjTCOQHJOECL2XsjCI9EhnOIJWRVRPmUoG6x3RqzzTbznHcLuh7Vkjvfr84UWCTeQB2hExV6XEntytRvd93XS6KoudqPniU9mOH8yN7zfGaZVPLG/Vt2x3MKhsZYsuzbRHmikyMA8in9rtJVhwwuoxpaF7rwzsWiLMDZkHqWvWduvJNA+hMXuU/PbBCAodONwzVQV5YJnp8mIIoiBaE+xqHSe8VyCvfR/hTl+1ZH1xd8iAfp9WturloCRB8yajxHjTqHx7nBWeUwYV9/Kh92w+ej13TsIcb8FUbYI+p3n2fZvXvVYXvf+g9rz0gQWCXOywEdmxMayJiyUinAgzg8VEiui/sAT0KjEqftr99pcqlKdY0q2TnEO0aQX/CwV0YYckE/FCTgtvw8Piz3e0dehAg8n8Ey0i9DEnUj5vIc8UhR5iIYJu8iy3Mv2RxBiuGRakfWrciAEs68CktJloPcQw6YgBI2O+ODMyjNEupGJ/lOWQKZNxA+Lab9WcRULt53EIwLKmPM8I5Pn7bKUFk9sAJOFSF1EpU51yB+scshxCcjIEnADpBgttiadV5VslcLfSfT8gcTMFUYmdeacOQjltrjImCniPI+OzX/s6VGx/GOx+LGLJ1LKSg2wyLLSlF6e3S+eOSBNUXaGU8FyuOZdJUpQDbK4PVGiVEMha0WpPRXhx2+iIVE3iFAHnMUSrOowuZlPoYbdI9hru5BL+RNazAth4fPwoPBkVF06C6qP6S71paD3t7aw21iJHdev4E3JCypaTsVptxthXjCJXSp8nzepIIJ4r+JsS5XtN1OYSKsccjV8IGWo8R8djwe2LLWyf7QlT9n2vjvqKrT4QSKGXWFlaCyc6FoSCB1fsWiDcCB8PiPXtrX9ngS2qfkU2tz2pi+N0ySKBw+qhw+zJdgYvpDV4up7q09Wdez1VVvvFRE92KzfO9/63t8nAasF/PfJ8g97Ip8izqFBloB6/s9BTnvQpJES+WVtkUjEAD41KBd4+B928C/6IOQ4SwhswwdnS3HAmWE4kQfkljWgfakYnHBOwezn6ejr4eDR9sL2KRtyMsrVqj9ldQ0mNk1gvhGHeVCLsqhtXIXS5ho4pDqIU6o41NHXgKd5Bx4oU5EkSoC3oTx9Xg45fDKBzj/iPdT3aNe/Gdx8jO2/mPaqRC0wV8Hm4Rxwu6pgSg2MXqSPJHvRaNcRaLyHgonbQnyvJ86+sxSV75thSc4EP1eOq8dvxSxTJZESrt58KoOJXwYTJZKCS2p0vrp/aimCrlU4fA8WUQGlFBXoMxtVijFVnR/b7vvPe19KjZKKjQVLtUtdB0S53JzewvVIrIfNh0KsOICf2DVupc656iWbgDmtG3FT1dzzyCjV+Tv12Ath740/jzi3j0kuFxG+4jTONK5FlrAvWZeEoeU0NlK+V8hhfJu0OgUU4czEmC1uDodCkiPRZIpEU3HI/RzrFWy+ztUtaaJLSMlSqV5Ly3fYxeff8sbKFbQppc760S6DUM4Xjgty788DgixctF61cahKtXlQHhWP7xR5oZdOAtlhl93t6jmdeh/x/aQTc/egGinf9VIpbDXVYSQHN/2MkETZ4ncI1laPkNbTX9V9fBv6TQfOlAW+pvzHu7T4lJ3wGI1m+f0nDYlQ0a0e5bVKtZcg4m2Y7Gs+B6sFXAI36DifMssIubwLmzNNuNx53iz/SwyMqYyr8SakqJ9BpTmHH0vT8kYrmrUJElC34WOo6s93rgZoJAYstNTEafdEhDlkYn2hCR83lkOcb8ZCn1qXujT/YBYkSu0CVj5iOSFuFRS3JFcaH0jS/Ii1Dj/K1wTVAzOvQq7IDpGygxSfdEBpQ3O6TGVkiI3QcBlRXWpIuZyHXnoSGsVV5BmiWdQZQb38pVakeFWaDmQVklLIpdxvTQikzu/AKCO99PwA7DRq6IkW0CCWglONH6VJB4VFg5z6tmC3vqG5xECd4aFz8J2ccfTTmz7htu140DUCzJjnpLgXDJxVqQLum8tuEVvwWchilvG8KfdPKp9695Ot85tHsKUhxYNP6H3/0s6yXr4HyjteIJftSNPIkx1stLz7iXY53os61/c81M6DMU/VSl4o+qRlQUijL4JXEpGFeTJRNmQSWExDsjxHCnQ/pa1cZs1DSNmTRb1V7UXu3gWoQhWstMjHNvIr3GZ7wC37n0yxPMtrIZpCC0wgzX1mHRa+VzhnNW9cygLxeuG54HIewy4lCs/78IAhzCj93G7R5AL58Q6ZFOsedSNioIGU6VGPH96tYnuxm/H5eMYMR/EhAa6+kpP9TZKzswhR/USqmKzAbOaG6UyFPmGfsUNCn9b2+xKgzRDbpkbCXQIdkBs6vL8YPr3roQJ9f+yEM775MmteoZjpv5jhNOv3e7C++3dJwGoB/12S/D/6aUWGBDW98CeCN7W7g9IKE8T6MojOuIgyMilxP1uVryCdn1v4KbZa3ZbXyFBhkLsZI9ktaB60x4Xql9HGNhtrrhkxtp43xj6/2Tjh0Kz149p9On4af6Yuj7ysmazW7a/4aTW5T7GCnw2oD6V+AZ7YNSdG4PFooxtKFtxyGGwnUtZpA/gY58Aoqog0yRXk82RCG38Ih4LKUJADt2UbwshJYkjVECEGu079PaVjY9ilI0VK4+fR0hHqcW6kpLwptYbcw0SfCVaRji8Py8MmdBy9RzWMmFlHXr8AIJXUhnkjuW4fw9PUAU86GskTSNY3P4r3f9AjoVEdnOkjYeFDZgnX4N8EdDNdqkdeZJskHni1A8WxF9HboR8t3fp9gpLooResEVP+dFjgJ3yy5SouOmXac5lZ4SScW9zu++ecHxWuKjzg65hEFGyHxQ/KfK6pGlfdJOHDxp64sflBzXr2zXNP1Ksge2ZXTXv/NprmXodOvBDbfTsjXnUVetE0dmWF4L6m6bVyQKF+AD37kOb4jNbz5lCFX0LrJjUtUnH7rDZss6GqyNP1OCvwOIyZ8hgWKZwnuJzNv3E59+T+9P13ms60NsMcPl6cL77rf12pwPgLpweUExnFJ7zWvF/GdXf7kw9Wo5QpkxLRLmCuogBaTQCe0jalCZGyyCn2f5AUdg9mg9CwmVblK8j6/2qCG2MZ5xF+lDu+jSFjmAXu9XOhME7hdkJ1pEP+TkVr1f/Vh/Wzv0cCtAu3tpKUQCoc3cJQmzY+lrnEkOdTABEtofnHSnIMb8q1LAWYajHiboYtiJMfI1WPkHenMUF8GGQUF/7+ejLsR0Swr7NTykw99PkmQ2Zs5Y6wc9jOnzRxJ8uXNjUmUrpoAK14L0rlO7LR4fPIcuxG6083yPOPw9eYTYqjBeTm4fA2lkIVUz1UsXxEYKIasDF9CUcqAeBa0AC2hi4UYZwELt1C8J4nXN0hmas73+LqbpE8oN8drh5CgBXjE1JI20i5T6Qsj4+KwmvcuSy5m78Cz5sARhxEqJEBlZMEHtGzWfiKj9DqNlnc9R0p/qqkcW6Al3QCFMTfFN/AmRR46E/3iXh6zfku9rZIaUXHLaL5T2bhDccklM7KgEtyBsXuxpClOZkusGhgfQIl6WX55e/6uP90Pj050zzpIUSmut8fyJpOfRxBeJWVfgm5Tslzd3dRDNtmv9oyxqacOfa9q7z+/WHlNsoCK4XNY51DZuGxqg0Fj+0hw17+9fvViS5yEnT6SOqjFXU7mCkjOjBV+AW6vuX6KVnB7aNoGDcBqbJ0Ubcyy/gY+VO0NCksl84fC7yjyhHtqHIK68ayiC+FeO9gHuQog8s6UYZbT6dBmy2Su/4HCUs98tLpfrVEOtkR78VDfFyC2++PH4nRpnyUla6DUpEHPQGuNpmApgS5EpMPw0i0LAqKMlcxOmDqL+dsff7HEqAShcfI3FXQTtHHDMx9LxESz3zKrLe2EpWA1QIuUXGDkD8tggxEvq+F8VgS7FbKkG8Rw1JkIZTwUF77y124wPIDO/H+JgsiM+ywy/UpWtEi63arKSbUjMAYEcMOSlMaMDyMbd6g5glHv16xVj18fpXyDc6f4k8av8cqXnrCLzbugULxVHDJebKKxwmKmS9v3x6ygpEQi/fDW70JIT67kGr3ETwzhlPR+70oY7iHZz7PkeGogZSMVXmWF+zzPMkdLIfOMRkGxUmY9FQooZCMiZxypHgr/sfi9QGXexNPs6BAye2RuZqUfRK4ch3QmIPZOsD1QDYU+UXuWMQ27IEU4ttgWRNZeN/Vwg3hXdVUB7i2DSGhyeX7n5biXdWc6yoRcRALFhvFQur9L4Rq2EJ2LOhjHkmW8JwUqVjldqJFleLThccLTZPvxVYpbV/dc/uo8EpnvbPNji4Fd2wdU5lPoI8h+QO2vMc3679p6PAso7ITKXiKP2NJUBK/wrxZBr/eZTJiiH+7Xv5NpMgvwkPfl9lERBX3f43XpRx25WjA9AGZ+ZsUEPevVOuFm5pczqEWk/h7An+J3hvPL7g+w1C0DRj6vDxCPzOaa8ofVZaqpiyxEeXbLVoewVYE8D6d6fkGn2+GOzuE1N8uJoWcI0F7ySrYy3NgMnpguskN3yCHtkIS4kMrRzjrBwgi38O6S+MIEW9tf0oClFMWmUm+aKoRXCVWi2O2cmR8GoMg+mI+/VMdWA/6WyRAG1dre9USEFDQwjUaYcDXKsgjuuCCPg2Jve7AI1GExGfHcKoSLXrW+O8f3IjAnnwYpZgstTdjosqEuYU+2F0+DZPt8in+SBSOlNt/470+AABAAElEQVTYc1YIS9nYlFehwOK+Oj02sNqdt0pJnY3GwMaRlCFaCh2SB6NW1nBkyQ9jawUGvdibQEOVUDepDJUBFOFaqedIV92B2JKISs9z4JTXBYUKC8WDv8SVugdQ56IUhZpAcrcOJ40pcOdeJ2t3HfQ+F5FXT4hzUoyXPMlUaAaWmFz6vCqNxZ9q/LalaKdgbBDg15BG4X4LCiQExqvuBdtqU6HzO8TOU/oRNb62rhRijxRs2WuGhsZm91QqxHrR9cCgjHvdJbqYeu/6hLGfvCUBvMss4bwIdqjoUXgutOggfm5NNX2jKBv55ik1F6zp5HnEXy+RDDAaVe1ss22S4Jq8nBT8yeaiHzua4zyncY18XPj2HW4RTR3nTh9Vfz2eu75His2xNEv88Uf33k9pzoOo2wtY6nMLx10oN9nyOQv/rogy9TpvWo8SmlfSQpJDx0yiWO99YQxC+z2UM33JRcHb1QND22B5jXMuhp4/MGedyeFhrp903KjlWk9xrt3SsrPGOqmi/DdleGJ0qgHeEjNCFDq4FQ5Dpvk6Cgh05cezKNO7DdGSPkF/iuhnmFSod2kM+1+hgRcjsf79rQSEOPC8ADz2oTDJWTFKVSqL3R88hdxRiwD1dMwQjreioH8rtb//tdUC/vtl+oc9qiDt4Iq8CnXwOHw5SrUw0OpqC22UVfn+ociKPggLZhvVPXmXvDxMETlitiIZi1ONpAokmGw0Yzb9PzYliHfpopjmpdDI7mTt8e5meO6nl73/9BRaUpXH865xOOmdiJtOxzH4SVXCv5XCec/P8Mj+Gm6USkGH+13Q7sk02gLdIpDUQjYqKpcKPHwNZeEAKHVz0OncexR3/YotKkLrHufdmrhTLm9XorVfBVk6MVjfINZEh8VwkH7JglcUFs+GBw7uAFTpAu5NeufBNLhGvo8CWRS4zyywVGcUxFE2SHBbHtD+En0HYnCQx6NSKQKRPbkPVSqRjDjMpb5CUfPmCeOl0W0sFqQW9/1HjwLXcsawy6nDaoemj3J9MtBFnjkqpqBCdAXbmK8WOHf3/3xOq2wWXm6BcH4gf6xHetIEtr/xp927d9+/Z/+Bh10aPa743DtlQUN+8ZtWLmcGPDOUP1teEduJyV8oVt50XAShnDcX9hpZI3pHtIxKZ3YjdP/cWpBsYSyEPMOAgHKmnQRBtn+NchY+I6RzVxLGdNUPgyPvbxpa5pjk9FBpn8fdwppmbxBnJDv7Tv9IIY+usHh1OJui7s69JCYck3OU1/XATlMGenAdcphQSK8yJhD4aim5xnWEgV5xaZRV+Qry/bNNiANTLCKKFECZuia02E+c2V2ToKbz6TtrbSUlAasCLiFJmyAjWYum10d0qBSm3GzYdLRFqpQsh6MlNIQ3+jKEcB1LyiUqO4+qO1bBXYe72BBtxPs7L7AZ5IbWkJV0KrhCl3Pu4iT3zjeuDoqI+qCbOcNYr9nUz2SywYnBMNvMYZWO66kCropyg6ejf8w0smA/YG3C7+IwNvH1QacoFWkh5auG83Xkqh4ZHkoCW8VnBf0IrXmEYFkTz3Q4TKpFuNa2IqmA4fR5CuRPZ8PxtuCe7kX9debdA/bQ2haMTP9UmCusALxkQNS3qHJ1J4yS8cjqJyfwaTyYbyjco5shdXt9SivyJYPElwr4dsVjwvGyb+sSYnofuc3TwPK9ccLsr8i9I3XGRm+ubh/Hwo9TJsnPjZDfxEZloopQom44Z2nh0HW+tzG/XKaXfXTXfhE77OM1pb+io9XSqVuTcu2NfrzxMz92qXx0GFpFB7idzBM1uTsu/UL12es6+1hGsl3NbavfqHxdUydqcvTi6nEOPj5iW6TRfIsuyC6suPz4VrtvDE6mNXaX7dOkmfI2ZbvsvVc8ml+jnE1BxShn2tywvlBP5BbRWLvZs2Lk54M8iAus3YDzbZ4GnJvRUZqqL1tx/AyDJN7r69URbHaTbtxdbMBBRSHK6cbCbHxMdaOyoKEkJydUwhJi+apIRJ5EOIl4Sowqct8Xj8H6+KclcJSYSnpVADoaGLJPuSN0SBymKzhO6yjh7U/3Yj3wv5aAFYT1X4vu5U48Dd/WwhkNcf9qPuW8iGBpS+ArqjgvuvpyPf07jw5bxeKJW2kWU6JLYR54bk3K/xRhY+9A/s68cCbUNV379Enj/psr9EiXhy/YmZlZa0B8bL2d+2ZsgSbTrSsk+Zt4fGNnVi9Ky1qGzaTjp5BSXc3PBn7K7/nL2IiQBDYqvA8YFXrgWMfXBCzlKxu4sFkhOeyb8IVEA6lGthehmXETvjd3wCl1K7SqAHZmxSa2J3Qu9oXXof4on1dE6GN2EI7Pb0OZ7wvR4cewezQDBml3aCrYU7UiW/DSw8GkreBz9gILP5lMCvUCizi2FYGu0VBRKBXTt5OzpDxYHgGg+A+cMpQU+jtMzq6S65rd4wEdYgkIdnb5RFO39bs1g8iR8oDe/4IoJOPItdzn6sGVMx+FfKxlrSLO/DjLZx+lKJGLnBzk67vWuunNibFK1KzoW8Qol5d2Bw38Quofeb/jg/eGfFMxnynEqfP7nv7cdUlAnMznGQGdypi1oKIQALmbva/zgM35NTWTaLPQt8LUcsfLLPRazwMmlBE+f4FyloRYKL4olA8sVr4DeBubvghcynTKkU7DNsaS8uXMgDZh4aPiA3jf+fJY8+CKEz8loi+vJWtI+Tboxl0ozWi3Kh9+pqZYZZLCSIq3I213BOWbSAp3L5G1COUpJVyKBREf0KfW9tISEIlwlcAExASKtrYmmI95EsaAWrMHKFqrXrpD6wkvLQGrAn5pkb38CQS6IiOrSgMB+UzWr9tdOPjbotDFDMPT/QijmpzW9mckYKfARsJpXiCl4F8ohoPeDdvJKt7Vk2K/cyPYMr09vq1yDG1nqHmDXveYgQo5zCjIcpt7YOZm29RHNSvAJD3CnwT6CNciMNZBiI2k4CxtkOyyk6xIz6L3R4btplhtICliG0jlYXxVYBeu/rYrotodwMPGDoipMxQez1bD78IktNj2FZVAfHEe3VwWHB7J9oZNQMb765Df0hOyS2a4pjhBWbCX8n4/hd5tP1TGARA5vw+PKAc4xBR5P4S8Xq6+shoplT9GZkXi6qo4hp0b/pyFn7jNIk7sNzV11mTg0wRS1A0g1lKqk4DuZvNSS4tiHolkF4jhqwlrFa5mLakEYfOLN7NdNClynewnRKuQHywgpbl/7OJTDvbKFKnkAwJsuXJ9Y7+turX2001HpznI89Of5/u8s/DehC3iq579P+oXUpVXolggxU1EWaahPxTMWEZGbBi5LlMk4AH+XueC4ZU6isZx0Kg0ntn2rPWaF6xWL8oHCihnQZ4DeBPKItPuEGU613Lu+2O+OKZCvE6LXhGXR+WroFmuuF/xwwqTPuVpfVzMj7YiO+hd7qgyYqsiH/VpszNaVw0FlMVnomSnbEo3Ai+LL5kOy0j5KmnDc8dcgB3Cdazt5SUwJwzR9Pt5Su4NF79M+JPV62YmRHSb22hAeZLWVgISsCrgEhDyGsqEiYZbpIB8pss53YF9VRVyBdCKNf77EvI/voLpzTKK/blBg8eQZVI1UzLhvqWd/KGeAbzMjT44GKsmyxjY+mkgbyF0PSKcrdZpbMYfm7vc5VFoRwvl3p7lz5qSu5aUcPPLsUQsQdSJeASL6Tw/pS6yDNmIK6lY1/8D3PE7DY3tATSJ2gG3rPVFFu/heVvJIv6Y1G1LUgB2lNt7kU9Rf8anNXAR+uRNg9vD4jELhvRs5BqjkNeyP3R1msBcaAv5pUDYblwB2f0hKHuaFK3o6n/yesOEcyGR3yJFHcVCWBHRRdF79Mdc4OxEDmDyFtKYQ0JMLOzUMxQeCY1XDMi4nDlUW29vaNFnxcfnuObEqzRK++LXxY+8c3jog3Fn7tuWja0yp+/M+3q96rwE5rgRiqEpTNlyWr3yK6MjWmPMxYZOaTYW0VHsR5xP1eg7oyt9whx4+tgH2obj3mHhU2uyiCKLkwUHm9eEX9u2a/NDnW2GZFCPsZXWFbNaCdfszxtXNEN8WvK4ksmp349eogyX085ZGPn0Wi/S65oNqqvVyYqezPQuDlOyunAd0/JO5MbfqcxHc5EZ47RNSPXeofudRjn03kT5UQ1XqbCgH0mdwggCqg2fXZrEfoq5F8/T+vjnJCDEgenIqCQC0FXNJNAgrU0CIrpyCiIHhf+5PqxH/TUJWBXwX5Pfnzrbj0y2TxBxOoqNMiZD4ZQAuZHSj+TEbX/yT3VgPegnCVxcxW6S7bOBcj9zSW2OS3PDEdrFr6Mv8lH7y5Cm+pO7kmMypeysnhHAOwsnDo9ghy1c3Ct84xS3yB1jkrlFvJU/C+gjfCawOrFWYeT/ZDMpzLmBnwicylst6A6VNgK3qjVGRN3+KBe/Hm1DPsGo7d2Ec4TGFoU9YwvCP6BnHekl1eFRXOZjeyyEzLAFeEwK6jql8tS8BF2VlVDmxUIpWkEVm1pB17gs7Lc5ICHJEZFVlkEcR2UHX+T1It2vFCTGF8q46Cov/lgKHJxopSwCYHGqXsPVGV2hyopoc6l6z6zrDXqqMhCh7sa71h1JDllqT6qlP1Fq5PJ7/sTw9Ys2Q39FMdHzWAXbzxeJfPW6y72X7sru8/lBnlbgJlejgZ9waFQ9b+2OUW4/llKmeo72Xnr6Q/Gk0k/taqavjFqasvbeooG/6O4nl3OOl35fwArvZp63VUN4wPh5PGiWog8PbGGB5Jg8JOi247BN1YnTecUy8kiE3O1rr4f0R9vzDTqW/3wCE+XavX9tPVWzMhC0azWrp8hFC5EFk7Lq44DZTFl7+XCk2lYWKpwnI4tYkEFXojVJJps4LGw0jv9yPNbnLy8Biwgn6csqdy+A0UMLp3pRzLiyFU4/9nj5vqxnvLwErAr45WX20me0IU3RHtFFTp3rcHRXwHSP2O+V1NGll+7MegKtw1hICjiTLCEyLLE63gxBiQXbXcZakRaOF4bhtIVhDC3ci6areW9BZJQrfIOiny3vnugjPfPtNwkWo2wuf6qeTq5nAsdR+7T/IexutBLJzl+j2/XtKP0fi/fgnB/ZGHIrExEIxWNn8rXqHQTYImfoi8a+CXtAFvFAJNebDh3lElff4ooy4UR6YeMK1qgjJIWfwOYJ5fWadkKzKRv5g8rBufph2PmS7jZRJaGlRrhOmsn7qD9BlrM3Xed8cd/CI49oamfROKrI2ssoVrx0IqU88bnDv5/13YMVk78jgcyl86YXK+LDhzvlamwLLRnNnhO+ho7UNKnPteo97Xns4ocEI09f8PE676njE3NyXQKpX47vGrphX/UewrFCC/Lc+vDZsr2srt112ZrdKzQnogcrjZWV35PfoVPARf7hz1zOQiGFFy5n1y0bIymFqwV1V2v/gHvnKKtujWrT0DC7z79sSPfhU1K+K9W8vxcxYR1wPNq8afm5oy2WfGVXQjsfRS+Cj62iKPtxItSoiGWxLbGRavMspy1WaSrpYGAEsaayhqCs38bchnKAOZFwyOnxhQVXNGbrn/9OAvTlv0T/lQUc92qkg9D9wMnqMJ2r9t/1Zz3r5SRgVcAvJ6+/fPRD2FUug4wc0saZ1vjvfyfOiNVFoJupBMmRUg5oW6kdZuwKJ6AQxxnnI5DbPEbF+WGMlAAG0BVmTwukQvDURoSwBIkenRPuNEzfP2NLil5j1welLWt579nvF1m80d59cbBOX1ROWo1hIZMwbxvF7V+0F6horZoW/RiKG5/nqwOG8t09xcKnPOBwGcQGzUc05RcnOS+Dra4xapicUPXEDpT9QUgOzmE/XLwJg2UUQaGcoMjqARWbww5934IUc03SI5/TfqwNLEuI86rLTN4tsDvvWdeh6Mo5jm7GLC+ioirsXqx4oX0WwMJdD+pkepOF/ofvZwe1zxHwS0WcC7HJu/mRd7km4DAVethK54ZDIW6wVeIffaBxwS3aTASdX4xMITaMShlf47HrjHfnJm24Ymi9uhEipp22aflcuezdzA8OJh3GJZbNYwjhrcIXKqTNh9HhJC0cDSj3KuiXLude50Ozhp66fedUt4xKM4fXtvP9vm0QWbGDVoSxfQF8IAG1+EnnnR1q+CwaYiRXe5t1F9j5nj252E2HucrDzMHYjT/UbIDcqQDTKO87iBzPdoRalHJ3KOj6Wprfj8ybmKep7lH4YFLc1vaXJSDEgUkBZ96XIadCDvGKWVuJSsCqgEtQ3E34iNq0CLlKibBY9IJbWIjBWNt/IYHw1bQAm7Gfe5M6lGBwQFv0cdBiplmJWNsLWPxuEHf8OpxFmi3oTi7pKdMD+AThMoMiWaZRg8EFqe6RN6eSPrnu3RsDb21FtYyNRTHeA5/vJoDWJFJYsynG+z0/S6kz/7GShfxgNooQ1MzSmzifRyMr+QD/ZHRTsj4Pk3lWDizxCNJLOeG+TTbMql5wjAuCs2UHqZHbvHkEKVA+jSjBD8A1Oh0uT/cI42HBlwrZ3ogzkE89hML5D8CMmwjJPAYW1W3evc1O7Oy415LrTB5a6XfFipdF1ROU+q9aFLkOixVxr3a7QipN/kKuqn157rHwDtro5zWbMlXYMsrTFXAHT3e+H1tAaG0R1M9qCJ2w7g/31Bm3UTtu9Pje128FDVy2auVXEaKgpd9OLJfcKDGxQ7fHj/pQhV+3ivxIm9b1xrAnid1qn7u5YkIxylnooy8PcJLCeYNBIm4sHvfD8acPO+qnsfmWLh1WlVHzftUYt5xx2/iej8+qvhqjURy0KpQVIW7T9PhCWYCPTH24Rv8hO8VD+SCmx1SWRm7nBlRgUIJ0lk9QLwuUvDYRbwieCEdsEq5pbX9dAkIcmDwU17PFVHQScD3ahKRsbSUmAasCLjFRE8YGot7VKPWIqoZXUoCHlOCl38pLET/0dFqs81gFAudwzHrkDP/cdnhkdIeznFiqegZx2wUX2D2irGxHC/coyhcm1y2RQvrvbjKIr25UO/+GMXTNzPxEU9nTmBr6EYK3CUCUokZx4V0UF+5IVlcvmExb+EmBfOM/n40gGkalsjn0tnfgFX8efmf9IY4mMClVMOLPKLasG89W76FcYOO7KKBqS8y9H/zW7IFL1D20nLSIUNZ6zPwN+j2lRm3I+GnEhu9B2oGVyFqZD21bP5h2KRySN8DBZUgZlJn4h45BioMzXtikxbVw9amxA77rqHnmF39x+vKD89dNKzdyxspjv4gRPzDKjDRPHgaIW1znTcouwZxZ7VTn7OKd7Mbt2D2959PYmp9ifvlmNyo7+WQ7Sy6MvXNpSKv3Rp3xq7699Y0LH8TeSRypScusvT3oMBccw+jHG5Ymb8NBluOgdO6xN0sUV8b9tLFtwx396q7Z2ctlPZVKPOy5vL+r1+Z3c4wMzdbTPRHOa9aFTyPlO0NkxDz9cFKuN8kFHcJseRpRijnjewJalYcN3bkYcn4HQSvKo6pLdlBSKtp+4Xxr+3skoOMIUelR6ZET+UUkJGNrKzEJWBVwCYm6ECIi9OHdaiBPQytyNUfBlWltf0kCQm4wLc8LyVJtQjHBFZRCsZ3K05mzOuMHoWNC0q7o2Zgrvwpjz6jQXxv6sr9HKUpff9+h8aQjTf0PyLWsxmOz/4STC7+tdP9Mj7t0yh6qqNRVOFdorE3YYyrEICjvNOKNPs9PBjR88Qn93TRGiuAPa+N8MyN8HjC0znSAyx0fIP0GtDkHi47Lrz4C2b52uDP5IFKaUy2fzU7E27QfJvaYNg+/9n5Y0Az2Kc4CuIquPB2mUjOQ3qw+xpun54rGkMFN2ZoiFsy7q6/wHgHjefcmZYVrEMpKzHVB7VAYEEa0l99S+tRGKLQNLiXWvNYwxSnpt65ptr2RC6VjVTU75RxO6X+QvAKis/S9fLgcA45twPtmgVNayBvmWZJUfFfadfrA0pZjc04O8TTGlA2RLb4TX9BSy5+SRKR4x6TEuvfy+qs5ZGfEz3zvuHTf585yHLPIXO+17ApL/W7U2QdPyl1Qen47qozb3rZpZjGarw1jj4VxN+vKP6KqRnNoe/Ktygtf8ET+nPwI/dgz6Fhp7EUduqfEqE3wCQ/ycCyk60ko/7cdd8DVsDYv+hD6sba/LoEs2uJILKj20IU2OhzdZFQ79a/3au3hz0jAqoD/jJT+hmMiYdeEwFcCmz8VGIdLKYii/oZu//Vd2DLKCRVKPfqSbcSIVSwcQUTcYKsXkasScKdS8QtHEnL4G4r/SsXoQKjP5jm3fQJX1W+5lUWNMo4IY7tIEw65vHVirYgNU2/QArSQx6gnFguWNbqSR4QW9NoyF2K2lVzSY3m/5fYwS9aA5TZCThLH2Xom5DmfQGBUObTFXdQYXqoor5dTRSUmofiuwxVkNAqFXe475AZJgYHX4Z8EHCK6y3pFqOaA3D4EYCoPvaQ6WaZzf+NqdtLl1UVa9o+UIyyuSc5YcmOz+qR3w3+YnDf8+7u5H8Ji/ooU6QooxY2YMnwbY1HaHNe8bJpDqV+6pmlucy2HajYpvbJ2yxs7J8/Ma3S7tP2VmiPqsfDP86HaS8cLiG4U5w37Be3YVrbZssHJCdWNQ7oPNHOT6xzekTORHmt4LBFxup/vIJYXHJZebhTsMGhzM5il4clZGL3iCssL5P17iQvF632+GKKxvV9P/Hhj3Mk1ISxW6D+oKx9Feb4LJEasTtFiepw/bNgqUX1yczOUxWP+PtrQ3fRHOikCSoshCpM9xPksI+VrIkVszfsVhPg3NiKkjyJMikueCHodVYbxjaXNj7WViASsCrhExEzE5rBt5AN9eBIhDgn+rHmG/OcldOm3+jJCbjCVEV9MS/NkS2ki6kjBZSpX0OhACMuRyzCQlvTquSqQguJEasVSbk3GeiUVNKy9BLMmtyFMLbXh4ewCcYK2fRTescrBL9bftpilI/jTwGU8pU3R58IxrNWF7UT32IXc0oPQ/HIkVGltKe5LeykDLVmlx+Li4804zx5A4VIfVc/fg09kbSifZqCgyk46fQyV9JuHL6IKCVJUisxW6kd6Hib7I6g39glsYlbB+SnQcm1bAVz1yxivKd3HxVJol+sVgkzKAdax/WHn2N7wAUQbVfN2XemZyDz5HiizmlCMdzfFeHXCWIWW7pmdTQrX+8UrSi+iGPGSffVC5m3vcPZ/2PsK6Cquru195rrFPSSEQCBBAiQ4uSHBtVDcS3GH4kWKFYeixSleJFhxlwgeJISgcSF+I9dlzr8nNBT69vvW2/cjrPW/vWetm5k7cs7Mnpt5zrZnDx232O7Smb5y7cz5bNK8RY249CUGeJxPNhjoAqY8yrlu452hT2U9807Gf3cliXFVLhx4pyZq7iwdbnni1HzBeVvvHSLDqQUS2fyVYzDta/OGSDI3AglQ0Oc7gqglGypPnyWzi67/LHXpu7N6P9OI5vR199CudLAIC2vwjbCPlcO02C5gEWlQw82HugiuKaQm/IQ53u5YaPAdpCD1pD1MsLzFOiYloCYIwAja58vvybr8PBIoLYVUDb6TbEpB/E4OUdUTUd7W9kUkYAXgLyDmbHzjPgS5ORhUtxF1ZciQ8Ho7if2XQJovcCn/lUMIpHAANSYgIviBtoW9qA93CWlDB+27RgqQT7gP3nR4HyXM426+1Ad6JPaFqegXthPqYOfMYNSrsA1GM7XAAm0LUmqII6YfyjCobWqBTvcrV1uY21/W2rV7DevG3IUCGy8YcswWPNLFAPLpoN25p8xsXNTbAKdn8kGnWA8hR32wtnAGsE3QJwwJJDogFn4MxVxbDH6KOuUO94/1hSc/p4JAdRJqzaXg9bMGklLLruX9YO//mvK93AhL3v1OmvBhFzl1s+infpKU9c3EWYRgVtufWpZnbg7LY9Ek/r49ospWDPJcS/k6r80CZdbVVkx3kUG4DkNwfuDSl2if1jWIiTBDQNBKBLzj+GIoi3LOlNS9qJ2Tceul3HG8Z0npPMcdBTwH86pfpFWve/E3LTrrureuML0lyGPnY8IQtlDafxpWNFpWZdw8iTyu+j0tD7oY3MyotbNa3g2bzRINbEGz8wlGBxMvXCCGUA1MYYvR72gCLZlHs2kRDCP2WO/oNdJuVIKtBRqknsyHSdQddWEevLzZ4b0W/fttWRefQQLc5KwU30l2JSCLc4HbVVLBjOvW9gUkYAXgLyDkXZheVwz8qABQl+TgeIgViV9g2H/MENdmkwKMjD1FBNADfay1IAwSUVObF9KWBh9CXyRrhq9RG+zVszNdgMFK9bROcNzEwre4zciTwf7vG1FHTliDb5fF3vbTFrgkH516xLY4y0sLDO8KTQz1KxNmSPA8KBb2grOYXnsbKxz1TTHAgjtmkDWciNbeIIB6scDwQ8mCXbMxoCgdJHwK4esXQ6N9lzhTM+TV6wd5jdyQOhIBCU3NxYUhZNOvk+HpzmQQmjUYRnWJzkDNe2YIpuy8b+ZiF64+b3b59/KlCqO8B60d7ROCHy7iu3x7+TItIKvAIDY6J5xZ7BdLQ7bheJsw8n5BMInukw+KlyZHjVeAUb+vlUGbI2UtK9GC8L37IeJW2xwTwZoFD8u5nPGc3Qj+/bsda7hN6JQVUTV4dl3yVm0nHncCnC5VC8jsAaeLkJOZqNi1yqIfDjN5DjOqjlgkkqZ4XUMO6e570BIRQ/yek7MO18U/uThBLa3GNCZ/+plYolVOo13RZ/89ZnSr6Fcwic2GYHw+LMSRBHAFAa8erLd3gx5o4aiOHxfcd7D8/qzLzysBpF5LlKMa/MoeSiQ6iFLGfN7+rb39tQSsAPzXcvmsW+sjne00eHf/JZbGQTWBIgC/+KwDWDtDnIQdWBtHSzJgAC7N+LJejJG5+8M6UreIOySTRf8mTwODbH+D1KggkrcyhpTqLDAaQTiDCCFiQTPMNsU2DLen8WG82SD97fisg/XT4xpjqUB6ji6di2Qf5vFAktEsjWD5hL6FOP/BkOe8Cr5KXAWO0oUkKmQMudkgnw5pVg8nArZwetUheN3yJfg8mQ9t57xEGkwsAKFf/bGPlzZFkzQRBEDVIkxl4iEHNYYaUXIT6S2X0mnIo1ziyLFglQEw7UBFqhY0vFBJ9+FRcQ3iAlpr8WPE9c64rRPu64DHcPfBCgwq1ddnGH2bm1cxekuPrFTKeiTyBLcPWxIDTFUSU/k5Ro9rIyQPc3ofaXmpUf91xvu/ThYe7XO93cnut9typmkp0Nuo3dt1oD/3nHrwYL1aKXxN4PxxL3gpTkGJ/hBXIoNZ0NCQCIF7xfwCppffqEUyYbbzKZcC6LsdQZYbDPmdw8QbHFuT6nqzblFOor5v0XTlVFoTtd6NBGtGIeSOphJ8Di+IjGTh1MUM9SGI5unuY4Q7wFxaCa6iVUOPFUwucf1Z2+eXQDG+k5Bjmzrng/vl1nA//YPt5POPZe3xDwlYAfgPWVTYWkesVd4RCtkEoA5yfJuhG42LuLW2zyiBW9PQ9ytFywLmM0IyuEdfwYApTI2xmGFHMFJIRESTtLwp8FIaDdX6htBB3NBr7xCdsBAmYx5kLHpyz8xojlnF2NBXbB4aSX5kKay4smZVy9zdfdIhLG4MtLyKj4+Hj/EtAku9s3B12BLY3fw18PRFMO5VH3o9pC53Piac9QWLA/p4pRPgdTcFnF2fBq7PHoPfEz5Uf5LxsY8X+MYGWJZQAgLtI7ISKzKtwBxkammD8zRHnFXcFRUmNhGI8oRFoXR5kRriEKyW4+QillhAOWn3pJ2P8IMQpsRrjeX2MXjMhEmxaxeY4icL2p0D8emuy4NI5KQG5Gb++2vj/pJH2D9q7Eiv5ZceeX7hpoMM39Qgga/s+W4A+l75sAy17jJmLXX3au3lpusPbODCLnjncbjauqGvB797bp+0kT4taQCVaIL2OHX9sUTIyyXVpk7BWDR7XvwoWLYAfcFc/8putJFQA0eRAOWxbmbuTtbGLIYifluQsNfoO3DEGsfzLEq4xaTAIuT4tiD49oU6+NcbbIR2wAXDvSFipFJnIeZOK5LJ9Wltn18ClIV41IKJaz44PKoN7BMMB7S2ipeAFYArXsYfRkA1poETvvlwVo8RN9b2WSWApfWwPOEvaLosQsZgm5BJtLGlFF/qaNKUGmG+8hF1NlaGugYfrBGA5uk+obQ7Nz4HFKIoLG1H4QKPgYszsahD+XWNiCa7W8CTCPHNmi2TNgwyQOe3ZhhxTQFCXwTiph0AdN+D9jcznEBzNo9ZiwFaEfRc2DiwML0h57suCMRiAAFWR6oeAqXF89AQkgcCMgnpLHfQHY1d349D2oPHU0z/YD+4Jciq24lF0VFL1S9XnOcJ812ca07sLvbe3okvfzbSPoo0dsTKT/a3SWr5dZ7H9fO4bWFkg/Ch6yfe6L1wwZBHx76unjZpPcRtnFCnYzOsIfRRY6FsLF+ufGDEjrntXZ/76TiT8y8w6xrlsZQcufqqPH1J3vnYFoXqah/NzdE6h/6HWl+CwARfKChs8zI2E0YW8WHiXJ34pVOtapMn8LWeirisZsjNbYDLzffTGs270Fro8z3F18NrkQB6m13YVcTAs4WtnmZIxwrPCsuemBNkG6rZKDOE/WcIs35oJ+AkwyAxhAnG4iRqPnp/QzH399ZHt2Bd/cwSQCBIQnYgaqOGBp+5a2t3/4sErAD8vwjn8+4iSOZDg9F+aRIAawXgzyvcst6Q9eo4RtJWQbL+AmKClXYNgDWymI7EQmc4CxvQ9PDk9DZyBR/EMATc5b2VFCOZEYSBsFjOcAEGZu3Dz5W5oViID1vU9Hu9qkL6UAKZ+oeZbcw3ly6KZ+2wGs+UVzrofB0LM8zhDgPQas/D9Fv74eTE3VDstgmaKCoBo5AizWT/91HNeDUWtiHokPzCZAhFugMNsMJIuj20N87HmoL7M6xPQJM4v25RCO2FJuaLyFsdZVI1tSkuHKFVF3y9TOR+IFFeZ9wWOl05nE4LxJ/Rpw1r9TZgQHatSv0nPgLbouan65hDMkNeUAyLbodWgahO2Gcn7JvzFztATlYgxDXmygdKCuynhf00RPFdyBH0NaNBGgOmWbA0dHnYkal0okVDu6Ebiizbxq3zWNTJNVcCdWKchWdPt5ctfe2XGgqwvI4kycfNb+EYquZJ76a5Q02s03sHffF3mQK4KTPARdR8M80W6H4SA+JuE99U2OIZB2/5NcHVGE82pzRpflanxAnRKNS7s9Foz8c0JIKRz6UQQxIw6vkZWwX3UGjE2mOSkrVVmAQMLCRpKDoFMBIe/09QR7C2LyEBKwB/CSnjGC+A+kuAeKJKlIm1Ugu/0LD/qGFuT8cgKkxjRY5oGRWDp9oM3967RnKQsHkAZud2RZ6pK5xADseQKESaCfiW2di3OVWWC2lJJFmN6+vQnHuu7y46OqKH7/p8J5WLAnLi2tEnl3T59o0vbd7wTO+lioReZ/eCK1mEQe2rQHqpYxmBRlzLbnBJ8gR4AhUMX8rAnOEfP+dO2Pc5Mv5+ARmNecUcpaKFzIcWC2qAbZpIte3GYs6vyxIYhik9uzB/OdAhigxm9RKhurjVNbIqqhtC03Dsow8wNncxj7ifXE9FjkDtH1PlCiTCOoye3x31gde5CYlKMNTOyM2pmcZVR7iFkciYP4wpWtg3zzk7LiQt6bhDrkn6Kqth729dT3J+4cdIf9kUl1w7x4fSXvag3oVcIY1tpq1e7HkltGtJp+ILmdNzUywA09dkNZz0xudCjiyqmqnKD6M9Suuofzt4mjRHo/l0koeFIZ6CWXQL7BkReGpawYbLXHAbNuUMOhqeizqCixHoiJwlqOY+Y/TMabRZPEEfbx2c2rxGLqxXSOShxrSkmtAanDHPqw1uk+LzfMf1YW0VI4E7d0ihlkImumI8bTLwSVjbF5GAFYC/iJgB0F74O7u+1fxckSJHYN2OfD4y1IP3I+hMCx1LvSwrIBP1QC1chNHKdpjQgu1oFLmEgDQLzda7+obS+uXXtAzrBxc2ggj3K7Cl1b7Xzk75BVhWsImrLbkT2gK27HmnqfL08KSTrqUPPbPRcF0D6kxGNfh9dSJwm9YZy+s6waHZeshz34fsWSeQuGMI+mw5nSKYq/9bPk7Rnshi/cljT6jGWUxNRpmk9h5HRp4bjqDb3i6aRNhj9HBZJSStjdBQIk/jziMrIm8jELfBNQRwMm7nptIx36eXDMNdrgiWoUEk+hfMBS6ruhVDVpYWO5RyQVCeN7Gvc9hn+8iQ9WGH+ppNJYqHj2f/WJI0cNWxTuhbfgTiBOyzFzeGAu6nOsKx9giOOod+h46L7jdaiJunp00tHAOtSpwsO1ZPhhU/eNsc6ujmM3e4OPurXFPq6gc9Q+jFdZbRlw4gf/NBUTL05GtAqG0JKtYDNoZspd8i+LbCVIAl6KFPI/0KJpNqpun0iFcGWKgcNGwLjGJfjp5fL0w9kuB/iCtqYXupLbVD4J2EF1WIVouPJzPcpVrbZ5YA/u8kqXG2Ks/H36q1fREJWAH4i4gZE0GBVHUAnNlb/b8VKnH3e1ji0QSvMXCnGEHvKIIfMlhBKwSGu/hjP47fd7X9nYDjCFbpQaPrYtx2pFdzWoO7sLBi2iR1pnloY5sn5rfP/PkJ0NaAMUvHMU0yT8rTzPDlwVg3i9l8ZcPKLqpTnbJh4kon2N57M2dqBvGbMNA0FKLXOZmM2zQBvf19kLZiKpxTHkXjKhRfuaRXhdJJKiW9h9d0hNHZKkHrfY9IDFHi2gfsbbv2WEd3Nq1WLiB9oYMTq7anCkb0ifaH5Q+vQQO3FreC+UfiigV765OoIUEkBjlePm1FDqVlZBzlxBqcyRmLJI2bW2frwOKdJ69qp97aw52xC+y/LgamU/81JxfZ06s7DFBVKxt1XM9kek4hDAzYEEV+48zHFBLfMg4vTzpEtM2rvLM7KRbA8sK7Hglw2he9KmQCP10WLV5PmyKpCU/XBWsrv0M9tgTk+Dw2YVT4MUw3MmCwTx+mzuttkC02ECMzDJ4LH0P9EgFpqw/H6HUe1dIANEZn6/WwFmOoHyIoV8EIaR2fh2dbW4VKAC1CSSoG1DaZgHl21vYlJGAF4C8gZRbH4CJsbLB8LQr82RcY8h87REQEsWAizkVaCshRjAxLgCktibAQXy77kW1gCcpfryXAaXVl7XB0WbT0T0iPcfrrw+buEr3ht8k/R9n0SbjGKiHj9EGopXsCEvTVSr8Hy9LmYZbCa+3hUqAfOZ9zMnKG8cGJoetBZJyNzFlzgScaAcUdxVhpaBHXOWkT+dhwt3c3tsgzgPorPBiXzCgE+2D0Sc+yk0MgVpgvIpXv5CDF5c2y4g5AboOFd5FuVU6gGzqIzEnNvTAtSe9yk3ATt08a6R1h2RIufbevtjTvkx0ffSl0KVbpXXMriUDwgVjjo/KBL8ydngvORZJZyXJB7fsdb+TzBu2fYlg5w86+zxwQvHTsjTVie63/vWoRslu1InC4muP+fjLPX3r4oN+2/6FrZLa5M9MU5NWektP+JcLVdQL4YoO/dumLOEsXYygJgm40B46TZCyrkAu2tBo8kXaHl6Xbw4T0Nw+sTWKWIvMzeni1S6mBN4h6WC6i51eKfvwN98eTAppAnqE+nIrmeIXObNWAP3q0FbPKwLNSBixydBhYgaFiRPznXq1y/rNEKuD7fewzG2iiDEDMzTIrYAhrlx9JgHFEDRigLamO3kN7+JE+xDLvcfAI/Vz4Hi/L/W0f2pYOLT8FzdFbGS/zBeYM79jQDc/t2l6PRf4Ju6mNoup27QM7nl6mPR1iYOVShNTZGPmMoL4uqw4cHIMa9rRnF/qPPLt48x6M4u0EHRxagFj8FJgat8vzdTWXJ9xg73t7khI2UjH6W639/NDL9lgHFzR6LuXJFtyf4DyBjSeDL2vI6KhlwLLo66Vfg6j0AqMxtWCEekzR/M+avX2SIXrjRBteqSyunFijvCcMCIzH12zAAgqM3fnQiaeHHXMeuK3PSfdznSJxBlGQUkslysUyi1x+cXj0qul43ha3FcOL3H8Nl5c20I3cEklOc33d6U104EuWC6K9ZaI4mzzt/DiVxe1dbeJ+vyobkvk9ar8C1IRZ1G4tRAah2hLYL6UwFwlEJZDFCMm37+7S5x4slZpyiaq4GToK9Dwd5nRjI8VIrOVD3bj1e36khFtaW8VJAHnSk3QExBIVJDq8rbhxrD3/IQErAP8hiwpb4yJ/RGiFxsRIEQUL8nFYW0VKgMVXO+pcEozI7UX6oSHYAU2f0ZgqhO32ZZKLObT9EfVmNW9Nm3Dbxt/LaqBebR4UJMyGR5EegmTiPBe0w7bRkPVTAuFNt95E++ISlcgWgsN+gH4mNGRYuMjnYQhCCPR9c97WHnL7+1mY8OQooPPWVCq2y36KkFOWr8sj+hZ8x9sFkKH7Ds8bgMPNoleUG8DhXUtcfwICoxf6qj9MysiY2/FgUHTAqz4pcbg1ziZwh5Hu+4OTmrterF5EYkNpQPeV42so8TMZ17lt3D6ulZuca0NWPZ/dw/Tt2p8/jIF/yAHzcaNJBEzVX0HoRjyxV9dVo7+veTm0F74QVJkznvYr2Xw/HyGyhW70YXu2asZi90lzPJ3PNQ9IG6R6nfxTxu8pVGiy70XlojEwSPQWBIZRZKHJS12fSM1I14mO7/vmQajHfoW1gLdDOIxFX66A5AOyP8MMnJHag4/uCFtNPxD9vaPRRD0cHigkSN/57uY4og67QH3wRqvhFKUIr9rq//340VXQusCA+dZGEFn4kOBmtdNVkJQ/7dYKwJ/Ko0K+NcReB2L6EWpf5rdgSKuQQayd/iEBFvNtFYAcyTAEiR6+obWRBxrr+jYb+77YeNQ1EocH/4Bm5z1zfkzrl+Fhf33AkSTT928O5TqS0nuL4Zu+RdK0aCAZK4BWmumj9WhKGdIGJ1ATrtOh2xACl5LY91zeX1ugoBX6lsWFfo3V26eYdJm+ibbLBovs9jUfxeXr2rZph4Hv2LD+L2l9+wG+4MJRc3aA3gvWQc0bsbinMog/TUsjEy8YUBveqHo2ZqtAmmWHnNQ38mf+0PVBCB18P4QeeRgCb/C+znglewcz+OHWJ+G2ibhv1ncPRwvMot8IJY0jocZFNquagc//oyhD2bXgHweIVTtCTE1cdZXPXTTl8t32Y1BJNS6y5C4/H9yEM9pA0aVJ4419LtTyXjQuwflRQGk2asFkh4NA0b/K3M7oy24fTmvwSmG3QAeNDf3Zhca+dLDBrmUWj6/tBM/dYuCcN3JclzB0bfTXIHnBwelqDLIiNA9Dr7D4O8lQbCdvHKNAYlZBvNQFo8dtaA2zZygScGNFq454TDRhMXWLoCfZ2ipcAsUGTPUyg/lVIzAVfohEqPBh/9EDWAH4Czx+DCnFcFnGF+NwSqxFGL6AwAE9jlJMbEHaKlBhXqML7MOX+Gqsc7u+w4T3VI1Rl8nhOtLC9NuFngeb3sh51OfEueeEOKRNog6C+tTougnYWkVg2UOiJ/1EkKweawq/GQRzlj0jYU4/wvXmBaG0d3m+rpM4rlkQecs8MjnHHV6/VKvK8/wZa/MepW9Dvi7L/+WYq36v/0s6RuVBods38LyFCrovH4E+TiPp/WlaWrmGW/Kqo3/G7UWlqfenVpe7vDhWqcHGtTJFVhROHLo0iAa/9Vtm/HoLP+txndvm0P9XjeuMFRuKTvSo/bbd5equ46cEluiF0gIW6nysIQ+kzWvI4W2EGWyNosUbroojw37RE7JeQtirUV+/mhwGm1HDjc4iBk0v3yFLS23i/Rx1FFqciCIT2e6qevoJeaWWSqbuLA+eiHTQE9Om9oiimZ+5JysFS0fT1G7+cMQPuZQM2TA5wUDMdhZonr0aVKqhmOFLiRmw7APcpGq4RFMUTcA3zx1TkOdg6E8OEfHMeK07kY7jW9TM97Fa5ikGsKH3xtoqWgJcUQbKh5JCZ/BFH4u1fQEJWAH4CwiZGwKpjjwRgFGJsLYKl4AONWDUsFALvoil7bI47mc5H3Zz43K5wTTsoVPiwKhDxYsFrQRqmqrZo0PA8cB84Pb4/oHFA+j8qbaQQyfACqdeYZgmgy037Kjcn96f1AfeJiNfxJRrWH5PT2B/fD0ITqr/JgXMHk80JrtWGFKUfHLO7r4pD8KXAENWQH2yACNaznF9fGjr9vvArYEslDArMUbYiV4JXfty0L0Gf9ZwkRQ6DOvt3ip407Up5auqugVEXK7Zre/IoIGhLpjXhAri+7aWNhNXvaXs4zxmawjfLavr3D7jPcEg7qyvknujkFAmmcAP5Rry8GPr57As/zzDMltFh4fGyyNrzsbc42kbI8m2R/Xytl9sm97BAsnpjK6kufeM+S6yVE8Jgm/4LzHkFTfahYmOJeaG2gi9v9ELSwOa0LLAWRdq855ArGw0EfCvMEuw0tGvOPHR0iJxCHHSfwPuKhsocI3BgndOUGxCOFVLsbhCPs5KT5FS4grX7G3BAQ1E9tiTkJGAShZNeLQGdS2+TzRYZUkIniGU2v9+u9ZFRUqAq1etRSoba/siErAC8BcRM6q+aPUTAKR8oeH+0cNEDyBcMXqA2tCAlIJHs1XUhasbjCHokwQsO+exm+XBwu/r9KmZJLj564urmmTGucYSwVcHQOsaArzZMQ4kZ2EvemqoifBNCjP8kqmkK6UWOyTJcPYUU+Wm2hQaP8aI0dUe5h4/rMg+f7GV08BXtXOXdcRC9EOj4TvUdg9d37RwTszOGQsws9UdepMw+jysDMjLrotPGpiApBW/bhxQ/KSxWvUidFyllnvuSd3fDkGt71y5hisR6RNllV4/Do4kLySTrqaRUVH9MP/3R4Sp7XRryDoPNXWwA9azvHwgA+ZwLsqZA+d1eE7a1IjotK/uZGNS52muT81368X68BszbBYs4DmG3ZrjvqVJsMGt9A5OOt5wGvLU9cujnwZeuMmo9K8rfzfdIiiWil4eOSB8HbVpcCjd6ld27fhHOMjHThIjrczKLcPOI2f2OcxdZpGPmkmEE/QoqYG0G1UkxXDf5h3YRJKWR0mOz2R47N2BFlmM4FZ6Eb67+45WSxqE9Bp9MUP7GpSIFbSWthoxYLo8QcKNN65qcNDymDp5o/Be5ZicxJnxG5ePb11WoAT4+I4qQQ+FtX0RCVgB+IuIGSNb0BwqAUzKsLYvIwEKeVSIpQl58BA5nntwWm/Ms7ujvipNd5vZPMinRYxIP3v1g3qO8EhSz5Le+RJfERLqgNnCFuNiC3F5KYRlHqvRa+lJoP1+ynYXwDZUZDNGoAV5+/yoHL/7J3MdjQ6WZmFjqeOYX9fE+v/c5uj7GyMUCzngqfDDm+gOPybub6vC0CNbKuAdezH0+UjOh1tMmU3ZhFeFZXlfgVlwOOPi+GCZ5/MZNUcNrdTgB6WOA9wyDZcl7gL7LC4I6UMjIyOPAmMMxQ3y9aeLh/XJKRnAAtz/c5Tz+xOoqsixWGMS6b1yboUO0nU/Xo2ncmopvBF2CvdnF7V886vZSdec8yGP71T6Rvim+l3Z0xpt/QYtlckTKj1KWf0k1eiuv4XXMgyDB58r6aZr4ePz94je8QbpJuVmlp5NyS+/MJknZJTWhMoWNSXkK0jDQoxc+tARpMC8x+yo3AnSpGYiMgpg4GMzK6JdaRAbC66lfCQLbYnc3WrIUOipXtcA/cN2WNOqO7XQCSjDoYxci1HhgPWQ2U7lY1mXFScBKsWnocL/Gmv7IhLAya+1fQkJcLkkijIc/hKjWcdAtMxDBubXjBnWKAyW7dRinlTooPZ+Pt6Gz5zkmZ1evYxGtucqKKkeU2/Uj+vWhroYQHcih/jbieiYfNRi1XIWpiI4vX7J15/cwR/hevq36k584N/FcOdikz1MkxeJHrjkFUVtM223zApxs18e/V7z5rTJRwSeMm5XH8TGD+/xZtS0psH9N/F8hq5ok35ozFJ5XP1mthygVLn1ExZhOBmIrmU4D8/o1Rb3geC1XlU2RBatRRlL+Y6MUypnTv+kkRH3uInc8F1P2uhVWspOI1cXfHLAhy9Ulev5jjk6e0kD1Kw1ot969VKsnjAfAQ0zgaBd0vwr9TDfykOoeTzAYuafEaa68yrPmFaJrxNr8A1MKy+rK7XY1C4QZ9Lur7ac9GN+bfyT+JVdS/30GyXmDrl6ZC2cEEy3RceSUaZ3HlhxMw+GIiHHInYw7Vg6mI2Ud+TNNvnASFYOq0gaIxCZJWZznEttU5N3u0lKFRmIih6AO78hDUp+S8TVq4FrMZ/ocbqkEXrSa4oiqJszlTLmY8TM4uSG4SYd1lbREpAi/P7HiW8VfXH/ff1bNeAv8Ewx+rksl0IGxOoD/gLyLhtCADKvVEP8pdMP+9oZTVWifUmVeXPri3Mr2W6tm5s6NcLJvdVbceWFRexsR66+7m59yZLulrsOk4WT0k8SmyYcDzOXr6vZfFPTsM8R8c0qYV6Cgy5LUNucHA3uLSKJx+VlwnA61O07GyOIM/kEjl1R0hEfRyn7ul0Ob+zz6y/vDOL8M79M209sC2b4TZo9kBd0h4Cb8Dlepy9XhKFcJKT1rSgw8sPLtlvYc3ybfLm46sOM8v1/Xu6uK8k/VUX6P6boIIc1Y/a+4yvSyonXrBXTEHy34sSkSM1C/41RJA8nEji2sYZRpjvNz3LOqfLdLA9GJz6NxYM9eAQ6WmwsB3glvIGSF26HPNuNWSXdFeyscNA8YIIyXwAU+FJ49rUUTE+U52J349RjAdaT/YWfi3STwGLONDO7aBLIDLVhCC3EJCOks2QsvLmiPXU8RDuDq4JEV4mkSATAJ6dIoNYPPM0SatCeALMJDQ14diHsJdOqdSRF0mcI1F54vkNTqq/2ZxlYv39mCcggG/OvMV/jM/dr7e4vJcD/y63WjZ9VAuVvUDlQK53eZ5XsX3fGlR7El75f13u51UQsEbXOSmV+7BwMugDeuqMD121wzddenes9XHfSfsDaEXpIQnaqX22YpfKBpuL8veJw291imN6c5s3BKN7+T03stGK5SKqrUdxTvtBloeygLAhzim8+wtzbguIfvxEJ3ilaW+yCnqKBAz/NAzHgyZHAgiDXiNfgeP+VDcOstcRNKWQEsPvg2LOevb/eflo+8OeRIJ//HVbwtYHiT9PSSKeb2fRorf6syG+uU78ZoXxpPldjmEtX+lutLw1pzEDmthLipvp61TTTbpZ3UsfAAQcGftwQiXHI2NCNzSm67pJHtZ/4TpnRhFiYy/kq+DbifS3fF6G3ruzAykhfCb9qt1xUCptQbd7slmnj4tZ7YLChUkluQecXTgX1c6ubLwQEQOUsC0y/EGBRGPtawO0yD7oBn6W/IotzNWqEi26ZsJZjKVMmUh9IdxxMsksfUYY2Fuqz7WFX3Qxjd6MfqZLUFGI9WfBks+Ae44HZv8OBm9ooME3JVivA6C0ub/vt3xKE9eC/JQE0QZe9o5h/ITb9W91YD/43JWDVgP9NQf1fDkvDk7koEmzvg4Per1v/VoAEaNh9t28vZe3gM1RaKOWRYpt36sjBrvn6bJ5+/eBClUuB8I6BNOZ1z3PZed4B1J3qwCgH5ts3PJrrL+axsy3dSuaAPduLiRC+FJpp91XTlwl/GTpv3KLFLi/6YSElewLLtyBHJec3FQqyRhtMHlsRIjpTjBzFh7vmFhJzHGEw2SZwU/Wy28P83xH3SA4GE/XB76X5J4eOMOyeuAWE7HBMuymFtop/8beR3s+NWatOniuJHozKJJmFJuml9NKnZBz/m+gG0NA+aFrez4JgOX3QUl7A8uxRddyHwLtgwc334BtCB9YloD0rfl6nuOr06eHAMiddo2HQ7+Bb1n0ktH7Ju+QpFKnpJjRhLzgeSSZsiCZ9uLQnSZZNK/G9ett4qzvzJ6j2ZgAAQABJREFUBTlCs6xtHJ9ITPUZPe8XHpv9jGRGSSEZ2mJATx7KZxIHvlynNB2N7YAkKSUKdxCaZ5sGv80zdcmtIogRW8SzQ2yxWCcDnUqkpG/eZqzJU4RpWpRud3SAAr0C/dBICWptFSoBCqqykLfUCh3F2vnvErAC8Bf4KaTgGFYArlhB02AqoMoXE5BLOT6hiqKTb7Y6K82Zkmk/Kku88+xkQRkgSJW9mo9UkhdVWrtaDa6QyRYCKySsebMRhGve+rouCb2xYCB/rPocma+K4+22Yce2jcms+Ujv9AgureEAF7kjA5tTmBpJQXdK8mq7Qhxf4mh7dQUXNDUKcyiXRJE5LMAxvgUuJ+YF9UTQ/ZD/OyyGlJq1MM4D/ccXnoV0TjnR8hSCixNQ816a0cjxz9IhUrWXRe2sR1NgC9xXE4sT/UajQ7y34X0ebkar/tqctmm1dFJdJX7W4foG3LZhw3lRfxoyE33QixGsvnEOvepaaXUvMeWbU8NZLMj4ewul/UMxLTlCcS48ptrEcVKjvf7k1igycgEQvPw/WlhH6CpZVdONemsPnL9Jlpfv4QLEEhpBWqpJFGBgWDAq1R3957Sv6Xq07kxBrvwhr1BhDzcCa0KOmZDBF8X0x60Tmhs21So73wgT0Md4H6tQOfE8bffrQdOeym0yzV1eJRqbUWS/RKCmPCcaljKMdElIQBsBweSmC3BU9hb3dAxZq50SjDIovxbr8rNLQMXR9lmrL392uf5lh1YA/kuxfN6NyEhQnlhn1YA/r2jhPfBm9ARpAlqAtfNTXO12xvuI9Z0fJrk8qOMhERhsiwbtsYxolXn90qFq/nmMhI73iG2g5S6Dyw22Mxe5zOg01mb4L5MWVX0snDF2kpNmzUjHqv30FuY4L2RIHNN2JxBeZ474ohFqf4OjyQa03fbKNHpNPlPU7ynZc/OTKGUsZ7gUgXfbyZfTf3iU1eXOx7c7UmGsigUYtCpgV965Mml0/JF+JxFeCsAoukCTmlX++FizhVcZhHrd0cWRyhPLL7xMiBlYR5vj+qpm0K1cjFG9gmlFMxW5zr5i/CCpxUyzreZ6om+cSvYyYGmdQfvTK4fGjEP/0lRNl3tai2NpclTH2H6hdHJ3JNNCGk6y0253zwc+K4b1LGzzJv31sd3JH4/NrbfsQttKdLDf0jj/kXpPNMYPftp0OliGDpWmMKjgPkzIrcWlPUUMaLbpauUBzSwXuu2kyTYsqf9KLXDI9xTk2EwRqxRx4SkX3vLA1IhkU1dSBR5anGGOJuHrUmqSCqm8IJZ1tXiDiy4bjOI8YO1YqFToi8SIPKFR01b4XHwWTEwmaatZI63FPlX2oj2tQPzpM/ks31jUgLksYI4jzdoqXAJoWbK2ipaAiYYseARkPrIWVA4h0ZxF2tr+jxLggBekBR2BauYCKaxvBuFdHXi9ud60qO15pY2Czxfq40GiF9eHgEs9f5xs5Au6tOs03cHCYwZGToEH21aYgu93SRxZohUNK4ioTPprzGl1nwjv4T8El4f7IIi2rrFD8O2u/bz+cUY+6XrvwqfFAGJ7zni0LneRo4GKRpbVFv7oftCnTG6PWJ9+4dV4vYUyA95GwcNMuBmwcFGNoa2vOHqSaFGfV/OWn39we1yQ2Sz9qdW4eQ09Au81erh36o3k6A6VsCtfHyRu8Qq6Yox+1PYiqqUvUNGMDxn4vdyj2u1ZqIAeBp12ubKz5wxuWHco2coHy24MclJX/W71HsOT4B8w6kmBHT03eOe2r5RvS172uyG72+ciWMQqUJxvVeq9YpC8sN2jF9mzLl2gjI1PFJnQs/wWWnWiSoEWzqA+vE9z8+oW9AOfiYZ2fjhZoNwxyomYIpQL65BWcwLveOILLOywPIr4leXptthKm7JFSIBSAC9NHZ/0EYRpz2ItMAe+2kjp4062llIBISadVOHxtED4JlDOlLjty2slCMNQtIEgNv4Gyqcs6ILcqSY3l9jrTkJm5SHE8ZZGeKCqHevtBaaWxRYSY9HRX5zk6Ft+jNf4ozYNznMsTuXXb13+5xJA+4k34UMqDYKF0T3Igv+8J+uZ/44ErEFY/46UPsMxZVEvQK0a8P9Rlh+AF3Jno0s9iCVGVgc+BWaQeMngbp1bDfwFr+ujSZNPkskdqIbg2xvLAw7Opu3GB7xjJmps2H1zj6pF8aE6r6D4NLZmNLN0X0EVx318oU1UNBnIXR4NDkZwl+3pZzo8aj9vQA8BizWFsWZD+aXTIc3qAXtHJiTG8UYq2ti3OR12OIZEle/P2N6rtk3T+/zUJhnxLufcrhruvi2W1RIL7nsbTFRO3h5R0gg3t4EhTrYZTFae/6IbG5do63Xde63ewA3tnGo8O/Vg+4xRGIa8WOaU5tEnivQq7xdi8NouN7+I97MdxNITVdVseqacFQnAcg1rB51RzJ+3sehp8FrUwHOwNEPn6RjprKTf3RAWS5bK3jHhrEDV12f+xFJFZP2axqDE+NJBVyoz5uIpFn4htNR8n8kyNIp3vulrwSYYx+dbLjS4wpu8AFrTELgEoXDVPxInAqETaUeaDyuQA2tV9AmyuQO8EamxdFQz+rqedLtfskEHWzHSQY+VdYbeDa+foqRmDGZrOsdU8HAPUlKuhiKzmIbcvq5xykkqDc5owMuqO0KSWoMVJYkvMWpJgfh51euZY03DSWmRI5jlfdEcnQEK9ivjmFc/Q6FGyeTXYGjtdKGovqiE3lXUNfPgmLQyPFJ606VWIP7wS/mPV3DyqHrvrf+Pu7Ce+DckYAXgvyGs//RQJPHnovrVLUhM6X/axz/9vD+At3A2BT0GG+cTI9iUaqHKWYbmXbWFyxNTPeQPYv1dOoKMPO+1Cjb+FsSeMzC2G5NoL22Wo8tuRX21bbxWIk9tZzi6cc62F3WeJqeSqD3zQsZQjK2CKOUY2ilqCzkHUmlHTt5y7bvfeDy4aRHC1ZC2dGz0ZbK57Dmw/L64PLnrls2ZPqHoe2ZgZ6fNGUs13yZ7WRBehpgtDZzfWRwVzwxfOdqZzIpZAR5uFpKFg9zBENMXIqH+lVye1c6j+o3AzBx/PSbe/Prw1DclLnXuDvANPbPZV3n2Xcbwa648uepfJmykbUwWvRHWEwsyzVj1pGTWhtpgTraDGS7Nbp0x8+EIvkDjsZrNtM2/1xBGn6rKaJsz2Wirr1pp7A+RivjqPY1YfWjnOr9dqMPC0KMXamS2SHtk5mftpNlO4fwDLftYWsaCblpE33sFtp2+SpC+ZSzuEkWm/dSRY1RRL4pgJQr+olwL8zlZXCB+hlD65iQfSF+9GROg89F4ycLEmFWES7NCVkPeeSnQ2SSn4SikeMgGk+4R9U5/gxFZXEDVCzOp4WSukSXWEi9bsU2MQHzLFclJaoI8V8NoxIwdmCzaoBatIfFwbOci94Lx1B5TnFIspcZR+SLZa2GU6K2oPiuAukYRHJZ5QZwViDmp/+ctZiUpVU5Dlm7upWVtFS4Bqwm6wkWMGZNogn4OZGgoifL+AsP9Vw3xHniLkAWJ/Z4F0gClaSG0tNBIFCt0vGq77SyHUKbM0QKx8/1v1oY7CwtI68kr4J1zabZ4xhhb59F3nv/y69gqigx/Y0M05V4hP7vU6PQqOmnmk72NsfpOKLm5vYzNiQNfFNyKWuq4lltSJpxBXXMpiYr6jRNm8/a0BpqAzyDQjlzMPHgZWGXR7b1NBp++2tZHwPKQrznSobrkSCW+tEdWbuU06bP+utX+wgyHM7Hxs0+wWGowng9VcbkRu5q/NIocpnuaVQU+7woZGOXL9b85hNqLSNl+54Y9t8yu0+XQT9o7rRswUHhEMmD9UO6Yv2qbUltvyJcwlryvL+3EvN1jqPUecuTB0vJI52A6UiAFM1JTGl29hyx5apPk3dVAYeiuaBLxcX9K+nMSs6/ROMmeBrvQyHy7eMeqmYIquYHYXxhlLB1Qu3YHjUwOy8cC0VnAtX2k2jHF+Y1NqmuifXzlFyp/vimus3a85paTAm08Z9xToX951DM3jjLFPBze8rZAImQj8IbdHkUSw+haOzMIupP0bzaD4CUfXtfMpaF7puLhvQgM6SLIu5pgsXjZs7SGl88Ws8b+hg2XQx/7/BDbzGwfr7DwTAoitosV7HLsxT9h151HYSayRjsiGDNGITzEakrLtOlwzmqa5p7A32sIwGm0FvwS/a3VBP33JPf3j7ZqwH9fZn/7DI6FANu/aDPvN1v//pUEOOC1SEsHoEVsMgu8QDMY8gWQbQBq3E9Y0bzn/GqOlS0PR5pBPDONX1e0fbivb6kQmLop8JOP5skVnmf0ZlY81Gb5Ip92jJ0BgZRtG0283vRbmNMjxcbrKPpRu5SDLzc+p/kiCPeVg+4gRRqqc7yIV0ebO7ZB/uiqhW7aoIduekh/ZXtl6xQhU1p3EmWNNm0YC9z0fGizpeoDu2cvssRBho2+o9N5+uH+4feuQiVmQ9Vtc5Cwoqwlfo/RT8iutW+WEos78EJScWvS7/tgLDJobehAh8lLYeGDiDF7cpPqDm3a5MpNcfDThvRVU09S405m+bEfLw97Swudzrdu5M3ASdy+Esk1dpbvR/CVSkGzBoDfxHXRpHybRO8uRh5033WLXCk/pnxJUh2TxMcCD6I/NUZuhEEX/GbocF8ifrh+J4XlnWtgPljvHnntmg2rVsVke+fURTSsi/vq8/QCsHnjA8Zr3wDPoKUNLO+auWk9LimVNAkdxo8oC4lnnkErowZ1cwW5cLs/4fqFm+S7oqZvaSSfQb040y8eXDPbEWAw0po9j6ytaSZn6SUo0XQCgx5SFmTxC75Sn/b7rskTm6fEk+XXChalpdGcAeqGll6WLdXP8WckVZUfNGhgMb8EBomRixqrn5yQOEBcy/Z0XXEeHLQCMSf1f7uprBrwvy2r/9OBVg34/yS+f+/kRNSAM4GEoQYc9u+d8c89qiiE+koY7WA+NY7AWCaxhcJFHslwQ+Ct8Y643XhH3YX4ow12JklunvDUkCf0WvPdugbBmd7gjakTXlXYxP7eRXkbHwe5u5c+8LRQATs2Win6oPFpwsdtG9Jy4aB3EkflxOOQjADry2DQE/osa5cKzU2v+BS2bm3M1OdUrcSmNyyS5FVXk0IfbS7ls4/J7NrFXimqr2c5LJlT5+dfVv35KfUOoVNFPN3YNc2+oc5LI/wQcMuClsqPm9ec1sLxTjSteTKzs3LtW9SAR5bvK1/uVNLxQgS9cElp1UprO2McGTJaW6A/8Yt6VH5M+XLgkuubbaIb9eCpZUMRfD9UXGpNe9kaQLgFj5P6DF9mq3hbqb6BJW13RZH75eeWL0O7Ui+JxXiXMZEknUHQ4ebvpuvy/dxSOYquAb15CtTL7xX1nfsxblszOrUyH2hdtEqgFeHrb+B6YyfovxvA/yWWG+SZbNKdLXavK0lsEmppXnnXlvJTCWkWS1R26XANLRFlQWXRU8E3pzaE01TwpR7wgtjlEPA4ngHQDX3xCQ8hp/obarZxIx659QCyvIDkxBJwiqHQMjy4BemTMjSzR0Fv7Tz5C1bgtdozSZwuj81zA2O+K4SbjfBKnIqsTnoscUUAqy3CDgza2n/h9vsJAHcP1vbXElBOpzdpJbgZPcmqAf+1hD7fVqsG/Plk+T/2ZNWA/0fRlO1QhVE71L7aCljDcBEpacFQS7KKCiOA5BXbgWpYAdgjkZJfiokKhQJiueAH1zUyKGxmEjN9+/7WoC+inAtks6eI1DytyJ45LWPEt1i+qBMp4a8U6kHI5c0yBHwDyaEW1PxkcOUMsdZeCNfRV2qiPJqeXUNtzK5VYpfdMM1elyeDA6+qMTAx/ioRWi5agNwTgCn+JgnXP+o1wfmk4evO0wo3YpLGLpwH/FESkLuRo9FkzYwOb2v8cP/nDsVNjrrg/k+KbyyOIc/nhtL2TxJbx2TkB7wFCPgXwQyPIpsuhFCj1iDddmPLggvhkxckYDWgwzQldBbxiTzBnbAAKKMKhRmGx7lDMyfvXPtbu8kfwDeM9nMyANlLTLwivx4/g8DMb5a4YueBS01G/gv4KtshC1YpEmN4q0XaVWdf3HL+Rv3nC0L/+EiMaB5Hh71+CW3TpfDd+yNukzWpuJYasoWWoA47Hh3me8HfvxOFjHXAV4cXV8mpVVQlm0c8AmTwlIKp1TlD1NA3CrvXdkrXB1WD7BI9SvkWn8ru9wQSLQqqxSooyAp2rWuTNXbN/cXw2CDLM5mIpiOVFiB4Fj6khsou1CyoD7JsP/QsS2JvXVhJIfdnyGw7UB3I7H2164mL828uCvdtfhpnhF2DGFoYxehzJrCpyAS2qNL3ZfjwPRaHiMTfwg5knL586ib5JIXsz/f+D/6OYXT/4Lv/grduBeAvIOz38QzWCOiPRU07UFFRCSpSDHwrsJjaiUDnYiKsOo1K3pUSInQnWeMdqSq7kNitTyc+Z4OiAAFgvxS0ghX4vg4AvqB1y1PdRyEG9gRRXhwB2zmtH72w9Dj6Ovt1dqeXJpCtutwBlK450AnzZnNEUJxbCZ7UTZQFb1LX0ZGXJsm3r358eIe1MdbB6zIIzJa4ievPhmqIYuyWpHn9yOSm5yK3kK0fX3N98eMwb1H6g6/zTtZVtoXxUZfL/LYfHwLLGg+1XRu3JOO+0fnI4Fa0x75rmOf7UfsxkiTnb+qfsP3Mxg5zlHSJgAfzy3225YfVYvBendMh603QsF1Dbq36ZkebkXyRYTtNCqmycOaJbYXZGJVNoUmdpisONMxI4ezrZU1JB7oji0UEKZW/rN5zvadQK6qTvGDfQl3jl+g7/7SFdaFOYi2cxohXvWb6zYnUSf0vvuZmo2lLUghr8cxFCL6omaIskVGrvKeQzVijtwi2YKRVvLFAOlEI7m4Ag15jStIS7piQ1DMhkFbrPLB6DQ24l2QQGurkNMpxym703BlnLyWQMcsW8swaIZOkih+TnaJ4WyO/mOc3zfaNsMj+dV1JiRQkDD/PoPPN7pbTUA08lVTPU7sIjK5qM4Gq+G+VOwc8L6N1pGoya/YNyOmY1zq7b8pZvp5tXa9dewlOsDpbBDDJBbkxhQZI0/LhXTGBJkYKrY1myO2spJfQRL6btYHbFy5gMURrK5MAFwltBeAv82NA65u1VbQEfp9Mqip6nP8f+lc1o/WKQunyQjV9xiOmizZQ0gfZqVzSQZSUQG3OC0hhVG36XOgMuTsYPlvPOcp3Fcc0BWGHHBF89+tAEngFWm3ovKv7XAKm2TJNQeU6J6VdFDlEPGT3M31ydofHBpBpMBI3QuUAx++0tBzYFBkz+MHiMzkzNzY0jrvg2e/5uJetqaNObbnrlWkGc+sooqxxreW8A11/u5/S/9fTO1lCJiLATQsdS70+kSkhwxxJ/s/UDH1x+wRlG9rq4/344iIMYYOH+q/j6tjG642wrxtq9x8fw6072qX7tqy3ux9q7qEGrNaE/l+Oe+hDw39KN6lrMih7reJqC/fYO/JK75sHx0zUltiP+7r3+ocKibajI4Xj7U+6efsnyEIHPJ4zY0DsgslI2njF4bmvxr/rJj8E3wAtA+GlrR7fRmYs+w+d40pYN2on0sIJJKUUs2L4ylwz8x5u9v34GNR8fXmlcAjleDTqKFnKAO8B7g/GMRA7f296mI/E/e4sgW/ubSQleD+cWWBY+W7mZef2kCeQslrZpCjRkuZYPcmbwpBnDAQdB7PDPWqyp6CVSY3VYuwSu93u8GTa7voPFy2AjLCrtnGjnyelheW+KnVXH6r/U+MRlS84bGNdkFFbnMLn61IlgpLKHVtM6GtsMfbrDJ+zQrHAVKgFRsInJZZ2FhGJfHTrcqOdF2B1cg2ol1AfdrwMBKHWEaI8jHDexwxJ6Dd3QRNFHwUDFyVqeNYFf5Md8bdZfu3/8KUKrNORL/IT+OOf6YsM988cJBV9wNydVybRZUtu/Z/U0MTsY7FgWXqAnpiO1YBHjVRG9AwPzK/VINiZzlNcCDTGIcOTfiFGNLdQgXTpJbbmSwSiMt+sHZQGNIfIFjngYn/Fr1ZxzFCefXp9vk5WXLwjbLXshqFyVpcsH2GXLWt3Nmh8o4NOgEwOBHgtyFuPblCsqObqFZtX93EO3GniObnAln/vHgnPUK6inRBKZkVPI8rf836jP458xoAsLvfXC4OzBnHPig5DpioTLwoYXiDHfoVpSV3wftZYzNDm9nWSWnbM4tAAYNkz8EO0X+9mVIwmz80IxDKWD0Mj0Le6ojlV1KtzrnKrZmti1h042VOns/UxEJjPCiwPNcFZb3WeanuTncE+7KlrQBfhbf9TqbVycjL85baANZMo8AtsiqHPqMUq9L3a3N4x21Kv+Bo/vc2pF2sn8Sx6BRsoTXPRuC4bK+drJCRv5iYQCU1GoU6iJ6xQgMTYsdIim3xBrrPq9anOdbDDwFCZdoVvvt1jnY1BHbH2t2NNDwSGVL3un7IWiyFaCuAW1UNBSTF0ibtMNBzwYj7wGwTiLpGkzYvQDbQtVrdGdiqYErWSbOLuP4w+trOAPM4CPKXwZhWNuRDiSS4k4kQgLHbUe6IMzAvuikFWs2kaLEZqk82Qa8qDlrOWIniH4/MOxjmMP1iwWiOvqp5m2fIY+0t5VPJKjFaPFIDu1cBgvgMlbBNwbmzLGKPNVc65vA7YU+OZRch3jlqf2YhlkhVmSRY12ioIyuFy0Jqav/pc9nx+JRD8VXKYjZd5S0Jhvv9DcNES6IC/geF8Fqpj2UoWnwWnBj9EH/UxHQ+Oookax/zntZCNdAF319ETrD7gin76+A6xtoqWAMeExY0h+IcAMFcP94US6iNwtBailoG3Hog0RXkMGLW2oHMVgyXBCLxVl3m28ToTeAWR5EbeRDUyHexdnlGvQh3hY1YOFnTHSGF07pJG9F6bR40VtxbPq4moK1OCSZ5tNqu73LGxeXlj7taeB5t13JsWqH+p88zBYaAKfl7gCz2aeVpVL31l1/7CpnEOaKqeRiL3YITt+xa8gEqlcnhsYaFPzJnQyviCnw1aTQiJjeX6gPLcYFydyUVI08GhkxCGg8m+qMEckOKL2z5GDHNKCNRvasCawyzIOtZcE+IgTQ4/8HDTdQ5I1U5a1xy1KEig5esFLVJ5Ble1Ajxzwb7aM3ijCwDkYAaWZ2GrrW5mYIUW5s3Uuw/Ndvq0Vqer507VHRkan+TXJvLcuIQiAjUxh/gyViPQ2duqFgV9tXepR727fLLBJjLBtcQwZQ2/lvi53+GqY+YjuIEpr8mTfjkr51oU2S5ehCeorVfwlpr5ORsoy/cSLZjeh5/gZ9atn1sInu9cxGqZmMHIMEWuE9hluSG5mAPkXuhjyiFmfqjHizcuKpt38nwHlSLPSfWydU64vFB0Q/ra8d6ehjDTtgBUQ57BCKER8jHNStUV+a6V9M0+fP6x5JKfDDJhIcJuq8jRJJKTKdeCKcXUKKwnlYt7kqEeZpzOjm6N9J6/t8Z0go3IOHoG5TnPhCyeCVz2FIEIDRVY0ZOCh4BAS/QBn0Vz+AgvoDeMQKQIzqYsNEcfIFD5HlhqrLY/rUjQSlWt9c0TC3gCvrvXNQfqe7qy1u6FS0mhHByMfMhV6GAb5jI/0Aog/ZoD1OabYLrEDDUdDJArNYEUQdgJP3E47hEewNVNUci69Seff/k1/7ctQ47/DsBWJqwKf7RWAK5wEePr4b8cgDnAfRQK/qjBNJKw0FFOIARtqmjhg7hSwt6QgEHsRnWNCik/+A0Rp6RSQSmaeStJqNlQh6Q7eIEqNwMctz1kKz/AF3lSMfrruOIGNOTX9s8C7bZvG+UDcYF2emq0KSYWiScRJfzEMsX+PMo2khUz/qXvGpuhavyPVKiJxLiqJxgwVRZMFHKSBvsWZEbv3Tt3DxJujPnzow5fQVcKWIvjuXPtgp6R9mfO02n4kgXOXMt93DMcoOkbF6jRPBGejXcbFHS5ZLzppShQaLTTCgyOepPeQQeJeQqJpFDMFw18CvJKb6DYlm9RKYSsWWrUYwBQLlMsynWc1M7F7FeoKJp+d3vbjBcegfm5VVc2ajqTAX4uokduvZBBDFYM2oQc0/aodX677D4poLeVpahNe0ycHd0UQ702yQj84o+TBTT31sWc19mD9oYWwzHFioO2tpZ9gfVWVp05YwhqyTmoxfXYjQxY5ffanM5AK6s50633GvuSAtjPs0CoSQjhV66QN71oL14aGJxEQGtRqLMQoPgZbO3bgt5sVonM/+ECBDx3xmfrgjJx4RuF9lKVLU9eYM8YIr+FggI3qFf5ksUl184gLbSj8kJ7PrEQkzzf3aC1EQuOtBTw0Ipu7HMFTuG1qLAPBEnkGcZPzAiof785zDOnQLH7W2hxZDR5Wn693DKU0pashV4hqYQ1C3U+TKXv8SfFC8RdrQj0wUlGBlb29KTUADyGHx1H+dUqoRvfDed4eIibnkJAMTzNTiBpPjVItbyzNEDVgoI6QFSqTXS/7fHc47d62STTqaPQDC4OaihkKIgQbDNUApyHCIGzSsSKjPAA4V+HUficZh6IIJyLzyEan9F5/H5/bSS8/G8FZCsAc7/CL9Pw/8LaKloC/20AXA64WCGoIb5QO0lQsZGh5inFRE404SGbPhjzKE12JCa76lTvLSRsfiKRxLyhgniWZeLxZZfUjknwtwctmgTZW5h2O4/cbFBGiFH+LPbuipnytI7dosf1bXRmvvoVNdlSYrFvCsLnmcBoHwe8LH0xYX3it5E16t852iJE1mEiDMeoHI7R6sPH1y2y4eGu9Ua13mY6VQKOSGX8AVzR+Qj2qI8yz5roJKseTtcccPghRetoZowOOrHRxmCjc9EIde6lhsI4Pzu+VKtXdLsuz7eVGbCGLUbOklyUAVbugVzIlufAqK7tSEhK0iqPHxpH16j07akGAQ+iIK0AyAK8VQAMxnJEf/BxPP7er6NaGBmK9txBUT+U3yu3/K4plUj4sAZN1v71Gl4a2avXksffzYycgB3M9kaVDxGmPV7zLR2BJwi0U1H2s4Y79gyNZf39dhb/WBvB/nmBEPpFXC0rp/5x16CkU0oknZed5pUK2yD4hl29ij71PzUk41gEZxp2ovsb+uOuHtER5OLHh7Slg2R6qN6Yvm18GnajYaPhpdWk2xYjXh9eGikDaTweo8MRFN/0lrAxPYld0FqVg9Zosc1xkthmuVlQ2y6Wqux0kmJnODbEp7rjc2IY+Asasd83FS7KPrmo4x7cRJtZMohg4BJY544TIA64uf23BxY63R6ev4GvN0YYxU5DoOiMBOzTi4Gpgr52O/wNJePkq54TXpMdpVElxGyQ4INPAX5lnBC6Y9BpAbLRaVjQipPgTDMZTfCVOOQJl7SJg5d4L2UuD/yd1EY5N+dTcBJQSEP1W1WMv289YGkILGyGk0R8BJCMH0yLgnMEucP/mwDZCsC//yK/wAJ/P9ZW0RL4/x2APwAukvpi1CgSJkAwvqR85fiWs0EFH19cvELUcBB4XxUBm16VGpyqg7GhnFhS0ae7DLR258jvZPk07KET0igu5ny9CBpoFm74wSw8bmmG49uRxk5Ewh+pE7PNKSkxiXIxXtXiIiDmSkyNrfpnrnclKTZmtW1/OBiYADWla8crGc/7YPK4X1ZIvOwljW9HlVScz2vjsKXd+N5z+NUz3pwyuKh5Whe1SFdJLdQ7ankIshIQWmzJ0bZ+bO23BqiZlIm/gzJQxeICuXhr6fg9Cx776OW7gn7u7bA9Yt8ix0k3ybf4Hv60hbWj1ShlLy0OmMso1y3zRdngu/nT1q8xdWWFcKZL3UPeAxr/PJEMijn66RGYXlSLCg0OsEQk0LYPana62q1bffMCAF6jnD2wz2l9IkmZrHaG0lDUxnY2h626JHCqc5r2jNDz4Zs9N8m/XBs3RuvlD/KF5xsQM6bmXL5M4v88LvddefzRBDhZez2YBVOjDpO1f3VM4x1qV0GhIA3UvAPRi/nD/uqYsMfJdpbXXm9AWPwaug37AQXBgbMriqQKt86BNejqVIGnC6tApR1mqHQ+nWcUFEnUcq00385il+tC5HnumiedB7VhUsCiPJVH/R4qrtm9k+H86v0E6tK0XE+zmNinNHKCviOJiW9gtTrXd9nx7QqrPP0qWSwpygKtQ13K8vIJmDGoPl8hlWm1SYyUppW6uAaxTBEaFDJ0AEL0iNhp4JmvkKa67iOPa34ftey99SB4JBXY5eLkksL3UgtUdkONuIoO/h977wEfRdW2D99nW3Y32fQeEpJAIPQSkJLdJELoVRQpIkqRImABFERRRECqgkivSi+CGAhdQho11EBoCSmQ3nu2zPmuWQgG5Pm/6iN+7/M+Ob/f7rQzZ87cM3Ouc/dccL+euI+GAGJ3/EyYPcjx40ZIbrAdB7A+itCiZ/6TAbkWgJ/3Zr+YfbUA/GLo+lSr/0kALOabtdNQXRuBAjD41EPUixDASWuArAN+FWrI+kRWA6CQB9HdUQDvoYcy+jWkJC4PYR96YoCdAfGyIg3GVftMFufKmBziw0dcaVdJqlcLnj08gRwcT1Od8/lWTFrUrMQuv1mxQ2Fjo2Oxv0yphFK23rWSIsN1+8u2l2wL8v2t/O8OJ9smK+h7119NWcw7S9VZdnhsmWt5ycpeAeE51m0/Jr+wXWRRLFoSmwd4caCXG7mzzMBLK08NtaLgQ7FkWZyKvmXAyCcF/QHQ8uwZcyNb65PqT1vU6JPbUR+xkKce2uMNPqmHxbbyvnfWKsamWMpYl8PLn++usmj4gZnRedopBQb7VpHH2P3ntTWwA/dwtstIgKX08uWH6nz6vDofQ78MMecpGRNa+wmSdCVDCEwpzRwagSjLNQpcmF7tQ3v3yKggIa78nbYQ2ZfXOPxktWso/0ZqUfGh/uXrr5yc2k4UB/+udBwDP+liimXt75ZHfdDA53cVHu/QzubbmGXZEPZm3DuRzsEbnldP9xMyJRXw+Wxg6gMra0NzMVb0s/WCEvhUnkGzebvyRIn66moTfR0nBTDj2eD5kXh9Z27YOpRlwkyqzvvgaE12xPT5eK54bjDrIntg3kQtE7zK7dOu/aKKlzezKHSxbHmBbbg+oMQ+tVXBWJ/zzjn3OipcbLISMkscHnjorcjGKlfKnJJsqMDDgpfbqU3u1/UGdZFelV2/iPLqws7MpKgUZOWHHTKlF+tF+eQ0Od42RZ3kln/YitpnyGlUJWJ64lswJ33ooyGHUiN1Qkd6wa+4G6RADpiMFuIlFLlkfDqUCzuBy/hGIqA2SETErzjLEkoRVSvP0uN/23YtAP9zTwRjUW150RT43wjAuztw+5pRoACsjRRE9TCQNMDSEjP9POi/bmL0u6thZI9pvy0so5oABeT3YOSUiFR35Rw2wQDX5qzKoQNVNion5hRLKkMiySsB1mZuFLSF8anBFEwPXnK3yyv5qa3VvciWMrfCJiXWZXXA58rhjUp2Lgq9NCsoMlnW4kpG7r5XqzYl+XAFM7RuQkbfV8giMpUkInPKna3KyEpq5PlFNpIEyve34bkNlNQgbJOEeIbIuYrAuuCj660CLhVNVQgyXdB7a05iMBwePeBpPWO15XO6pevSwaG7ZkOMOCByMrv+7LvAhwe/rCf5wlD1cdwe7YBB1upn64jbfJZ21/x7nziGZ/dUSfXUExGlIKp+uvA1AfJsU72MD3bsKDSRZDHSGD7V1gSIqlVVtLauROghg5/QwyqrfMxHOn0dze7UbGmklmtVAOZ+tEXvQlJFHB8ajoF/4hsIaVmzXtcufJ6siiaUfbMm0xRwa2w0WxpR87i43mEUt5dVUARJjVm0eUPLcglzj2NjfwcSQV/zQUIxbWSDrm/gLdJdoll30bjuqRIQBsO2fEqAD+lWGnMvFFGypsew+qeeqoQN3WUeRrmkpFDT96JFNF4AbRySFNaspysTrsD+rkyqon7GSiGKVAlfS1w/vSyCNJ4nuOpxXaG3HsroLgB56R1eZdOESU0OJCsBZ+uEtkKhx9dAKOOFx7ZqLa9gal5VfyhTqtxIWYZ3SQZRtKeloryqwvsCJTmk2CYnNy8oyLOw6mKom+HO1cV4iyu5Q4qGOSQ7k9dVX5PtfVdBneIqtyi3yLEy0S00nAdALsA0wZRM1AQO341wYYOa0w18M4V4RvkQV9cHV9wYF3SE/LsUy7u4z0R8H+ZoYPjOkiBCSpp8Bh7X/0tKLQD/cw8C70Rt+b9KAZGbtbEgL3BQ/hi0fAGWzcQlBgFx3QNgKwcnyzB4cwwc5oS3KVCQATlyAcgW9WBMBXWcDoMEdLh05xaMUDDImIFVLhFy2/Oqti2ZPsieTIlZXDI9XGJzKt9EuRh1S4BIkkBq36jRbWVP94fyCd/VIYt79Y0KiP/ciCoRC0GTycgD7x93kwj3DDaF2a7n2xqTToSK3CNvzIz+fmRo6Mvlt6aQJAPWqLLsnwZmjHTOBJbLjIjjPCtXd50fRN+2RLK3dlU/Qx4yBiJuw1YYrE5hkWtzdR+swQBNTtXHnywfZzxyz0ncC5o0h2j9LRyb+uT4kxVhhIIqt2Kycloq0F74Bh+KXGkWTz+pAZE3Q6iKgLE+K14Jz+o52aigxTQLEaRmIb5XzWJh4eUsyyg2CpJeEgmFDdbysp3RbItYZVIIr+Osp32eiLHs5X39UrvBX2XO+XrvMYieD04P4oPmR7LLYr0RWt4bA/s2A6d1XdgRSQVpYHI81Bqy5583BPIho2JYulivW2c+ExOBiQYZvcYD7ozD4xUNy35XAL4bEOoStmuyoSQxnbMgkxcqYX71Wwmawz15CYKOSGkRa5G1C/QKM/sDP84PXF1TVUZvg0dUI0XgEjkmQng2I3DsVPVxcRlwEXmcy6gjXLNmVD7OlKQm1hOHDtSsx4zgdBFCMsKd5QYl8im8osliScbPQdg2T5KQzOEwgo4EwmSrIoqFdA4J444QsYcxedGvxuA3t0gpGq5oPUYB8zpw6juRVBvCSfXgElXaNaQSNz+y0uCyaVyvtre8E6xuDu8j/HJMpFelUUq9MlJbSQyOFkJmQ6bPbPig5Ea3G5h7VhATmK8q3UlpddtL55DglWf/0D6haYLH6cZ51sXovwjKduB4nTEL0AKcYeBGHC85lM6UC1EADK2pFejXCt8gR/hTuGKDkhIybNBxUQWShGNJqHsd+5OMAHmLxwaJNWlTu/5/hwK1APwf9Cyr3V+eNTaSS8heKZArPnY7iIyhbyMfZMdxgbWsDYBVBpFYFbha+MeSDIBrBeCFYymcRGDtiVHjImSy+RmM0utysm7JKdAFgwfakmLw34+gEzvtYtmVajJNu3jcpnO4Ux/bQuWkMkuj79bmeZFhvVNuVil5e+jU+sJGxTmIjnrBbdVZapLKH3qYKu/Vr7hslJadw3gKMaIrcL3BS4w0mPGXLZj6zZWHPQ6alsgNks3kpp7P9rxu0pbBx5bRYoQLfD1C0SJavDbXfjUCxjT9Ab6hZvC9xJ0AfC2R51Ec5H8rJv1X2Dj9xOWIwzQWA+JvFdCWmO9XdDsSMx7B7Ug3hEQQ/CVwAf8yZhomD48LfzvElgRTCMmFmbErWQp8g3fjmvNw+M3qOublnCAYLglkNzs8nvemyeDljmhj6AN0/Jun6kmZL7aT9sSw24MBqhhsdyGdYVkjgfIdTLTPHiJMiDMHvDxuogv6rP06iq2aAZAGkO36VMtHpjPyxrNbhYH823Xs05t4lKtUvGCZoYKmS1T0Kc49ub4jH7hbTd0lBvoYUaDePn6CHdPSZHCrvwdg3TD+DQIuaJkldYzcjNzBtCIJdnRiH58CYIDqBvTnrttt+moPhQo18wNX31/IKa403afpAJMlZ0ax/I6jkn6WkmmK6BscwVo9kQZYKmBHUEwa+BMdiAHXC79g0FM6A+5J4U9xwQbKAX3w+hJF1mPhukTex1RB4rMdL+6LYD6FcHlCOErjGlhN+0Uwdhd9GGgy2pyQnvjlXnQXtimEv/qLQMUr4L70JqM5SVGs4ayBA7k0oxNNZxLhLep4Yjk1vdsal+nLqYUt9MJ5pLgSTX5n4Wpt2ZhMCjxXCewLNbaQMIsTkxxBUnC9ok6ivNwjwTWns0rDq6wCYpj0JZKb4jkT4iGJOYjkIfEQDt20CVxQD8ntBys4vaLkJMA6MAoT2lhfdMokJTe8S/B6ojaYPGGyQD4YjH2URO3wrb4uxYeEibOFgHRW+7W8GN9DJt6DZOj+s9CPAjyPTKzngUZPJE3ifnDcZncwrNeW/wAK4LnXlhdNAdOGvrPikrXBq099dPr/dS185bDVJWAkjE3gkoIPTORazD98aHaYGcPdFF/m451AEbAujwpm3Jifi/lXCeMU5YNDeggkTmzHSYE6jeGvWk900oASNBFcbBwA9xYGADQLMSRG3VeJXioDtwtZpyye6Kx62K5YjzF7VPfIzfkB/HMzSeNSSFbO+korR1mhSqIvUJGkQElOCJmo8cswZZKPsSjLx0J+x5oaJlDBsPhiVnbTWThc5b4jhyxyrd8+LMsbVRSadTukndUhzSXr46pjL5clyl7j1988who9PMQbhYl9EUZEaXL7Wb+t/L7FOesTdF7c14ldtOnNo0duZH2BcL63xX2FY6J9y72sQ9w/a75R3BZLNzrq2IlOjlhMUzflkDM4FlhRjb/YU2IyZLuu7XBR3BZLT7bFvSMdGzibbVihF+CMgpIyLHmsurz0sNO+pqnitlhesV/v3Vx1JvTLhxvWi9vgbG0fdM4areHlPzgc8RHJaS6DGq5oWM/6RsC8Cyu3izsqpVQ3vWXha9YawwbHCKcn4POmbkkLF0TBWhy2dL9YDxOj1sVBN1929r8rhR+MJKnz+fWFdXJztQUl7SxNgt1RR5sjYj2nk207KTMcWhpMEmWVdXmydUDUyeAIxXC9RVlxFrW8dcpugvm98rtK/Syld31TWIW6hDW/jLS64eL5zCOuOxmVBTyryTlxWyz28jN1JLGat1+NbhreupQuifvOf/njKw7FsqR6S4ZeFbfFcrr3OZ/TGs3wIcca7/XLoxvivotfhA31yuZxzqv6mp+FuO/M0Av+552sXh25ttEy+NhCc4GX6JPo0Q2Tqk7Y7eqcLG6L5dzES4HxrsoOoz5rvFjcRiQuWczE+Aktrxbs0RzXpYv7xBL99flXVcWm8oCvOxwWt5FgwfFG9xsjOlwr2KS4rDU/20pro2rXquvvt7tQcdh/aUdzn5O8qOED/+s9AxMKN0rTdLCOhmhgTNKIjK4J7r12yzd67eyaIbZ3tj714co4j8Dkki0ZTi2sz4Um9r3YJdO1Ydm9nL4/ev6gOfVqWa6KHC95F7+h8jwoK6lXJLvbQK184FdIjmUlvGFaChlLLVm20olK7IrxK6cymzJSwYfJtlBCDoWC3j29MrX5jdJr3pGD7l4qHtoBopj2MtIb/elOVAOyOF/E/cTPGQ+IWCas3/FdBkDPjAkq9D28NNGbcm/KmLU+jzvUM0FchMr2uB2kqMa0AHXkeIPkmIEq8KvEWgVh2mw+RqX45gsA5PCserSEUrpAjXWAfQlmvv/Psq4vBV+sR6eja/2A/590+jsOVo/ff0dbtW38CwpINiEOBLP6F0ef3g0AFa1pGPSrolIMuc8fLYESCNv7qIhArcEP9cygi4+KIPbCp4kfvlAYfhC4IfMJZ/HVJdjAegVfooi28G0kCwyPSsCCeIpYjDhnpxcGPUA99FmkwDGdAuGBwDzWh6fNoyKezXAdJUZXW/zgRIQfmGeyhOQNM3kE93XBdNyPNBIvuurXiI56e5DyjILkmWK39NQOgY/K6STUf71wVhcqtFXS3G5t6XaxK9mYoQKcuSQXll+LqEo2AWd0M186x8mC5nbV0oPrzqR6DA1S9U1SuZ3HcTM2mus9qGNJX3cKppxf1SR/YN4FYTvGb6R0wDTj8Q74j/hY05mOL1PVXsgAReKJJXQv0KEZVpqaN8W/W74qimyMfT8+3mUHwo08DgHsb3XEI9c8IZ+u60p04XE9fxDwM3R0u8/jHY8W191QxUHsy6NSHlpCBe9nG3JtI9fCT/UJ530bz0F8lNUlp7Mo4y7HKxBe7HNfVrdVnG2XrcMrFgVTaTBlYbr1mCZ3g/Fc7coMDt6fl5iS3qosTsG0CqUFVJV6PKWb1Q1iaemWWeQ/4etiR+P7CDPR2XzkZZtLxIs9ze9VdVVX2wcFvQZuK3W/NqeU8hqbdw+0PwxfsybIdPBb8ba8l+enO1Cl2blMhlgr5gND2SYqq+xgZtmqa7aWXknr5BnVtIw2mXfJBT2NyJ9PhSVd8V7oqqvRK0W/pqo1+U4pj59bnbIH1CHzSyooGYB6j4qyWFYx89aK7Lz8l0og1TbvbFFwgbo/mEt5FcPNZvEQTNBbkXdvOChXWSUVvmmeGIgV+6RuJQfZdsrWjyVJmiL/7RMP0t9LPOiqtr2TdLNikvg6Ux041LW8vVfQpEQYSy83Q3jxKqWF6g4pWLYeiCcrLmsglRRhBgHVu4Jl4JsrwdWEXAiVIT43J+LAx8Oy05me6+g+vtlUUlManq0etAsUL2Eu+PzwnRVQE8jmVfiKlFQCUMVzxVeTj6/QBl8XosaZfwoIBapBF/Nm1AGzLmoQsBcXN+/Bu4O5tflzhx0YlkB0cbItrle/7qj6L4v/bbxHIHL0v6xRe+DvogCeSW150RTg2rdniddg0ZvNS3H9r5RAWMhCFIXhmexk+OEjM/+wzwGfGRAAxyTkAtGVN9ZdwUFb46tEVXzBEgwZCuTVUYLDFvcg8AD2XgLaX4TYMB9fcAavi/oNkSDBlnQMDC5T0H6A887YN34TQe/On2ZzPrtzn1KT7SSVtMy3ge21KK1T2E2lpMoZo5ao+3JGBAovmIs6I9WQXOCqSitJxWVLMqYpieVnI3J+CjGR206COHXdLXr34XnqtsRIks1udGz+Hva66UOu7QNqLUbYw1FLWES02FktvzIC48g0KUlCI1iLBz24zgl6xssGYq0Os6gn3KiO710l1o9ir5lFlTredztGoIPR7ICZOxWPBfA1iMZUiHb5vCg2/YCOTwGycIgrZa1i2MInQBjC30ZoRQVCK8p1sWxFio5/Pw/98oxiE94U26kuQTwUUmQeFk0n/bR0EKJM2RGMd7uiWY+nRNBDeGAXDJrTtrOo0CCeDF2gYRe2p0eyevuq2xKXM7l2JBaBX7HoUVqOPMLEP3PIKx7/ydxP3vpmSsogg4KvTHHK/vgsqT4V67ePi5qrsqNPMdAOgn/wwLr1dOgD24h7mrOdRf8YybUb8aFH61g09v1WPuNBA9D2fNzToK9Y5OWHXHcCALLAg8VglvFb2cS1k8U6CuLdh1J0IVVo78Lbtw+ziEz4rRZExVy3BdtpSLs5g9/sWJdMCN1pROjOVhGYkTwqt3igxpokYsCTvm4s6ibfp+uHd3MGZZVr2dhHUcjEmrwiaChgozdTRw01by/WmZ8rmxplfq7mfZd0TtClXCYDa8VaR+XwSSF14OJ2AuctYKuizQjPw0K02LcBLU5l/aPD+MCBUirKmA6AfJss2BR4snsAFd/BjNKXUvl5ykK6QgtuT2qJJxCvFSnwxQj4OgzQSVcggGYlZqSIlkVcmg33OIipbXRYT0IQy+XIAhXGTuwpEvsmFt5xU0uS8cHQ9r6CaS3s6ZyjOWsYQ8y7mPF0d+JZ4GhL2wAdA4jJPaAixllqTBJEVbECG4hqTYKRmKQIiuIsTMvuI5AYlvICQWKRichmomV4AWDYHOAEE/QCiLoLmGiD8W+UMC2fJZ7eJ5qZl+J6bXkxFKgF4BdD16da/bsA+KlG/8CG6MsIIw4vaRX5YwLti1OaAah9H/88YCIkSrHwjZtnyRiLMcwaMQ3XY/ptwkRcBrbJAscZmI5yuoN6GHge6ZwAzjlCW2oLqIdRFHSG2bRGiKUIhKnIicEAgBm3JIYCG903NuqZbXSfYC976OYqvcdVCEwM0Zi+lHgmlNCiixKUaxKDkuxlSqpKsqISzL8p+zqsscHf+qDDc9qCycTsPns6fTkyjxyCZWTsE8Ha5PbluoPo3JYDLHJXNTlCeJijiaoi0e7USPZauI73O47bWgAABrj8VnR8fj/cLSxwbbUqujUbvIMc2QSn/lbj0ZqOj/kRYBonUMvTcJXZCyK9HMkmpD1VDwivpc6Ik2zxCqdJk3HrpmjqOgaDvMiUPCmDeMd6UpIeT6F1PTC5CEO/vopmfiJoPVU+51q0I3kzgk4DCPmHDRIejF4/ZtVwPIe6q999+PH2wQ+X4oQ7X5G+mAQHmpmy3xrbDWDYNCTG65ER1mAe1ApiSpEu344j6op+/wgANou+a14M13oT3Z8JFWWfd0lyGHrbLi4sNrFmnVnoTF3SrgW9pAPL2DeWEmE/qaJ/l+/4LA+poydjhJSE1zrGy4LR9wDWLGp4zbbE9XSuXYyFwW1txefkoo7GezWPDYg6ULMer9SGgmebxlRRXfiSoJ5oazGALohNjahmgIlfDxqE/W/iGr35mBBH2AeEASpPUxJtxJvtjLezOTVnn9E57EH0T7y7zqBhQwC+L6arRry7cqzn0UMExCxmrnjXFfjpkRuLUZUULK1xBUn14fRDTALeJ4GLLmLSIkcSfnwZHm1jOTnUE3jb01zS/gIJCkc8TzvMZSEWuu0iobQGoBf2eeNT8CnlZuF0MeznCuCDXIJuwHMYfDNChYMztTAAVB/i/pMe/SR4/VkSmQSIlrJTWVwbHP/nSi0A/3O0fsQL/XPXq73SP0iBuLWiFNtsUPPUgCp2QXQ/kegxEGEwgsi6KXY1wq8eRgM/zPwd8cvF2ZcwON7jlgSOAHJnNQVCDi7HkJVAyXSDxVARxRISFIAD19B8GE05YQgzBOt4VUjQo1k52iwAz30P5lL2alVhiY/yfKKX/xU3jyY3rJ08H8qq5PqMJBJcqqg4s4g6wJS0mU9XCotoRsn34PfT5DY4YS9wVWDv2SKaBQ5bBQ8QyU0N1yWAhbWJIeHLu1zrDU4Suj0BEaoWZn9LfZckkOcSgPF5E613BifxhENGf8wF4vNwcMEzVJT/GkAcP2FA9bGaS3AXm5BcYCHEeuLxxb8DX7GyOHXhPA5RCwGMCCNCip7Pgq9YDaLE1ELysobg+5AIKNGswe/AV6wH1C5Iobe0qNMkKOL68Dkzd34EeYQJoSlfHz/kxwLtYG1/DN7ff0fK1yh3iihbDMcz6A/wLRDPF8tOcLSDuLY3rhV2EcCAScyyR0ee/p/NorfM5DqAAjtUDM1GKfr4dA2CMTcJm7hsKidT+CULvlRnQAQo8Z6fKe1ZxANwwYtBr2WQwqiZIHz8TBXzpoQkP8CCeZ/JR3VNWo5dOeXhv6tnhP4DGYv4YgCrYFxC+QDgS7Do76Ztg8kSnqngRlnCCHgvV/JuutP0wNQIhLAH8ZCqEs/KBf1rAB+kG7SfrvEbeC7wJoMWxB1SHl9IgE1mfUkGlSnU3FAHXG6TVMotzmClifUFow62Fq/fw9ywJ27yDUjG7QzwRTYRBD08Qg7bMZhL908A4xrJSVpIvBz5pu80kdL9RvBMMhBX3iBWJ1rglvkSKvcjdhMSFqkjQLYMwt3LcKPH96hMgD4nHnTH68+S2BnP/0k1+zsS1e74z6cAJna15UVT4P8vDviv3JfINWvKqS6MYwLgmlOPIZMNBvhWGLDg3gPOGGwqhjBbLPMguj4KjuOQrJB+LRlJeeoqAvDQDOhVFTyNNkh30VmotKxEzkD8oQUvQP1wc1tX6Dy0ybI6TePtPJpddbBvkuCo9L8FVkBCRfeaFxXFNL+SdrlVgdA0vqHbqA22ad9OXlFwvHOmW8sktXRQxhgHq9ySJjwi/Fizq8vK3PMAAEAASURBVB9PkfBd9lBt42XGwCz+uDM0ZkgDKyn9iDRWM6k4Fp1PxfEM4EYKBmMANcteTy1aXyHbaRVUdjuKfRPyPHr14JMsSsnmDie3FA24w8PsPbN+8Nm6Or5gJjR5UxjJW0WyvvefPS5ud+C3PSwoD9wUX36KBX76vDoAcklnyl0EPeE7vfckhk767jBExPwunHsms2OLMYA/KoEZd5tIVIejyfIMcNlKG2OxDiDz+zKca70QizEeMs11nhT1kQimv6+FmQXXzcWBSUVkbDSXnRG5sd+VdTzIR8P5ZS8TLekoj/rqdxWwI5z3sNBQyXHvTFa3TqlVA+Z3+Ln0esB1EfYx1FB1hhbQcXZJfGbmH2N10YwbnqIXnLk6wsa9FD22Av8p6lWzcezRzwHv4YdskPBdk4USSgSH7KQRHk5eYzK2qJD6n3CRhH470RgzqpAlNLtF1ufsJK4/t2JueTZkRCqI9IaVPK9JrlDRPI/KmhaQqQpeZrtfklBsrsBe/tEkjEzF+/pItMuLSuXSn9rBTG80nPVgkiHMo/KCcNKMdoBWpRMMDHqhXzBW0DgAWCFqV1ngPlSY9CEUqQRKdVkE5mSJJHGIo5KslH+am33eM/qf9tVywP8Thf6+47UA/PfR8l+29J8EwM+9CYQuDppD/kIFLGKMsIwyIRSlAXwEFLDYBnMAftmEsI2cbgM/03gjM9S2ZRpKgRD763INHYprY+bGKaSYO5rK4E4ipWC8fFMjnR+FVxSvO2ZWmGPzdzf2MjqVvQOcD7QR3ZOzXIwZEkGeDLYn+7tJ17NiAlNMRpkNuRqasSqmtvxsusRwpKtRf7zrE5cMtFsgdymRWIYmdCsYtVAWvGLwASenXKmDS5bC0eOhhb1jrkRtXaKSKapsF1PD+oFw0exIeQ9xnhmYMciKg3wafukXybNyLbVf4UqJe76ma+/7sIjf2bGE8CP1wZ4ehSeTJIpW+4IqGL+fLu14kouChDANHfayoZ3v7WAxu5+ugUgOnCvAws2VUkX3bpljHacP9MqERd1RylN+zm7MwuD/qAQl8SBcYH1zG6RHtt+ElD0SiDb56Ej2a2R1nZrLcK5L3Um8CMrEIwbK/3QPu/Gkrep6D3jg6+eIfXeFWCqcYfvMY+eyqo9VLyFLZal6XdIp3AgmON1GswhwiU8XHhKizJ1vXHa3FRvot4hPcIzCVA1+QKjl+YhzBdCKfrKduEd5V2bhMJ1BNKwoIg7baXIycQEZewnmBFJHE9uzqj9f4mg0nfn2KFV4iMqSRxM5UdT70nEHSbsjcr67mcBsTpSbkpZeA5NaJPGIrivpvrw5JDQCpcMZyy5TBtGDKGqOoVL7tRT/1iG2f0Beda950Os90b/F2H4ck3xHrniMB4yRk9q5F4D0E/QNk4KmFyCQwbES3EdGQzga4J64icga5o2YY3JwslBVIDQN3gM6Q5FBt8Dd/u49ENv+315qAfife0K1APwP0Po/HoCfpVE1IJugZUMoPvwCMNz5QOMpAnKlqEUD53sf0GzHFeTF5BBnl1EMhqt4QUrxqJsk+QB6aU8Y35gQ4MKSZkZYPx1qcSxfO9mJbsx2pasVNmS6LZqWwqG3Q2uih5ZElzPJO+EovTKimK6ekVVFW+WHnhiFfjxlnEZB11/iMxaNkbyx7mfKtxBHQzuxDl5685LqZjFh8TqV1RfDyuwrTSm2AGaNfb7SyrpEY+eUbeHonlkZ3VZmqzYYK1+VX7KysSirQuwJcDkiF2aOF52dR3ZZn9E73VpTQlIJHW7XkkwjOhO/UJ+i8iCmNXObnfkDB6jVfwLnfc6TRgJgOIch1udo50npwDlE17QEI7n/tBVrF3eIvXXQIVX9CYuet+BJJaxoEzmiP9EsNDz9/ZNLgiBgoE3v7IqEWHc+8HFWNDvxxNis+rzTXFdyioyt7pB0Lfpwy0DGKXvYGQDebwUc6Wz0i60haPfhiwrnlle/ZifNQAW6SaiHzoG6s7bUhm+KruDnUrTMt+8YOqrJFoW9IvdqDiMJcGW2ZM0tkoZaluptBWWDOQEID+6OhEsIM0LWxQK3rySJjSAZNts7p1+xpc37yytkKd5wX31sWyAuRTsDdRbJtgzpL6zqtcZ0YsoF8bgEP3EJ1CtQLg9dT5f0ZRTHO6C/m3D9RlCRtMKb6AEP4jOUA+proO8tgGVTIf8cRlnf/Ha3uNOQIY9jksOGgdzmkTDlFvZCJWNAYosbTYnfDCRu4UisRSr6Xkgs14coC7RBDHFuCfJb3ofQJQ5tHgLoXvhPBtyadBHXawH4WYq8uO1aAH5xtH3S8v85AH5yZ49XHgMy4OYljKQ9MfRpweE6Y9i+BtA9JVEiNq417E0rwTk/pGSeSSV48epAV1cFEBb1y9lmI64sugDdYVKVBaWK+mstL+ruRAlrW9BmKJdvVOaAi4Ne2KMFsW/sSIDOWtK2kFT+P8NFBxZVc+yJR5aQ7MrrLAKWpKLldP8ARjZQFffZXG0VXbPruvLpC5lR7kApDVuzS95htC4QoQ6fgLQ773WrPX/nXEM28vV4UpW2khWrDdaqcguNbaHM2iHPYOOUR9lvFaiKMxxk/fLPkbVtPmGfCUuusiyvkDCeXUJW2YvoY2dPStUMpx/WJpDePY1Yvd6w6Ibrb3YVKbPfpaOi19j3ABi7b99bs671leQlYZOT6kb3f+i4kMU8smgFjXXJ9BHAaTQmNsMiR68PuGdru2AfdSJTof20w5GdAQZsK+5vfRSdXFTNhUfD6hii+PRgFqUZzl9yMJISYCXAg5tP3NBNBJJKgKfgXPgBW6CI54mKaEr/5T02JqMelYyYhty4RaJIH+DK1Uqylkm4pVwqpDejs+/lk1GVYQyc/1YFGZxwWQcYpdsaWKN7esmrq+SVK5ZdurphZDPPde/cdjnU8wwqwAX9EYDKui1sJWl0pE9mV+UlUgi5bsqj02o+F3Gdi1bPg+ltTOEQKCRaBDri74ZYwWmuJTmwIOpLn9FOvEEV8IEjWC87SG5RCz6ZShFRKp/ZwK5fSXdxUiEfw45GH+EBF+Vk4Yy4lABZtvslYtfGwEEL99UjH7aAmCCYHhBL0hC/5k0sJ46Y73lMGCphjv0yWmkOnTsMEC2RjtAyHLrc8/+XAFekbc1SC8A1qfFi12sB+MXS19z6/3kAfpaGIljMAzcipVCA8iD8moPTzYUosBzCSGfokG/C2nSR9CeKNxSSp8QFnLQzjcVRZwh+MbKbba9TADZJyDvDeIihi5vlxdMd6i+UlVsW6mCtkqkmofccFnN7NN/4Wh6d/KENZd4KID3ij5APuiPqWaMPk1XlZbLszmmIPV50s1V0dVcD+Bi1mqwuQ3Q8SEqudQEyZovo6jjIWr4SnDKPwv5pUezdQ0H8nffBYQZEsbXDq93BJGvOfUr1S1rRuPZL6K6VJWt3Ucvt819mh7uesrQttLPzyXYunVjZurJIXdk29qbM3jbbytYxj6ztCkiDn7iU2pqEHyymwO5WL5l4ZMv1umvsGp4O9ri9r2tBw5JTjbsk7Rh8s2QlCbbWNA+Tm47NbqcPWzkvHNw+63lk+eFLqSBozqTvWuP+ws99/8GG/ObxSEzPzxSR7JOr2qOSuxNXND732vHj1is1G/uGpziXWJPXxveojQFuo+MWKS0sS2xhLG1H+pbJJLsDgUaJNwKO2JX8PC3WZJIVK/vOn3hJWeKdxQWbAtmSiZ14qs8p07Ip0YV+iWVHVo+bYnuv3uUuY1fPrXZ/4dd1PwIQ41iz6GUwyBKlIwvQHx0ssM0GYmI87GrL54evmFKQ53cXfJxbubO48upn88TqeQTehTikRdwPiwTR0ByJfjGxuE/NIFL25v4IPPkWWxm1l2/v4E8qWRhqu1K2VRSmfUbKkweTftxxMjXFKwF1CVFd4qVVxA7DXOAqwLT5WuKvnyd5URqZ9jUFZ/sRuNrG8N6D6F2lhpE2ZhX8GsB2F8znTlBUb7hO/WeKlKvp+keXtQD8Ryn179erBeB/n4b/Ywu8e/9ZYiV25GfzUlz/byohO7i3qZBeB+f2GsTTbcAJc4ilJbCYvoNBdb20gg7rB1E2RNFfirphgPA8YSk4G9FC2wSzLQkGXkcehCghdnbOd4o8X1trr256sUKT57Tu+sYpp4qGnuotr5PQt4ymtoE4uKKK5K3hMhR8jlT9M0hW/2WwNCmQTPrR/Q8sqORcT3bugY5/0AveNdOj2Te6Z/2CxWfzrM9vRz6hrpQMUTCOah7BNhdq+dE+AJYlJhhmxbJeKeI5Nf2BO1CsUkaOKwHaloh+NDKCNSkVgdumU6S35bAfovM//OY1o7uNj/CR8IXMyXBx0ow9dbrcSfQ51cr5bHjTtr537jdsyGOUWYKF3EoYRbC8hRnPxsp7s4tOKKpI5r6EBx6RBsa7dbOooG6/dko/hsDHMLRK19nn69d89G191BemfD3FIHfNLP163TIXv20Nbo3aqEkQuF1BiY264PM1q+tbFTm2eXvRtC/rPnRJzjvwyl7rpVMCrX7ulSL6kc7iIbA2N27EW1tWSsZ3v6Ezlc/6/67nHUET6XEA1ZQRDD62lxG6U2a6RlKTjjWONdOkpm+wSKNn/X7hkhQJzcWCOizqEB/drg4pFe0gEVkKRQZh6uaEd+EeHIx/JhM/TTLDJZKokZ5BuEgp7r/QoWEHqd36l8mn4B1KbKqi2L4FVH7GhiQ3Ckj/4WmIvs2WxriHJJIs8QcTPgOtnoZ77RekGOZMpoQe0OWOhii5AXEk+2LIPUWmi6i/F4FYd7OIEcmo/19X4h77AQfU+gG/8GdfC8AvnMQYdPqHzCKpUcN+ip7yD1zuf/UlOm7jLWUCDeZVNAAmVnXFsF8AZuQ7MAeiv8iakp43oZehSQyrqRsO4QjaZKS1lCFxpE3KVS3GvRFs5ZTxjl2xnZB2SUtpbU9Li5asyxOSXCPAcSeIumb2+dRgpWeybIo8a8st8vtITeUhXpQBkS7P20BNbN2o9HAvSlzcnZ25V9Mv2IKMcCn5vc+vjo8VA2xsIOp3FZzbQbQzPor1OPmE4EBb0R8YwQgHcJo/BgDtIyX5GxGIW/ykDlaGch30xf2GF9Lkr1Hn0sHec9M0xeVjYM48lMUsvBi0ir/uWO/ULueOJ4ffyJ4zEdKDuMEzrv0yLOPa9+AAo8exPuEPBRsrv+5HBrZHe28d6b4nDxEddkD8D0MprZt38sR1m8f1NUqNbd4k4/LL1OrHG+SKdMLTd1f3YxKslfOoZCHApnV/4p8EEvvRg0WJnOKTAhBGIBLTNtzz/el6ttbSxPc96/+7mes6g8VcBTa69/CbCLolsFHwy+1e3cgj32BTBKz0Xuu4tupGNfcr+v3ydzvULxomm2Lwop6OX0Nby7kjKWG6J6UIKuOL6DOLNynLw0gTvzoNY7SmJM9vRE3mh9AbuQ60R2ciZ0im6xZJEHlrHW0ef5oslo0HoOaSXjaGRTzyF36i6+UWfYi1OkW8hYJYVhuiVNxrpZ4QcwPAmwKL5X1kFHay2DFXqvv+37rM0/IlUNiXuNUC8At/BWoB+IWTGMN039BZJKv0YvuiR/4Dl/uPuESPcG5RXEAdweGOAIfbDZ12BndcypGalSG8BGyLvJg1ZQKol8G79WDkZ3SrK8IElVPxAoyYATKSDWxFXcdKiYbUQaAOWO92N2YFmnITXs8q3d30ACuTe/GxS3Xsfj0NHeuThSyJ2dQmvYUiV7KiXvvDdC/o9ohxPD5WI61ohmtXQU967Tg1CQIbNOsqNR4CLN0O0fPqmsTU8jEDGSknIJq0NfSmm6JYz+U1j4vrWh4KkeU4L0bNkQBD/epJVifv2ToD+dATOfRdQ4Tn33q06yy9Qm8YiGhNfVjsokSxbtBqHqR2Tj6tD7DP1QvWi4+P2HxOaTJBZMrXUPTob6pFoRu4dpZYfxSLNi8BlGweMi8ApMcaLCrHnDjeqx0M1j6yorYOOeQUHMmmRor1q0sID5G5k+lLKFaH46Zut0CErupj1ctPeGcHcPA/+Zu4xWA9pUrV0YOqj1UvN3HdJIDwiMG3qVhl4itYk+g91cfEJbjgcYzzoR3XsR3wPZ8F2UYkJB/QqyLmlJX0euYXvKPjouBN8mx4pLten0hRM68ia5EzDTjiQvXvl9DC8fA1L0qlBov7UZsUF2qI6dVVfgRWBM3x7uygtbI1xI170GYcdNXT6NjRcgqK9Cd+HKr2lPehcneFnSCMqYrhFn3fAXpk3LJtNl6noyRIN5F1WSw7/Hz3spr38d+yDgDeWIwZik8tAL/wR14LwC+cxADgnj1nkaqkBfsp6pV/4HL/cZcI2cRtBQvqCk5vNIywgqHhuw/O+AivoCImpVHInuOKdHjJuLE4iK4P0+DyIOR+CJSyqkGt6LXBAJ5AGGgdkRGb2oys5KXkdNqGsifsJ+VCKrM4YJyw8yzCWPiy+gXBzKN4CtW9XM6VlTK2frBBIjGmufnc0bvXj7f1bXnGLqO+wSlR4awfSqeOwdvmCDjAc9kkjx8B9yMd/wR6wfroh8vuKOo9strQqSbBdTxiLQb2HnpybHOO+WbVPCauI3OPD6PiGE1F8okD3XaCcYWvq1EygJ2Z+8T3VhfD32FJprWOXSMX/jQw6SaABWEm+XQW+c6+mu09C8DVx+YF8QHghOfDf3tu+ulOjW+Q7mMT3Uc+4C3o2+/LNK5bi1lC7yJigXtY5P1na8zg7VxsueIiAvofniSNgvHSMwWzla0m3Ub3Unq9UQ55u/khLOTbIQh6Cotik7QdV/Du197jXZ0vM4XbEeQEye1QQBX1EdLSB9EtpZ4F09fJpWUSg/WtG5aU2XIJXR1+GnOJJDowuj1ZVvajNZKPqcy0AnKSYITSMCC842LY1XdHnRhaK9mJyQt+nrFUNQrAznogQjpCO17wJp6YCWOqDcQdbcD1giuX+cClCNy0Zj1Jyo6xiA+fkkw8c1f/tZv5Or4/i9PVRrUA/MLfAdkLv0LtBcAsgcyPMhvVUuM5FIgYYU5evxuHdiMZuK/ESMPhvvQOgFgJc6wjgChXcDoN2Q2Ip+OpB21RBzANdzW5Wp68VHl0SaPe47Psne/1B4tT9YCsXoW57nIbyrqEqAsmC0vDnr0/MJGzFH/HtXynE6OrbyIaps74w+D7Er3MNy2pse/Du42bXrjWtQNN/SXUek8L4RB17OTbJK6Xq88t5uyekn2Y6y7vJK+iDJIj++Phm88DXy2/BxVDJUSys6vO0W5wWE+XQM6bYLKw37nk13sfLzyMcJQIzgDgA/jmVNfUJfGJMEJ7X3Gzks/YfLQHcT8YeJsGs8ixl6rr/E/LGZFs31wdT8Y7tz1g4RT9nQ/juSDP+UjHOymi2K/fP3v+e9ixn/itWKIjiFc9AD7KN2rWmUvnsgurtFXLLVjnz7h2yhwWvaTmcZEW/S/TzUgvkl/Xs+/5eJ0NXvhWVO7tjB9nZc0q6m1NFRI+OEw2v4y6qs7zRPQQFg9JhjkKVGXPCB9JCYuyyuI/Sj+f+RmiYZub54Xa1lTJXiaD6RImZxlwIOtL9sJ2eJf3p2yXVNrrUUz89kkydLYgQ5sgXNOS2BWIlS/DaEt+GtE5M6HfmAgTAIQnV62DxOFHFv1u0lN9r914HgXsKp+3t3bf306BWg74byfp7xvkoa/NIpusV8ABt/j90do9z6OAmLgdrqBvQCz9AX7NoRfMhcuSFRJFbIEAcqZsBzkILsa+zJJ9zLIFCy/tcoWh9S+SklvB35Qlv39c3fPSSgOCP4VQdq4NCQcEoqXvs8i7Ov7pq8ges1tCzfqIsaJrXlvHV2wB2CFKsN5OOn3MMEOWxhP+QfWcvRJba/pcCXnQVOXTK/uUxMv5JhcMituCSRaReqt5ws3zIdfvjfFsTZbGccha0w1KyxOQdaL9EwnV7Wu5vh2SNGypm5y1Yc24b0JTGpTVa3Rd0ZpFLDVzYT3ucosSCYzQ4FetvZI0MvTnlIiXCm8lacDpsTPjn3DH1e2Jy3/FAVfXmdOBe8idC46ktcr0Te+yIyS7Y8xGuG4d0pD8i8PstwhV1UkYpiLkMwaEjxAafPhOFn2uuh1eFdQIcYnDvlTJQiEROKou1KyePnT0JbI734wsE2CZLIRAwtOwTOnOjkzOF1rubHa/3qG+EVRRB6FMJYlkn5NGI6Zsje8oFBS4UCaSNWAC9FsRrZ5zhwhhgpq97mIb9RNfGOSHCdcH5CT0o1DmSAtZGqX2fZf6JnYh/xuT6VhbgaLgVyw5VUUm/wVkeCWMjOvzSKL/ihj0xuRZCrchR0yyRCvmpVSevo3FrRXDstaWP0CBPB2/eo/T/na1HPAfoNa/V6UWgP89+v2hs3mnwbPI9uFIti/K6w+dUFvpCQXMQKxHsI9S+gRuSm1grIUES9ATy2gB8tFsMr1d5gUfzj2SNMM5T8eRjqWV6i6FG1ZnmAQrJX3wlpNNxKhN7ZrusLLzuN0WCQeO76fWDQ3kDi6ofjvkOw+KYH1yxYvp+Mpe4KAWmKi8E5IJhGF9npgpSTzWgYf5y0j+i0DGsfIvmyQo3/4hpkWJMay12y25RGoMua1q2eCcvKuszc2Y7Pw4v+uJCoN/UZb7L0Jcx/2iX7NsBWJsW/Lvm9x4sGrV+NX981wqsz7eEtdmo+o0DIGgN77G7ZgVfYdV53G7zs0YGh7/zXGf+m0iph7ZOa/5fLgcPb/8sPr773IQZ2LquFEiE/vcsjp39Mb4FR8OcjvR+OL9IXsm3x6/eh44zxxOVZOiH7sGpcMorDoJAwzEBqOhL5Vlykkbum5INPvNfrRmANml9aFvQ25lN7jQbMfkBOegI3Jjq1jk5uOSCHJzNFDPe33oxwmBm1d854/218qQ3OFNuImJnaq2fL7W3tSnyEX6K3ZNAwgfMh8TYz0zU2RhFzpXUZ983VZxnCNBrkq3C1RpXUIf3R5Jw8ZBw2BbSVPXuJFQeYKW2+aQKR2+vLCsrxyQSqbkEcRzpxGzgUWVPcwCREtm+prK8w7VAq9I5T9XAMCp8Zw2BtcC8J8j3F+oXQvAf4Fof/YUHjJsFjmkTAEHrPmz59bWf0QBMxCLsaYFRM+qBEdciuG3EpBsooPc3XCCdFXvyWUpyTb0bk9PYkfvHZ62vLTbhnDas85IydblKkWB3jtku01KqztWocKd3bGsj3Uuc08WA3Q86/Nb0yJaQ+42JpKdhMvSmmjWbaXYmyA+dr64jGRrpgfxRFg8869fMhyZF8L3ecoUBq3RJGuTn17XITO5Ib+Q85oxW+ctc91enL56/2oWo/YvX1Gn01zLadO/qzwX1LJQN7QSIvft0NkmrpkTtq3x3eyVuLPtnYe8Hewb8m3R+sYfDRCvVbPwkFNKMrGPr9uz6aupMVXkO84H0C/cHMF+JzlczIfu/8XQ2rp75ymncY2hBU1vvnt21XtvQGpcTyDp0EPbOynLBh674t571XiqUDYEeDY6+/LZDrvH7HJ/Y0OQMSAhR0YeVxgZSvLIwC+SII8+1l9Ii+lumgGDtU/msMh9PD7ITA/WNHK62E+kL3wX7YzRkzR0zNqSopqWz8/6BpsDbkhYXXC/JTlDhNcdFweUSs92gjq6VEHeW9W0GLnl5/TqRUGHJpEH70pLkHgiR+JNFS9/B91uKNHd3rB8VhP81JDgABzvo1jNtcBb8435c+sA4JKLnJZ0qwXgP0e4v1C7Vgf8F4j2p08xijpgiRXvG6hhvzyObPSnG/nvPuFxLOkDAOJwtQRAbAkgJmoN8fRglivvTnvlFYb6Dfz0TVtRmfJqU68ei6bdJOt0Pij1K1jgTq867DUxQaV5T57q55eW0fClDv5RnjmCu+B1ZlduWnGlPbcqvRIlfdfMlVVnSlJTST+A76uwOo6Kegy+4lMwkrATbkq7tDw+Blz1fIGEUUsUE6OqFaOv8s7N5Z6px7w9g86WkU3nd+7NLhwQU+4S0dHHuKy0292qIsteVWsRhZO5X5P4Q7h+kypG7L+cUzevYFu4dYOf5zrptkkZ+VeV27k9+9R5YDQMlw0wphJkSUtWbmsMQlwasbkjjMz2jgzkYzbGPEpHWH1eGSnF8Jzpn5jStoVL7dxu3vDfNit0R/TtUZubnw66lJSZ4mm0y3AUqELV/3yHTCeV+mj99hmxcuWB8vT17/1kkxxL4a/68PakkXRBJuTr5nbXiDmLA5PgmrxhvlFroFv8FXCxT6yj4RO8EiDcWEGm5XpP9U8KPc56nPFI5HxPm3RDFAU2c/i0EYhClTiKKqwlknuN02QBD28Xdy2/Yxd/Zzm5HfgeVt/TkO1+JnUNA3fLfBCCAyFYPLqQXosMRMWLiC7YQtQMOzY36McZkiTkhdcCb/WT/2vLHPiqCwhuLT6y2vLiKVDLAb94GpM5EpZjyhckN9Rle6JT/4FL/p+/RDVHDEvfz5gFom6ZkHkple4q6hzqqmoQprEyqCpznJMqW1Fyo7P0wweMTH2QpA8iStOwKPrmwpu/HA+oH7xlTKVKOipO2pKpf26fmhvfTtR7HpJIERLzkyUNSeq0ASlkryG/XL9zrGdxTaKCS8ag3w8uLbIxUczvaM1jMH6CP/CKNHgDVY5bfXzF0O2nx5f4VGz4uFtvl/iroR7RC9mgvsXzw4vyJ7SW5Ki/+XLmybbtyh++tMQh8NRhjR+8qsiXe5OHQl2oN9y0PYLtBIFR/KKMeKsOFXkil7mTykvmb7y44GPxuufaRC1Ekh9x/+CWvHL+JJ5davabBTe7YOea7laRLykmrGwl6pGTrpHlgyNk/7IvVZzfs33MhaI6mZPhK3xpGDvdU8v37upy/vbDzzcd2kh5HglDdme0gWX5tjeMXNldFu2J4B7gMn8rn3NdNymntYNTKa+hd1Tr344QbeXtrA0kP9DsDmsecFM6ir798jYJprao06uy6Y128XP3eTU6iIR9D9UbKKHLWtryYdwDHtRWItBW98mIaWXgYdRevZR6VyTQEWslaSqUFOtcQrFtjpFwyw+Wzu0Rwesy4pzMEbMT1QJvTer/9fV8LfeqYpQCDvjLPrUc8F8n5B88s5YD/oOE+reqweMCmku4tpvjDNcC8L9FzEcnP8URGwiWwjQbwQb7mCybrWea5RMyUybYqe1TZIV5wbHys3UWGLpGZzOVuq6KXkWuVsZhbXWxB//ueinJO7lRjipowDRTdkAL3Y3It/yy7re2ZmGDVRRyz4796nXd4qaPB7gxZFF/FIowiN9txUnvShQdF8XeeRp80REtmd5jlOkyaPfisKHbC8fjvOnWPy7bF+K01B/pHQ/p7vLRxQX5HT3Yrl+2TSZviEfqgh0OmrG/QcqjuyMKWVM+xdI++dP8hJZ7rEzG1sOKUpf76kusZzo3qTxt6TgM9Tq6z3dzepUe0hp1qhbbvpdIZbeD2a3Yx2yLe/DCTXAb2pPuVNU5uc/tWROH9K9m0GlOR173jlS9p8XQrTlWv/Q/tsu2pK+OdxmNNtqceqnhF1+0+/SWuR+Mzp3S674/IGOLtpAWeuboZeb9j/9ms6ijURm6a3s8KWAmD2r1FXIQi4dEf2QKjvTIH7LrWsSw68E2e/utqC8gl5ZzcjE1POWqdEipcI3nGTf68QokCJzUk02uIrgv84+63siaVqEpb6m4pd6DlI6No2IpX+9JDyuMFGKoxPRqCwlx6KcSFuZOg6mi/ACL+77WuKrmQ/k318GR2ckRYNubyv7NlmpP/yMUqAXgP0Klf7eOF4wyK00EjaWYhae2/I0UeAzEe8ERH1BJaLypzOtzY1kzpbTu4ewy1spO4phi69ls3br7+Y4I3B8srRDsvg8IS58Q18e9vJRkIzAzyk6nRnZHmNOc7t7bnZy9L4+HuXXiKeHNxsIVh82kN47mAu+t/RK5nmYh3Vzz4hikpn0PSZGWkuTCxBD+tq0YmrL6lnScQzTOh01csfHnzicKu5Jg0Z/FzDslHi8ZQonq/Qi0WEAfNVP+uHr8urIJxF3CSa/owc6/lVfdhnkpN6VI1FWq6KSoKHDtQ9HmdaTtG3nYwTHDogpBSuDXbO2W9m5BObBLoJXAvKTWVampa1ROboeY9cZwZu0PMfYyk5ypyuT6J8Autv1ZLEuZ9xLvAVevlZafz+rZ74NlK37wrQQ3bVCX0OLEmv0IMfIOTpzNnqtgY2GgZYksTjDielTMoSdzTS1uaiRLH6qEPVdnf/dd82NNA4ki4IdrYvaybNdm5502n51yoIuN7/5Ep3Tw9UQL0dcc9yv8s5RAVmBFpXgGtJr3mQWJf9T3moMapyp/627qjlc6kyInF6k7Kgj1KEnpTFkGgK/qSyqXrWZxS2uB99Fj+Lv/7ayoEDFOKv7udmvbew4FagH4OUT523dlw0YEKU4xUNYC8N9O3EcNPgbi70Lu890mY5PVEunufqbcduV3JWOt6/p+USbjWWrhWNc5QqXLu+py+Q3toewDxH/qh1QPr0DM6l5ETov30sdB9SjuYAo1i2om+VVo0PqcR2TrdjlZJpfJkq+n3BY8KwewkMIldMIhm8fWH8P8NBqjxDg96KtNP5R9RvfwlGeB++u57p2V4b5JZa+9t/xe3prGByJgVEWBOVwjKYEJkQfZtP8xbcf8eKv+kT0ycxtd93iLRb9V+SxZjAarNP87VkouyTrNBOleUunnsmOdyijaXFMEycSRW7QAO2g/3x183Lz30V/qm115P1kFfcol/HT5pUbKqtb5aTWOm1dnnGd5s0L4W9Z1HiYkjtrQ3/HriIO57ePGqclmRSAPnBKDLEww2mIYhwOaEJuFdIebOJl+EUE4OK7RrDGT36hPcXvfIqd8zZjxo8fEDIlVnRx1YolNrvWsuld8ZtEHXzbEpHOZ31Xy0MtI8mtfau51y6jrcMoCqf1MkRKjZAqTGtPJJNtfMmqhP5Uk9SOjhVJ5puWXxUOjppmSqVy6Q2ZNryHNQ3CZO0WqDiCc6zgWsTHz2Xup3f77KAA2wU6CWCe5mCfWlhdPARgw1JYXToFsJYLu4SpIKP7Cr/VffoEIH5Ypddj4Dme8nDE7bkx2tkrK6u+ogYlvQLc3baX9Yjvw0Lsm1vbcaLrT1Eq67d01tPVVP1Zoe8tEVfNuU/u5VaTe04pi/cF57gui8/qu0lMr2n82tRG99WAwtzNMj+piVwd64j5cYlzDBNlYLqGD6iv0UPpAmLJo5OYH3ok5r1TKlaE3GpcKQRTq3y6JuyC85i7IZjWjLsWtm3IrdnyhXfn6dR/Hasae+h5j3tOFN9mtOLDvTK9JJwspu272fBYVMoMd6/aHZYJbjrEyxMmcYetzf77F4v7k+8q7vQY2Ab/7TOl9qo0p8OMFGqVd7vqmSzqMr78xaB1eUg3Cbe5qxzu7kD4INEA5MPHO1uAvNbPHjt1ZL6HOFJaleqiX6w8CfMdSrsNqkkj6BE6YUSffPX/6xmXrB8dPmdGIHiByVQZM5Liwr8lZwb9CTXtutZbONShM86jM6hbtH+7XMWjkGvf9/lZpo0+PJocEE2nKO0h6RtkpHzBlRaXMkYrcrCgX4SkthHLqWvIOi9hTC77PPMO/exNzRTskHAEAI1pnbXnhFKgF4BdOYlxA9JKQgNQqBqOd2vKiKXCYReUYSXZXbvvL98zTsJHbXxVKk8eaikuaftjMsOxjqcOl77hTjorqyj9EoI3p0FgG8PBO7SjNZwSVIsrWBb9Fo8ABvsdi1uSTXdsU8stNoB57G9ERpyH0lmhxS5EzWYJs8Hfzaei6EppRcklZv+r2VzO23fVJy2k27KUPeK8OXxxhW+db81+//FDB6TgMmG4cmrjt4tA71/ou8+6QN0723regQ3ERWXjVpAdcjFzJ3mm7XYU++KPOTYUlq/ZcqXn8z6zrNo2/mrlklyDLVwVr7Gn72yEceuvfiuejaxfH7jv97c0PruTV29q2b2jv/RdhCHXTgrPjN5JcP6Q4P2v6zgkGVEJYvZvuASO+7Tspusu16+8fmX2pon5qCbW+toBFBiPgCKOvvuGXAi9KnGLaSfYWOVMeMWlbNiVmDZsWU9JmZbNFtpmWAfHNlSMosmc7VA9ANKzprgn3Pyz3LlLdfAd+0G0k0yiTfaBeLzNVvAyRv9ywkULLvkeChrusddSTaGG/3UHt2t9NAYR3dUCKTljB1XLAfzdtn9deLQA/jyp/9z4jGiyXEyF84t/ddG17z6eAiaRlCllyU+Y8HWnbS+8bLFvdTyydXVkuuI+X8uwllN/oJFkovxCGxudFDWPDqd/pT8k9N59d8/bkd3zP6rbyH4O38ZePPlhueZvGVhWRKa0R/fwpZlJLV5D29Hc8qKsFfYTvZ3KxdXFx/b1DF+dpkxNSXYwVbX6ab+tn5pCtPSLIqf1I5SWT49QZMcPzSLXw0xahW6PtvHhmXWqCnichYpZv9R3w4AgdfJygL2ZJTMJ7ZdpISwvT2ohW0c8thjWjHO+vGYeIT88v98mxjuCWX6qUMAQZoSSGtt8O5rrq2sZH107KJ0mTklYZfLDhxlbXIunC6SFb3hy+oZPjV355I4/LpKdEDpeiQ/xYdKdBvuuGrDPKDa9ZCOTxtTcVf+JjZIhcBf9c7WlkFFraOYY+da2gtOUDqPLHdk6WPHDDy1y3/sem+xud7bZD6pnQtip/z/ZDn7Ko0cOp+eY8y8yqL9zD7E+W12VLDAbjOApXVCpi7e8Ldqb7mcezd5KVqSliQP9h7r/63mqXf40CEl7hWo4YsALVQsNfo+CfO6tWB/zn6PXXa4sArK6sFUH/dQr+2TMdEd2pHvSWU5HS9hupiu0xljl+dU8YONpackrmVH5Tm576RiXVydwfZDw7iUsLYTwlGUAdzw9jje+40MHOcYJCWCKTs/o81SabVDmm/U5dcl+hA+0VJOtnILvFKjI62xfkGSd/9ZO9dSHdoHJhAoubhSASs4jf4y2Y1LmNvfS77J+Xa84YSWr5XkDPfddtnDsjXIaSZHQo+8elTKrJHNBvWmjmz2diYbBFY4kEgFPnPeLNdh6Rn1dR5On87I3zdkkuJJfMvXCsbMhBcqAgLVfKDfTpyXPsqeQPECM6SZF6cWUEgxUgffy2ll8Ad7thZBBfs5jOHKOYja9wo9R/TLzlocstDMp6lNtAScL4rdR8gLDlk7JB/S50mNf+ftuvTs9uEcVOgst9VLYjglbZDZ10uQPeaBMlFFnzbJty+OGS8YDUS9a1N3I3VaQ42VfYGBLK7SrvqQstfqCgcCu1UJplUNNWvbps09nTQdlwplpOD33t3DR6j+LCAlmaldzoW2D7A0nlM43WwkC4OE2FO1IAJiRPuYBV96N2+fdTQE5VdgUA4Nryz1Cgdprzz9AZJrByE0TQLv/U5WqvQ86cFDcQwaoNUg3+FGHNck2uK9cIytuZ5YVvJNu6nVb6eC65QmkuFdxgOEh5rjHlcV3OIzzlTG5b6C8M+yWdD0y6x+30R9gZl310fAjRz2PX7dseO2bnpci7P9NPebYZFneWfLLNpYSpVCN6Bx9lcQuK4K7EgpI4wirT7O5Rdz/79jOTXZG1vkgmKX9t1bcua6NnsUGwYJ7I9XQf4Btmk+Uy6MN7d+LirW0Wjnop4IEutJMq6CveSGwHBl0Z5UV1bGo+Sx6U8jopZJEApdKUFTM3dFvx3gYcLzUqKDIoiL9es24hKRGoQsgQ3YJ40OlGm+iU6gt+8UF9oXjhDl4/rrjIdjCTmX7ZMajifqzWMFHkcOtEt1xbKWWvKa2LinInL7HzCO/+GdqcHcQ7TYUOGypCovlJ37/+8K5HwPt7eF6RmmInjKG8Y9KX7tKht8ZQsWad9Ne29MpC7b7M+gVH5oftupf/9uZ0siyFPlk68602jc7X/9U+OqM+P1hOThXUrugKNUxT1l2kSk7va8yMjUxfwyJ25MrI9BMc99qYZEjBAZ8j8bq15cVTQMKqXMrJ4nd2CS/+yv+dV6gF4H/quVdI8zGx9P6nLvfffJ0Q3h/AQ5Bb+l6UUll6LFucDZ9fC3CDy4gJc02yBm3vF3++S2VzJ0TVcp8lZ9Lb9LDBG2o9RZtiewdyk/ILRh4bGeIuyhQVI6MGSz+Wut9qztpEPGQeWRNZXX7O40JRszXDtrlaJdssW9XRe0vSpU6T24Vza20SfQud8uA535+aM2NdzKxI3cOMvj/vi2ARE0Qu1FygkbgIMPMa9/D6zWVRyVa67NwVG709293RWG1GhV6CicK0X9JdY5FNvcKUZq1FQK4ITffiuuQdOA+AaBrDout+UOyana92Tc+PjGYf4EMeA8T+LFjHd4RqK7xEwHW+4tmq9VmHeqSNuCvqcMW2vahkcx+e2C6OnFas2Pae1d74Tgm5joKXkSRi/GRzmQWO+cOdfSMadIzMaDx/6qzmX3w+F9g7REv/H3tvARdl1vaPX2c66G5BDCwMFBQZBBW7FXPtrnUNDCxU7O7uxm6xgBnCwm5MQrpnhunzu25c3N3n3X3++zwrvvt/d87nozPccc59X/c953uu+l6t1vrRiWY33H1n3a9Z65BA2qHDov79TrU6V7OetO27O3n+ryaAiTIDOEXegsvjpmtMdMO4esq9GUD2yHnc+XDOrzmYWMQH7IUfLDLJ69j5uWK9S14QXBUeF7yyboJlCxej62D9Zdqe70ASczhl9HO+M9JfYsPKSEbr0ZfHU6n/s8DgrgZeQaUOYuz8qwSMJuivoqjkL2VsnJjgNwE3lTziP7Z79G3aIWlTngGE7UzgtUN7KrHFnN+eqA1ibKdu7xUzgjlh0C9IG2MjIm9bucJtaXpty89QKDaF9y5zSZGPHZgWY/GiN3mx7M7lwBkbXEeOZVLXgwt7V+O7b69EzDnmd9aradGmph16A8l7D7byBjy55Q3UETP3hp857pleMAcjgGfsGvHUFMdlfLAHKh5IwscTH3dzmrDaJ/tO3z/lXN7oTusnA2b7YmPA5kC5Fh0JXiyOfj6VW7TokirvWESoWOpqVnLazXx+ppiVg1XuURv94s4tJ74g0pzPVLDjNDgtkBGbXueog0KQZyrPd9LEog93AerHr5BSE5XKr+3+hYtL+5xbP2W6teAt5V2q/fHrHuYLy9CxxdBdEfFHBpc6xQQuN03duTNh74gAPhXddC/LbNBrLa8YsmyTsf7fi0EbfMeNO3e88Yqw5Cl9X8EIny1bymUWQWLlJdsleadCOORKLfPV3bmQw3F+aQBRiax5DJsdM1AXGFuHdbP1oGtoXgAkeW6/VwzyfkxuMH0gOaXOpk75Hlj3V4VBuYJyLbiQOc7YKk8CBHQOGsLFyp6VN4ax518kYNSAf5FF5X3zRxdWlbL3CMBmdLuP0cFSeZL+uWcd+k1FmPhF9ByQJ6MFcxCC4DQ9kElXyI8M+GL1oyt99Ry1K0/PHmDFi2vkoH5Yh5rq3Ijvay2xUGbDU8/n8Kz5kICX6VMY2ssASmsg9eSsxvcfFkXO3dvITKWc3mdLR189G1GQY5NIm1sYuLcM9ZcsuCFyziodj+X7epP4UWfwB3YPr8MHJ7Ry8y2VSG0RuPYHFeRZLqhZc2dcxwe8UNrM6jciQcYtJso6QJH6anVSrunUVwVvnpmze22sYTk5Q8CSVGjIl/ds62+5bkz/Cg3XiSokE2jK5DpQ3Gst1HgTfbGtaVqJ6SsmSvlfwBfScMyGHS/zcucn7TSJcbY0zYL9QyW03NRbnv8LGKXMYt2bE0/OIM1nb+t3buOHdNohssoJ8VbrZIZ3hJWI2yVENrwdJ2ZU1PYbmoSmmTRvVROY1YcG1KA+o7j0p+5TTLMEQ3qG132e0qwwO2pNkhaLLrqBBbcO10nXqNZ11oDURgbXvV8qMEEHLJGIpudJKItpRRZ0EE8J+OxAryKYxIecoL+RkfGPby4B6nMfa13rzUwNGe/dkKDc2CpfAkYArnwZA9RChaBLMRcjXDlQzDdqwZUucxYCiakTLuL34Qu+Xw3VF6FKdzyRjC9P6UHw9UZQXKgHOvQsZ9jRMuLa0kF8hCsmWXbUIPAzUN0xJXACKE81g2hEy0VCwALy9Fr/I7KXS8Jjytb/JCpoLPU4zNwG2xejoOpBT0vv+3dmZEdz3bOLPAeF9lAHjhu5PeAgnQQnLpSTbDD5wBjl3ATxJAYNqgXzqtf+Kd7ECQOM4BMbWFV/LRLaPoVPJZ8mhkdzxrxzUhWCkB8cctLhXHwEOYD/+sTPh/IoazuXZ8nZTorkX0cpox/3wHyZwzm+EIIFXmlFJRF9x6BZemL79pTJRP/amDFxRfCpoHmuT1bknZ9wB2N2jBniT5t8zf/tPFBFA3ZNCmfv3j4KTqqLtA6etbfV4LoWpd4Zte1az8CEI9ZMh+WLShaE93hORmMw2Ea+hn3tVQuaBJby5VBoMsM0RR0weIPhWKkl9YvthUDaUM2FUkNLt4FxR9HMPwS7WLiTSvCZIGEJSXyEz+x4lhXBIhqs/bhpbxkHnNCnbvQDMwKqzMY3d6PA5njCba4DfKzMkYx9/ywBIwB/j1eBKdrCxbpxWlCDgf2F3OB7jPsPHYMFfCdMui7Dyf1EMepVerDgC+DxPkYcfvQcBsIRnPjp8kTSPonZtodsuv8Kwg4a+FqwUr/SkiL3SFH1wtHxtZzWQL13Z8FLU6vHwTsmXaLudtoX0ubQlXZCNfJJdsBgqy5Yy+hY3ZTsfacnPCYGh1ztWEGn9FyhSX0mvxhzf32oShDHjl5nPWn+2LUI4gxoI7FGyx/TBaJbqBM3MGj4WLQBvgIw9U+tC6W8K6jxdd/d/d3mbY1M+OSag4K5zq/tZw25cZtNr3m9D77+PQ33GpJxkDExvKpTD21m+lKWwpUgf1q3og8DjqkBDjJkkQZal+Jbe2TkR9y3DNOnDh9eHrbWkORmA2UEU4sYTZjMLPAsq3/5xMd0R12+1mzIYWL5rM4+PPdYIA3pAraiDjgGGzb7cve3ChjYd7u7YvP8V7USfVRnyboza6Dm+9HO70lkvwMs7XN/PWxrTQ+SMQnlvt2hJOE29rOMA/TIAepfruVWySX7lALKv+9JiRYQ+dmg1FIWPlNjq0wJ6NnUywActBBpaqeCcZqqTFlX9G0E4ApJVObnM0xqL+B5Ym67ClfyXyfbyhzyn9y3AWxqoMX3GoUamCVjOkcIz5Em8mWjZjRKyAfBVoyMviIl7Zno4fImoW/GqMCpvS1Ie7mJ1hdZmV1DJdhktaSUnkPrcf2Bh89rxh+4ID/V3H/ikYCglvBwpBNkddiKptpVfS892bEl8uIQjp5cWrkiOa7YSV7fcB784waQGCa/ePy9t8Hr95dlNHxhFTi0ZxNR4MigNs0xv1jcEj4jaBVrPjREnGbVpW2yxKj1zsIqRmcR9M6Aqab9o+D7cXqd8DdR0BXX/Gc+EWDNvUJi4kSm0J7pExm7zqI2PKtNGypGi0Dd5+DMmMWL4zpkfWbydffA7jYLyBnRq0cNAldtWpR+XO8XzOTrkrjhMYP3NvK3FWbWH9p7ZpxBz7nkN279kCpHQndgOcZVh2uwt8IlLyfktA5DU/+S9srU8D5YRmFzR6h/c1PbcyDSrgZLg8GshqFI8pz0+mxN2s+lkjEV9zCUSPegteIqTv7b1tBmQpdsaOSaQ96WCWFOGlAV+rivF7EN6AIwtsqUAKbt4dykVCmJqWcWuFfmUMa+f5aAEYC/x6uA6gakowXQDLUENhosja3SJBBKQ7EGAa8tgRIZoss0HOghH1Ln4SQ+EF3wTEqNQAR0fsUFBNCUgaiBTTGAvssRMvc0F1Rdq/A2l5hYPGGx+Zou4zdctet2+pVuyP7aZafDCk6wzaEViM2eUKWXfYfoV7xhZx5OUvFYS4h0RKTGRLUTul9RYXjUPKZ/jERu2Odh+ll73eeXE3et+fzeiS1BtE1GcsVl8nx4gu+DheJZK/u6yXWCoEwdg4DsD3pWOyKrspFcqa629biditcmCNpMTSqut+KThlK2ds8Ex5SDExxD8XvF9orPILoZzyGCGpCeduUKUcfJyEY0BbRjxlCXQcyzZJ+gF2Ue9gEyrQWyfz1B4F+GIJ3sIsiXTN8y5nM+W/TyGqvu2eGBtCHTJwLtvP6511VitmJnuJREcoh2Sb1tQydNCevFi3Zl208dk/tky8S3raDrnQTg6pYGnBVHTY4wE14KVXa508LAgsZQAhxD1wbNpKexry7Y5ZR5NABl/6VxQDQf6ypj3hQXyU7oQNtiwsjwIfqup4m1RKZlk3ZR+Gwrjjd+VoYEaD383bCLwQY7N0JDZUj4X/s0SvlfJVJZf38QvAOrcoLVqpU1hLFfQPpht2ZY1acmBQGjOfZhA28WEhLfUkP9pqhl9UAgHn6NtC036QbSdz1wgp+DQN0ngXi9ZuS3hsTefg9z9rI1Npypmw4b6j5/Ixy7ZLwi3SzQRq81XaEXwhY2h3IW7Th9YcjNBIe5g1rltVk0dJwkgXYlcvdYCLinAXGZR3zrJxsxCvo4gtpqx6huvYvNlQChnQXSgWQ9asZ+ehb0sWLpZQPO+vkNigiXHGpgWth9oNtPJMn1bcVzNAhy83mCQkZL/Q2DmlZCW2mzIK6eLKDPiycBfbKEECcZQFtVnMd8GkDhKAY1sQJ9XsX22CTyNspw/Kf+8Lhw75IZksQdPf1cH3NloGf3QU3XDxcR6+HCQYGpWTEsP+GI0d2wGrX8431mFm400Zd5hBQla+C5aSyVzOg6nc4fF8o6nJfxsptDkznzLtxvoOAcC83fkm+qXwHpAlt4I+7ZOF3BH3kGdFHdgLMyEC39PRlzM0AkSUBZkz5opZg7hwb2YLYNItcUXCDD0W3QM8USmiIBxy0esGfh2rWPklBzLpozAiATn62xVaIEcG4qMCmg9u8qcQxj17+SgBGAfyWMSv2axU+GL8ZEIwBXoqBxAh+FZjQFAc8fcJhVsWRkugJmuaggUCSGW9tlpF0mM7yEprRFTWwZar4jpKT6w4pLwnKCYw2lDfuvmnrslev9DF3E4A6cnBrKbKp0kkJmwBATtbL+2R+PZAclKhymrCt8feeHk4tRPVyCYBUOT2ddtEzzzVsgQJIPrXIQRgn3ILLgfbgPsZ8mI5g0qRgnYdtH89PRGQ3cSjWqBZH7FDuameTnCyEGKTCvBhymoUF7qcUK5KPmCko0XHF+FeY8ZSD110jodQTFdfhv87tNI7Z2XDhiK2rcm1EHXicZRK8H/kD9mWNFUOYmAo0mgKlqFLTWAoOpQqlk91U7tjxmBPdu/vT1UxWFeTaqYyd7NGjJHvKLmdtgYK4xGTV1in7hfag19+B9FA3ymWkiUD+2z4ONDS6idoSsYYYlHmMOLO7Xa8pr+aNAh+DuJ7K9XpnXX9CWOyRNIZSCZ17289o1rFlVPXNbpMLYR/YQipWUxjLXxrQvtYMNCLh02TwqactsG0hkmY1yYdsjOxDta8h2bkpi03HzqlQ2DOThigLHHckcZ2yVJgEMzCtFU4U1E31ubN9BAkYA/g5CLh/io/AViGgGJlQ40zX/knbyva7h//g4/nQaBvGQIAArnKwFn5mc31b0hj36fA/x4PU5PiS1ZkQQQN8F4HEb8OvEBFJTxmxjmoTqw6wKSsP3DNtU6PW0+M4+a//RyshqOezHVt5ES9s6FBbdWbA5tl6Kh1Xgnn6NB6e76OcBWxOm9N9xWcmDgHYPss+umV2zQZmJm+VoVx9DC5egX6UXsS4haHWkvunWNODTOoyf3oE/vgVzq9u9LrD4rHbqFzSXrQdvBNPdmK07HNObnkgO0AN6PV/T+r2glVpCz3Io7MLLPM4tgab8eHJUK5arOUK5On4/OVpCUWvEfejn3YVAfBZkDVqZavQahocZ9KZPgJBFAGiyAABAAElEQVThmF+8G9hs77yb++YWu+jUhkW3XyNJ1gJcGOxAOst1rXypNS4VOuKCAa/1S/tw856VcvFjg3tZtuWaHasaJECjs6DMD4AfblwGIcrLPH1eoOHE4BqlqYGBs8PrcbId7kxdLG8b3bSWd9iYhTl76/Wf1LWObBvKuyOuQn7qTwMZt0B5W0QSGDfBRNy+cS5tLmE2emeTELdSOIfR4oePUD97OZjsVROSUURAgdaLoKyfA7W+9GD8/1tJgDZ7ju+qypnQsowCYvfqW/Vr7OffS8AIwP9ePt9urx51FgNJRiM05gH/Nu3k2w3yz+6JjeZLDDf/AOBoRUE5PQc82BrQ7UDt8xIHrmGUL23Qip4OQa1rN5qeZ8lI9ehyiVHKCqQ0wj67eMK+IRvK7LMK44DNH7NuY6t9Wm+yR7hMKKj2JJ+zYfG1unmOJa9mzq8l3NfL+wzkTy4/nYmIvj8ldlD48VdD7UsUE5bNSkovlpQpDViBiDFNM3nE+EO7FxTXOBD4OgR89OlqdIFEWiUKwS5J/cGbzxRliB1KiuIHkBNoom7H5Bf7pkPJT5fcRb2TxbOONQDPSZ1hLE9GdpEnBBcYv21PDhKF7ADZtTnzwtgfip94Cve2mCXf0EeUJHIpqcjXJfEjTpDYoUVMEYY34IRBCZAklZIojgYCUeMV6/gglcqCApn83/I8XjQ1u6fKj/R5ekc5fOSi9Hy2+YQ90GvoCPH2geWRz8wlbLGH5qyTZ3p7hwst+LmvPGeurts4zp+zePhPArno7p5ljm3Kea2PEGmKDmgI3vug/jQgIgJXRczpC4ksGk3RM/E3sfugvDmzv4HfJ/gRgfmiCng75FDE4gKdns0Caw3AR+TUxmdsbN9cAix2VQpyLiGsZPw54JrI2L6HBIwA/D2kXDFGFjIdWeOU+6u0k4pdxs+/KAGcxVGww5B0A3O+ckrjSdgdIfDmYq9sJegimBKFeqj6WAtVD6EmFSklnqeZEetQykPVa7lras7AvUM3siwK5YfB8d1UEhuhknygQ1SjIbSNyatbkcul/CPtq3OWhrcsVds+lYPg1RUw8JZafOrFmRNZcy+j3aHPN9Q0Ongzsb0XRfssvoAF+VSQBuur5Oriz3Tcu2jUzp62931friPx7iPInapfCidQuKp+10iMBe89KyRA/aln7FYIX3IFOpTYfc6ZEgKnd/vCpWeOsANN1HeY/GL/w7TKL8fvqsLk66K2e6eeKmfHqMLkS+YTjp9WVCnKmWHftoPEc3i4/2D6S/841nNwwUhoepXpgynigEFaIxs3vr9+575Rtj1DLi7KEVWNf9jQfv1HDzNVG88rFzCDPWrzTTGT0hSK8pu8K3rO3pJLbhxQs5ZC7ZIrHJcieSfe0lKvqpc4xacW8F3Pq28BrA8NoC2HVlznCRKfioFW7VAbbv8GJMtDaR0esy+SSE/jomhRmoB1KF1EHjOlB9WgXICTE0sB7HnNSPwdGwOU5FCwwIXTMFzKMr8hY/umEtCj+TkfC2bZlqeHfdOujZ39oQSMAPyHovl2OwwdS5BEqYQFr0gBasA4f7HqfrvejT0xEmgBP2GQlRhBhoumtPeZAfTqQJylu2JxhRHJpLMSzc5uJRDuxYe4t/Gk+kHmnGaUCvHgdXWffOi6c8RmvkmpaiWJX7agd1QUYI4vUknCzJWrr9766W2C6xWoufXm+QZykgu1CfiKwPR9p9FRd2dvnpFXQ6+tZvHDFtvjSILxmOlXB4ZjxLwwmCUs29j1oLz0wOpMtwdVBQ3HjbPRTRlHnRmNmDmOaah13teke5Xp1aJGyiDqgj7eNVo2XEdTdD5PD03P97qZlCcEDQZvzTSxBu+K/GI0V8vOX9ozwm5z3xEYWS9DSCrP10UuZm8iHTbzXaMijXfokdt6NE2jHPKxstB1yUC6JmgARX84v9E7cCjTgeDrZMtovKu6L3TZ/MNsXX36vuFQmOQ2pUXPUgFbs9GclAYD0R1jrndPPHkc2WL4cZbGYLHi1Yoap616zYbqik7wlohyHW1qb1rdWp7eRbu1zipvV5+wJbcQMGcE0tZzgmgQhzn/GEn4jOkunRH8kRLOah2ygAmZ7QtJ/MHGBfB2d1XwiqABbqNJshJTi0ci1nbdi9HSrlrI1Jf7FqhnBrRoypxjbN9QAiwmR1xBNcSzwIPEsVxA+g07N3b1RxIwAvAfSeZbbm+kAjot1xeeYpCuCqdKM6j1Lbs39sVE/fJGAliLKKQdxk8Ogs5c1EoHxpLgrGb0tTMecQkDTA4K4UQVhhu6OaWmHDBsl8S/aLluyl6esEw7i8Qv3dD8FTXNfA+bBSpt14MzTz70e5Luj4XlO46Q1R8HeZxNJhPNFaRAL253pVq1tjcUB1w/K8OWT+ZMS3Nwmi/JpFuDSqhNItn5yDnDqni/JqVfD0WpVwwxWTBziI1Xsf3LFVBSM4wp+lBhmk5aTDKsCs1f9lsyvzOCqhTfDjaCZhBfRsJJIsnhi/MLcSHgwDzjKx0wnejn/GLGX+zqnHTjUw3VDcavW5GvS658odpELdPBDNSFiQdJjuwgCUdZBKFM2Gjalm44NKNzaZHFyyTSOaPC1Awi63jQsKeZmRatmKfc4lXaSb7AcMbOy6y/a7+MXOdiUifxEQ3qZ0ODem11dP40f0iddWGZ4BQWrwg+kPisXbUCcwvxxCnLFXnmlpsO9BOMMxDoaHvHt5lkwN6HLKWwK5qONzWnzU2Z+zjIFFoATSheowsX2NuG4XbkfrYNyaZVxDp6EH3Sl2bTZs5DSWwWC1OS8Li5GAvOsdfTw3kYX8YEzjH9GNu3lIC8lgG4pAw8M+vAfl8bIxXltxTuH/ZlBOA/FM2328HaaYXVXFgSvS81A8bwaAJfzYHfbpR/bk+t6HikRLTohtrvSYCy5wDBWAcYFsWTtsl+9L09B9hnEHxOSEmTCJzMH7HBrSeaPPd1uvjAd+HcIzyeWoel+JYe9H9L7Vg8OGpfqPA4MfV4cZXMEhHoda2JdGgKI93L8bDI5jOcmDmkEPofySWzllblB0pdOXIL6UawOPIABKk+IAfp3fFZS3YPH+76vmYmmWFuP3eFmWXb5MZESzzXHQXvcVkIg0sRaMOd8iH+TU+6btcT8DAptMKqTNCWJyWThPEkteJp8k2zC/FeygG4YhvzyfiLGzbY+VEYcvYj49f99T7mO3OOOZQVVmyPP0BSpQfJJLQxti1SWIhhdhuPQf2y1hWZVIlHS284atFLoVl+FpYHPEqSd2hhenpbWPV+bi2nN2Tk4t2uUySPlxj0VAq1VT7goH3AMs3bsLtZIOfHRrP4lzIGkOmCPfhqO56IB7NFzJhzpSRFq4cQkzRXUVCfQ8XCHFsPFgiO+tM25WxXB8jdfC0oGHDlITvN3gwTQN8ueRTGjY9ArfcECzhnwjEIawiJx4hcuiieC558HTzXAj1VCKR7OvXFZ25s304CpZ46zP/l0QdmWjCRvIFe365rY09/KAEjAP+haL7hjiwOkPtiDglBooVPmE5hBjWMRRm+nXy1YIcpRyaoBQsWEWg3GKM5L8STdgdb0XRrHujRdGqIkUG1cmDQQe1TSpi6uv8Rqfe0VWc4bL1hIILvxcCP1IPDguga73NVR8NOOJspVM9ByO1PEsfmVFwpbRZbYx9NaupSpE2bYV2r+E0VjQrZVVaKoM8QYMuXeBRc5R/4KUNnXWyYFD7T7GPEvBsuGYOuMiUEazfvSRtL4cYrytIZvNlTM6/MgaMHVkGVIlPoPrUXJUtr68T9Lo0trhir4lNslp7FItQRQQjXEL+0h0HUouTQFPen56e4B0VQ9Hv/qiGCoeboaAOKrF9tLf8atbBtsclomXik1RFiqVd0H+A6pUqI+4KjyeuVmVgsCQ0J0lcB9IkPHlx7kOHM0XlDIlwWm674WAgWkwbBGt2HRlZ8FPQSuCkagu/xSltumkoVmV6sLLJIq9rLpOkQf/jKWBWBGjxXCP05JWbPJf0OuJi/rqFig+5aIG3jwVzMCZJczAYharO0aK8TrE4R0VPM9oUgY55VDOZwH59FW1kPRfO0gMCFWAEZrAS6sBR3lgCPSTMztm8gAaYIA0q0hg6cFQKI98+FuhxlORnHN+jc2MW/lYARgP+teL7dThIvvg3VqQSN0GWYpCkGhWmVb9f7P7cnps4vBbOpCLKrWOA0HCAbfcFXbwfRDxYaUB5ATfC5EkrmYIgWDaLUQQ6bRvY79I4zZvs1xEJ9VyJbmoDg64/QE91R9ub1rgXnvbk63S4iHTmJXBv0NdqYBsYMAA45j5Fe+3dq3HzlD6yiBUttdUSTqedp1ZvClwwavGKmpFaxTfa9gx2FdR542T2CojAbViuLvvh0tmJc6UzamAqH7BmSMX/BgvN8DbQUK6HT2AlQ7a0rGaf+XAvyH62PrjBNVzxRgXlqAZtXat5qE1jFBFHBq0Da8oWEHsSS6U+ck+u1/vS5Xmv0jT6RRNCDgRG0JYKxIAhWWQtAY24LyLf1c6swNfO3ekWnURuoWZY5bt275dWKiaCTisVtuWB7xPk9F0dkNB5NhViSbhZzzcNlcX0hhW/TMO/lo97s03UsnPPuzTy9otayzeGDtU68TRrC0y/vOUl3z7d+dNGPJb4YHLWfxYHzw5rTARXjhiEn9RzU6lla7s5mI7d4u1xq/5qCPlpCg5szxxxEAo4ZGZwIJzWquR5kZCgNckAZ02xQzsFgiWdoqj4QQYMsglX0tq0BmmYDaxgbc4OLgUxl6gZXjGP8/AsSMBXiXFQm1oKtikPfSbKgwe2/0Jvx1P9AAkYA/g+E9ZcOvSNMJGJUTMywsikb42NdDIyWYWx/UQJywIpDwFT6qYqKEekIEBeDxRjkOtBvx65z9JAblkwaaxF8XYhWe2XK6ouu7Q+/IcvqNjs1WrXsDQZb9aZ62PfjoaTH03fJGmFfYUQ2cl3FZVG/22Y0IGYd5tCGY5QzckUEb9p4x7qEx4YxnBiL215LHcjqqSUcl3Rdu9kLycdxm+PqXugblSFzJGMp++08oq+2kLcA/EK00EIugodtols7rJ+67gE3nnThJZD7jGk6vgs5ymaXfuCWvH3GmKZ/7SNGtbfQU1EK8y7DGnsEXQOFpQjm95jUotK1Q3d1GjN0l16LKcyY5oT/ljJgrNs4fLUoE8PL8NwK4C338aKpWdbG5JmekA9+q2eVm5oTDpL7mEfcZWr/1Q+ib7dxEBkMD9lxFi2O9djuB2y6EPRkHpFFjW3X71DGpr7j6y50mf0xnTi3m/ZpFWdZjSkkpmHAbdRqx1ypbl2yV0Y2IQgPxASj8KGYVzzAD10uP7c5MrIOry+s7vJpDWuvG4/Baqy9gbRVHx9KuVe1UwfWyfOR6gnEcEF/eQANctlBkrUK0Ifh6fgMDTuwGIO8mQZisY9OHwBKUS58c5Djsze2vywBQybORbp8gqXaCClj5dB6iX+5T2MHf0oCRgD+U2L6BgfJWWqMCD2DPEVipNl7ARa/pIV8g97/kV0E0Z0uCLo4SXNwwuBPRBYsNEuqOAYYOIQRCBu0E5OIfxnm+HrwFarrcyNP2nY9d/ftCRu/oVlPO7Xk2MJTmyT9hlUrrqb0uvYco0BpLwTfcxXCRC7n6sAru4rb7UCvDcYo5zsV+87wsrWHSMajyJtabiKY0J/Wphe/8bJNA2jdUASCrsxxjqXXdwY8uVa6eRnt2oUP1ittoXDowR+6x7WQVUez9G9MypTopYYXwgKG0AP3LXHIg8WDzsC9nu2uLxkYbYcp5EAxkjm0toz4ecWTDbUTyaeKa0lcTD7FR5ANsgjih0QcoYSlp0WnesPCJVeXbPUeeC9VZL8YLQRLGAKNI22qFGBXcRXnMp9MWk+LRrHVDy4Y2F3Y/12hzXG+dbhwZlcp+JWmu1rsLD/WUtQVcqFhzdw3aWtaTS4Gfx29GdWOy+4ufsRra6Gt6G9vPLmDvt9gvDk7Pg+uDgmk1Sv2IQgzsu3ldqp73cZTl6eQ0lbrRXmlTy+KOnXbbzJszREim437T2KQ1bVQGuixliSVIXn6ROb8Y0IYgjlLqPyyB6iRvAMDtRIZQL+NYM3sN7a/IAGa70kp5wUP7ovxrTyjAyGK2Ni+hwSMAPw9pPx1DN0xrLZKsPJqCvBJ0NfNxi//lQT0oFlKQW1GoWoTnJAXKMDuGUDfGgScCzDwanQsqSPHaOc6psXy64vnHDYLjnl6D/N+ekYtbXX60U5IKu2m4s7dGmtq+cIQspndce1o5YiXFReCJuc+iEyX8O8oND0PIoltf/EFN3/XmCmeYEn19R6BKPjiI4fn5GQVDC56ISdgfxSg5Yb7E9ShRwbMPztyRwj3duCVwzPHQa8Yc6ijib82jVBLPlMfuGIs5pPv/vShuMQ85NBP0GvHDBi/YBWYSu7Aq919WKqF/fUwrz+k9l/3/x2aKjs3+kXzBttTa49dClOLDqnOOfu++qHZZFNJy2UTJB2395IrzUO84POjX49dXv9Xw+I/iPSdJvLOrjOdbOrlHxB3eJtsNHfA9qizEwY+DMVCmhvgAzmKZJryk35d7B5Oq/mcNjQEQx6rHlPcITiAfrXoHETf73sODMIxolBbvzQ0kPapGO+0FF7eWwhrWQqfEO/IWaY8/QEusWl/+67T0HKtC0F4CS4QtiP5xtV+tHmdCBIrx9rFozIJLTjDhRpJUPoclwwR74A24QM10wAGtBnbX5MAUQcZwCqFCw/Q+2DAmAlj+14SMALw95I0jkOw2DjCbx5YIUc+oY2MhAL/vfAldAuamw3dCbigy5CzPwHaHBGBWSQFE3c9XJwaSzyKAij1s80rvrBm2n4Tnwfvr4JBP8hvz3yCReP3OxWW+G05e1LhzUo9doo0H/jG4DgcyyTFLw5U9tZLYtegFjof+x+KJud1JDZYx1wpbf3OnAamRgKLcwzBeRs4unVrI7NKQM20M3+340feWbdO7S8XF66aZGVpVsyOSvLXxU5Zv7bv7lHnva+2JKehGCON41ndoGC9LS2ZWB5mmtiMCt8E0NYLTvh0CU+0qoU5wMPQhLtNqQTvRjdIX16/ET0snaUU4wbG/9o0/a+S+7WpueZr3XhztpyKp53sGR3J76ssK88f3kq4+mHF27vUerZ2dJeACNq62WQqLO/nIbcX3OPbXuhYv1uhpWip75alp0cF7vJe3/fHvv5lSbHFxDxq0oN1lpe1HQrP+nTotCtw4EcKus6ycG6CnSN0w/d4G9Y7OhYUSCNbt6bmTJ+xsUSHXNLrUBMeitSa84e2oGtaP6K9RTkQn18Hhr8YBQPt78AxybBBSlGmna8YLPf5YsAVc+4REr8efy0rsEzjaeSP9kUQLgrRsKcqCHW3B1HkEIg/qgXWvgz8ReEE1l1KJfguGNt/IwH0s+N6x9CIRfKs8EseSdz328XZf9Op8Zw/LQH8fRhbZUuABgyJYMYg8fsiDBclCYamVMN+ihqwgNQmzaRfta7Kvo7/K/0H0C2WOFnIMALZGbkZEnSgCOVAQzRFUzT9LqzFhnQrA8T4I6XknjVT9pq6pOXtA1N5ePCGDbaYBxvV9Em6evH6G+5cnWEnsNNWIOuVbpQP5TYW5o5rTdJWy4GnvQmuE18qzffvSGZqwmPPkrQWCMgb8dtzYHPCSKxL+q/leTqAhtpw6FFnCx07qU1KzIHBqQ3KRP4YBCWfhsr5Cj3QPsIeO9I0BO6SsKTbVaBmaM8DVvE1noEr/ghz5eaFZ5Y3L1iWXVKlpWwpN66i7+mYI5v3vEdRSsKUPVAXLuICDgshYEMz9eCmIU14Oh0MbO13rzyVqHyHYUmrm1ad2nOfDWsG7y2YYgzlm/G/YBrVwqmk7Fbhts4zS8ssu+Mm24YFz9PGBG8NkNfSn5hac3RTHgh8b7wY7ooG7+MQAdMxZn+VsofIev/7wY+ulYQEF1Uz1evsOP3iB3BOVPTLfAYhiQj60lfi1zoIihNjZKT8Hhgfr5UMBludg42sYuAWdIWpeY6whfF9RwRRDpKNTDdwtSOTl8z7mOd3j48kHb1jvxRhAARfJoBtAVrIxx4BVqJcpS9YJYCXaO04Zwm6ldbAiUJPdwAifga+DxIJiS9krsXY/rwEaODOWkCFL4A+jFURH55Q1r/5hQAawfTQOZ6UfzLfja1yJGDUgCtHrr/pNau9HLI7l3LKN96CHGJG6iBdUhlOos1+c6Dxjz8lAQQsBDVT1JZM0SmoGsOGRuPQHxhqgFujMT4HuY5jQtxSc/dvGbfdwiUjby3E88NabNhQG8H3Rt/LT7XL10S7cLU0nMiGL2HAlxl0uyimy0jyYrwrlc8+ZKgx4AOYj2Q04jWB6v56yacNiHg7EPwiicy936/BVx1IayF71YFOBP22erJ2lpbk7fES1iwTpSBnxIOLeI0ISi0VHGD13ZAFlkNK4eOieU06jVhfhvXrqW7xcuCOPgWRTS5arZR7vvqMmUDBvxbCl4pIxaj8gbWsOTlX4SNmgPjsk13jrfe2Gv8FfL/4eIls+TktF2xEoFb+GnyZPlHbCfY0+/j58gyrldJbfSJ33J3FFYBKtzB1Jsy4trIznHf7qFzgZQmU0xceIvSWIqD60UsiC2WeV8OnNbURmjx9HnctK5q9BAs+HAgcSGtVXCtqvOlIZ9kP9alIBMgdLVrQ9YGJtD+j8apqwsjMcTCA/xZmO6+ACfUnA1MPGCJQSw6XkSVsDTe88fQlLh5HQ9F9zL6JzFkNmf1ojj6G1zwNwXVrf9CFmFAobq41jMa/QwuAPc4E2GOZ1UUJMq9gfAW+E8b2n0uAg3MQu4ySkjpqCCh3s7iLLnFcBJf/866MZ/zHEjAC8H8ssv/8BLmXCt5Mzwm5j+x75CMtJO+BSy3Rq0YMbf/z3v7ZZ/jTzQ3QYzoSwNycwptNeqiH2EdHIQh1JHARtdVgrvezTzs2jt8ussktnU2kSyMln+Z3wCyk4zP2yPLGHb/rSPQUc3+HHWUkSYNiTNDfuwwtcZGo4Y7kxrdYviKBf1qlhIAOtCipP80/dB9EI9aB7crRCrczFdKngdQDgXcLAiMybEEKVw1Na8hIWClLP0iwxdmSkxyEC4RH/rXuaCcEXOrsPn3c/ImEAzeaquDTYT6nZP7iyKJN69pMSqsGzOJhFcOixa2ammHQ8wIrxqj45AmLv5JxMJpjBRB72lw7kdIYTjDBVQzwlhNolJ9E7MWg+R/aILJRBdZTZGRQSe+tiMarvOTvxy1fOWXSghEzinQdsovhidUnpBC7MS5m08RLDzq533FoOgEakGbJpIH1lnYjLFkiwyDZYnYYJj83xWFSEGwvIRBvQSD2qLhWxRo4Y1gMKzHhbiR6jQ+RI5CkTIMAqSc5vS+WLMd7HYFjRw4LpMtCg7AoBbZZWNmJ6snAmltHO9ZdMS0X9Kwo5JDuzOw7SuIvMBowAuwqKQc4IRqixUkLnzUZ9Qj0nWpgJSUEYHMFwMgE6o/vhrH9RxIw6HAOKlDrwZ2rp64YNe/DrWuyPMSC9+o/6sZ48H8nASMA/3dy+4/Oct9qA6Yv+b5KEHVAzaWQJMBLpFawwIkILXS4xdj+lASYnF82cNA/aIcTdwoWx2mC2iuZglGzXeKJZyrWj+/qe7eF+Yqw/WBRVDaRxC/ZjAUVxpiWajZuWHKpoGPcGyw6xGpFEkaW5znSpjHuaIk4j4PXwGIDwUTWMo65EOr33n678NPWtqSkjYVB1+0w2PT7AIJyjXhrAB2oktDVGgo30flcomGDP1dGFpG7pDzn9soFwRWBU1FE/WU1LcfM7OczYY75oUHLRQk3e1H5tPP50slSmPiSB3v1l7uZoabYRGpHLrMFUA66pXah9QnX4IO5vOXAVCEUnrCAAVMH5m/MBeZEI/gv+AlaOMhcbV4qGttIftzeIvAA9cDzvlhZgDqYIA1lxfnMZxCNMhFQnY+vNLt++XY2G6sxRV0GrP97mh9oBp4le6WythPPQxdpL8dT8uXm0xPneC4+NPPjUp9lHlMtndKzIi6IkRIb290DJB8rLy1is8AfX94SBOKbkiF0dYCMDhS5QjygxksnQD9MtuuGnu8Qk8mwpZUftWfOxVSlOAPKGr/WMEXZD2lK3ZntcxLIbeynlculdizfH1flcxWmGyS05Vhm31EivYUfA49xgDtHSLpGYFEHLC3GaNFTkoHqMcxag6qbWAXs9cbcYEZif66V+3+B+ABkYs68L+MKKwQ3UYciXS3fF/Ixf64T41F/SQLGyf8vie/Pncz4gLM6l7RPmZ4LzfuTMywx9TRshe7kAYZjGUgdox/4z8kxgG4bR8BuA4WihwQ0GHXcWoXab18pqf4QA64mtbmRvHTCprNqyyJD/7pbFt+0FsI8mwLloC2RF4rt8+RPMHd2IkkaUcCMRiW3uiJ4r8Llz27It1tDntdBQMftgZ96oza8CIOsriA3MgKrSzmwfpRQxwIkmnAhEIy6gRZDcac/VML2Ch9xBFbY6CeBxpguNABJPTrmWqlEcXq248N5j96ofPO85XB7HHrVFlKoeZ3u589lXdPfovNmxMZ7bezDjMu09sVRkcq97WYbapse8i6FOW3WgTlGEXt+7nl2pfx+N7caqfAIf7DuuHBT4uHvU7o8sL6NxtqMzEb5eB9VcZ8It3+EKq8b+Iqepd553jMMt72LkG4uVlRPizw3w+WHpS/OLLarc2sOMx7TnpYNOj5VMC6oy6nEluN3nF4Eg5GvrQ7MA6nJlrseXk8WWs6qwY5nZRaorJW4Wr+EGuxhdL7fhwiC6wcAprCESAmjked8BbxBy44jxJASGIyxzJnMfqbGsJYHc3Gx0h4Bdq4Uyx8y20PrUB46EabgvQzDPsMQmM8x2yOaUSsuGzaW2ed439k6yUJlm3ugAKwWPCcnNM/VAcc3cUnbYkLnM4Fac2kg3j09HowmEXx42UUAjeyA/tiSxG9h+jK2fy+BL/5fjGmA+wXFsOIMEOE7c5vW3Z/Ip0OqstMVow/438vvW+zF36exVbYEGAA2CAgn4frbEI8DNN3lHBQbTmAi0nvSn+TSwcQ//kBlX8P/3/tncn71YP4AWa8SWPDJhUKAMwVBb9R84yVIktHzdNLswVuknHMe3sm56e03JA+H7jbsvMbLtl3hiVWa/SBWLmIKFSDtHvKQlSKpBg1FmYxDrfcmIxsalO4CegP6a2kdNGdPJDLXuC/bqYVOjxodIMgAyEoNsGoBC6rh9/JgqFoUtgcScGBydBFguEiUcRJB5cT4+IvZnP1V73Cve3qUzXm1RuO1cyOm02CqzaybGKldHcL478EhscXk60FNkPevKgdzqYo833YtpCY9zYocqBgzMXU8yBEXwZ3c9pfrJCuDXWu9EfbyyITbHWRYkwnbbqyry3wOJ/Hln5I91JZV5UNTrvuTk3WyuWkP3nV4blVW7Kdmc+3YXCXwXQqIQME6lVpY7RzC53uRKbxv2m3P3dQ0O+meMcurgilJgTnQCrh6/1cPak6M7Bo2JeRJ7IfBSVF+AcUx9oSNOcaYx4tD6jBSO4oGQBZGMzByQbHBEsMieMsqQf88AQlu2Y4a8s7YfQRxER0DEtoCEXsjfn2O/YQxPmNm+3AJbYWy3YIAfYKtgCW4oFFuaE/5pQqYqxMpBt9duURT6sS7T99PPtPT/Npog/jti3tOl4PxOg4xKUtzaXMJD1jHmwPJSAVDmimQAGdgN2r6cyAXM4ax/b4EaMDuQUCy9wN9d6QAdqmF4mPmQvEWl+i8G9e1Bp7OCMC/L7dvudUIwN9Smn/QV0UUtEz27qEwE3Y3nIzl45bTE8SK7GM9p2dIs/ivWtAfdPGP3yyhx1FDMvOiwF1PwGo1AUFPFtS6hsxPCwbtvzV12N5bqTeEbZY/4AeGFLtBd783H9XBirviZOKteQZeqQgQGdZEkdEDHlYvBqFzIrjPzTRY37PiQnY/3acumNESjv+OYQD0SnLDszi3OTU1J8jqROBHBNYneH4kVih6wjyIFAm1RXzsigFAc7loD/+EUSyoHa8218PC3klYUObnFkhPduDtq3WaL3XnOrQuCGfbX+1T+3rTB5Tl1U6cSaxMPxGhWE8K0AryBgHondwpM+1Ot+gf0+OGvJD/CIvlNsi5rIe4prah9k9OrmqjLK4SKBuNdpOf278CMLM5gC71sQNlXFiB9FrTbvbZuKlFjtA6vOfh0Nm9yp7Ulj3ovSGn1NEVQc+TxTLUAIHWyiM7rcypKLvAUAuuhljfaJT9xOb4jV6SJYEfErRDEo/1IFOlXyNymiVSIQLlPDS4T4VUvDpcJGCwVqReD+cSIwhaggHQL+yN9zMH3Sv1cZz1aBg/mLCHlLb2oeY6MYThtj5oJVjKmgHnNVbgIH4HjW2jYREnFzIyxkCK2hGccYHg7HoH3DykwHvdWa7I8n/GJ0qPM+Ya9jbzpqFvkc6ScR1c+Qzs+a3A0IaHRRqsgU5F1vVJZgCvehAZWjiM7d9JgAbsPA7kaXegVkMKyaxQc+uhEhYnbfjFLClaFoxR0P9Odt9qnxGAv5Uk/00/FQCcLHu6GP3A8dW2U7WjK6e3wV+fQdLpB1I3vjpOWDgvGdvvSSCQRg3HRNj1GOz6E0YVLwZ4HcWGHmHcMvXy4btvjOoTlfACfbvdAvZFitBke3rE6WQy8MIjLgZIjVlhGH4X69c5N2O/HVKH5IwoAsGFM1CfaCnbyZpoqzeHIjchRv3IwPLTZ+A/5SFQtwYoqkKgSzFGZWUZYOGpIjjb3Rm4AgUEool5BIKyL17nAzZG+2ZTSDxByn244QjG4Aqwq6oBitkEaiErVZ0Cl9K2oiyRmQYTZctcS3IKPN8YvG42mZv0g8bxiZrOKH1qOB+3U9Sfue9RGKRXrHDI+rzogl4JpLrpbNRFFbBIwMkcTBL1HFWmSzfpGPIVDH8PgAPpig7VDDlnw88803muN9uPpQrnNo7prjUBkrIddrDlUODQGGkemfF6lt460uT1hy6WUZzlh+oNymxleXPRuxJPVhrf2Q7r/YKDOqckneMajVr9c3w5X7KqgTne4AhgbhQ1XnoTpOQtFhihgEFw0AiPuYuLlV1iEUgzOoDW4ix0Y2WhObsYWOjpPY+eXwvCB2f4CPVYF6AKerrRWA+pBntIYangs/MuAF4edCrxgV1ZnWAfywAZHWahrAnd9m7gYW3KiH2I24YeCSTmNcMZjbSVJ/BCHliD6XQJyFe9BuiNGnA4AvE6EZCfehLpbuY+je1/SqDc/xuwLgVImgewWzkreNoosclqPtgoAy6+uD+bOcOoAf9PuX3rLT8HbXzrbo39/Z4EmInvwbuA7eldyPLPjqX5jZ6IPmPREQ+4HYisSMZ84N+TGWqR1SkIV6HmewgBeCZSPAiQOH6fuFixacLmy/3bXX2YABoyIPBIZF1xmXb7zD0ybfDdj2o0knZBf+9b2qy2ELjqvggSPXCyHuAoax5N26fwQc4bhdsmGQiZe4XaHSuifDusXD/CA4N9xASe30BTKapZLuYs2OpvCQcpJo3lI8k0qnifEZijEeifYaSUFxfLL7UBqIbgg0QGYFtGYVkeC6zw70QbClvVIs22w8el2w37qruzP9sLlVMv687M3389kWz+FPDqpoE8C1gQcFsRH99UvIXhP8bc148cs1xzcaGdT6wZYYKPxv4gPyzPFLSdZqgKw7He8F3cnvd7smLq9a4/mT38Yy81t7iRZj1yOIcxxwVCaEtLKC4xBVWx18/gmzBvzNi1XOjdQSSN8F6xP5K+2F5FrjNbMU8UzvFm3dUNvnnsUzh76ShcRDgRGxiLi5kImg4FGMHPRthkTOBj8H5bUy+EUxHEISNGAfp+26IO3KOsDNSWSWhPaAByrNP0BkE6HbOCW9IzUIdWgWO0EfSlIZDD3g994CUMx8XKBZEJ7Dh6haiHSmhbSxlstJSCqlQPy2cnkZtLm9H21Q78cFKc5sp/OnP1JQkNGX2CXL8ZSiU9uEAO5kPpZkcsHmEFMEgKdBZqwIcVGFl+mAZKBxBpyu/J6h+/LXCXFxjy8XV3+wyl8/IFLjVq6XU1ZnB27NZeCPjHS+e7CcAYBf3dRP1loNqrIJarwHUmRkSTN/CaWuLUxS3XqL7zlfz9h2tOz5ki+B7Cif4jAY9gxMWXBNKe2uYNnjZr6SkE3weXGV+u5OjitlbFZXs2Lb1kCL77HhUhEvIFfG+iO1B9CgHDFyn2mCjnaOqfWhdKuVfxvB5IsNxtkcx1WVvg1xjMgnUNCdS1RMXwI8AQdwKPQwiIG6GYTDFMNBPgDdpzP+EPxgrzi9qjeXowasN90MHZIgujmdGhafeeQtpnAvcRpF+mAvgmIyFF5mvrGtYP7DbqRj0nWE+gWLB2uCW3wLUnI31WzaWnoekVgGectQG0aHYojUJXMrznVX2gQB9rS+YYpnmIt750tLykQzk00atAGphDO3zZ88v/NLB3B9DrpaidNzHD3F6lh+ZlxV7UGlvWhnQFnv+ehoayaZuA2fcaeq0LZD+Gep4fTjHHFVCrnmsdxlqyhPriUQ8PkIeihhteN6lZAxrDRHBD+dkhVDpBMmqyafi3HcZkN0FwDULLTR9SCoORXrUdytkS93wCewzHUmDdr4f4JK6DmHyAx3jOEEzY7UkeI1HHXlgHUqgRFwfL0dTcDRdC3ZWlcCXIn9bFYKxo5BYJxkvyNWXDqUHNqPOsJPJWo4c2DjEtXvtNXGPgF1jswUIOg08QGS4EaD8cxWIr5gFXQXtqHWC9+AAE3xXyEclPDu5GIpMKORg/fy0BA1oWkBYcvF4zkc+UmtrIC+bF/voI4/fKl4BRA658Gf9mBH4GzXU5TXQvp0O4PgNesORQZrAwMBPq/t8caPwDMYi/HON96hrAsxAn2bWIiZ1t8vo6LIg47lPvyceD7x08woYsHzW+Smbxj+uXXqbWxQqkeyyaQ56EKTDKuS2esxEn9yOgx35Mq7Ko5NMsBN7hqJutBxPNDp2ymu9sCdzCKhnVMincLqGQxSewBn2XNZUAevTxoipdblZNwW0PeSx4Z9DCu05J8Bn7Rqz8pWHOjC3+5YQA6Cyk4CQELD6JqwadAeY0imzizOL6GLQirY26lK9Tp4yd310ywxWCDCl3xu8oUpxkc1XNuSOya7R1dGTtSxXWumOjSG7XoqJ3nCULeaK8EngAN1CrPIkDM3nDneX6fnrnzCyM6C7P622BY0871dOuVxfIYfyfKLOKRls0hI8FpIimGhS5619Vrd7xcotWZUPybuiCPsUESxJZo34qez8sNdNVZyIvs+nudJZoOZz1VA0ZLAUWPaAQi+D6FrX+DAMXMtDz+1kW8iUQrGIEBELSbD84cTFqG9OMPIklNEQ4ro50M54UfcZUCQswdO0N+oNvEgU4oGl6l2QQvEWb8lxRPrRXytECz4YzLSR0T5YQNpiXQk8E4BkcDsSgVjwxAoF5mjcdYPWmWqT/sK19722YthxzhV20YL3MFD4PVQHZtB2Iw3CguqdImoIgPNkDwBID3/AdgnG/XKfxW7kEDHmYEmmiwuy2NHxvwlXKATotdSsP7jNK6PtJAH/bxlbZEni6oFeEXkj5DaafmsWMpe8tKU08SN95JEKaE5dIoDYoiKWMITX+zaRe2df1d+5fQi+PRZDbjJiG1kTRSj08vO6YU1W6fEYC9XyXuW7BxIHLbjapHdn0UWrXBVtiQVimWU7iR25AYg0BgsU0xINB6MKdjFrvJRqU2hj0dIucck1fgNU5NuGbV6UQzCJQA324WlQNeXzAZ4BptjhYNAZU3Ssug1e9kwlam/9aYygukVGLWWCF611LfcFKEasq4jbkK8xYVctYZ+XO7yTsPDs7QaEFl4gpW2uqVBmEOYrCEg8T53xYgX7Qd2WhJ+0/18+Z9vzxuIc3J5H2aIa2YXzDJtysQT+eWw3t9qUeYHy9JPZonkS74Wp7zacGxblNVyVk9MrGQCtPapMx3UWplmtLRGK51lygMOHrLblFWlvIz8kodZEJrUu6iU3lBot8xcMCE6ugNFO3u3i9S5TpcJkh/vhrEsBUpe3UXMgFLwzcaoKA3BYn/GC0+ojRrK8h2Zi6RNBM7YHpS3ooJknQFZcOpRgpPQ4jpe9jlHRH/FGsxd/GAT0LViGZhyoygP6oF5XNeByxCHKb3TmPNvEwW1DrucBZXRUJOXzBILkHrDa4CApzwvxgA8D4YUS29a/ex/+V88v9v5JpaLSpLQahXEZNzrkW5UZ7Wsm45daCJwPPL9XquWqfI+0j/q/c89/1PowA/B2eTMz+LhH3BxQNIGxWs2kkNo/2kKQ+nWdYoXInc3zOQSbpR+qST+BHqsu+Rrh+h8v62w4RSJFqAuAsgA2688xXa8BpY+23mdGL5pyu7vy5cH7bvYt3Y1Lqrj7Rz+qPPX5fz9bpJ5H4ERcK/ROqmLO1W0pBVPcx1DqvBqGlFxR5W4G69kcwyy4EsRzNlB7oK1SieogYhoZpLGGEgtiPpqBL1X9O76kMwTBALP/h5SLhC7sZ7EKWokApEinqaE7LV/S+SFJdh9HJO1ydnZBOc0jeT0Sn7yHaa5fvkk7u2ZSAggqV1fXmch+ab8fiavB9IaiJoi/65aAS79w6peiQdX6C1+yEMkOTu8bRgltgUGnMktVUlEJNcsXmvHdNJnBPWZtF607v9uu1LqWh+MQ+9fK0qrqMPdM/Luj03L1OD1GpQWmpKBTXLnq5/BD0mPstgPeP5OgfQe0wgI1ZlAzGxVIdkKNfuQj/WaE32Q1rLmWACXkK9tQBXtCm8IQvh0KHWOjCLYJnahMYd+Qy+YQg3Bk4+vWvx+5kf+p98jGyfI1whowid7A6gg5yLw1o2lUF3kRElKm2SBaiB9JtBJFK/+ia/knbqWQFelbe3QHS7xlYrXfU6twjS4vXTLeWETe6KghDF0hSypu+h2vuGB3xT5LL/8a9GgH4O0idiYK+NCdn4tO2pVGziGws7Sl5rDU3DL+9m7XZ6zLY2YSgC04Jx9kWshXf4XL+1kME0cuY78vBidIaU2VMdxvAbaVfctr5KatO1hKUlUwPXbfkpHmO4fSwC3ddQuI+CR+D5FY+Wn7tIa96bXhXLQ8s019C1Re2VGvmRQobCUF3tZBaHTcFk05Y8L0X+mzZpRReojZ1HCf/07Xi0RP/nZoPVtkTa0WPLWI9BHbHXdxYb93Yhf7vYrMWTHCl/S/fIAZWgcOp3mvLoGV6cfQwClLOFtkS9pQZNMCNKhzu3D54gvY6Dr4GHabpIODmTL02NAvD917lt9mHGmMG0khm6H1X3w0j0SwrKPMNQMao1sqja3pffDiuU8ckYqJnO3c0XTsZDS3WN8qmtp6fMz8t0cQ/qLr6vb73m6jUoKJYFTenuD4Z/SVK+nuIBasy1cAFRU8MmuuD6Uxe6CfWY1GHk6glX2R9RP+yGNpRPzS+O0OJ7R2oLUoHl5ym8FbpASlW6AioF0tbZodcLXsz9HAGscjvvh9KxTeAde8GJrfywNDNA1hhGBE9HP32aQak4hxpzA9Gl8VP0zGQsQ8ImlnhTyynuOD0eIPeZreVjNSnqyRbM9Lb9n54f/ZGYxR05f8CjABc+TIGBoALXbQ2O46mtjRgsMisnnQ6JmZEyI4RC9M8eqqujrWWbUeDWTyZz3e4nL/tEH70shkXuKj5WjfHEoO3AGrOCI55fWbiumj354JGypKclsl6E7Vvk5JEgZmh6PMD0lKmAtM3deG1vxPkVsOgqKlslWcc8PRz0c/bXgOikwZq7YqTeagcKw4VY7FxPYXDR2VwPwK+MDl9b2FI6AYksrA9RvSv853WtD5hHt1suN71E18JnKVpJa4DVGxoWj0qMDEnaUu0+nbtAXSyvLc/dEjgGbif43bGUCWSfiSPJuii/p9EHD40QiQCYdYipKfmgN6peTvSfNiWH6LapD873CLwcduusNpfALwk12LuEZ6WNytN56xuq762e0rO+lD2Bx0WF4K+pKfs5PeWSfl4EZSF7B2MwXsALcGIdTnYoO/5BDsfg76KoBd+v4La/yJXMbTAJ7daXhXe5kggUaiEGg2ug6TUyuD0slWxSkvM7vq7xdbLrXr1RZnTHTvMmArFNcpyNtCWNgAJfNB2+4HcKflfuce/yaBUMjoZiG0MWH6cDJz0nkXZMUXoBoiw7NYCFQC6Kub6kVsKuUueEYAr/4GxKn8I4wiMBCzTuXkM+LLwBUeCBR1qX5YitvKSlk/yMpDSCQ/xpjTInTn2n9r4wFmCZmc/pPbFYBCrTZ0vPLowfcUZUVGZW3iMd0B8wg/yer6sS2pnw4edplpl7Rbsh5PbEmk9Z5rNJlpDMJtWUQNfL0PTc9tScFTpwXoqBlg5ZQH0+6QEr2pSMqmmjNz93wJf5rkiH9U5CgUPKdvTIiMsyizVT96jKN9FY/rZaZJXAdh5lsAcouN8svBceh1y0StaSrYlwpVehKWnhOiLhPovnNC/944Ige/AAkMRvmPQvC0JLbQUb/vkaqn3DEy9rgEOonyVOVBQ0z5P6z4pn2ei8ctM6hFWutqMnae1AD59CHnKc7/X73fZhtSWsghyV7qYTFJaI5u0FfTDnGEngy1MRboQFbGAtjo+yN7rQYXBYcGmKcD23Af1HE7CZEEW1HZKYe30u6BXC2ttqndfUHw37/b02ahdrNMBnMzDYDwE4lz89FMDF9+xf26jQUPc8e69QVQsAKLIA+vSS0hmg4U28lBUdBXGXUxjwPefK6Hve+dGAP6O8g4n0svop4uT9mXIBcCSyQt2fkwSUl2oL0aK5hoM+t7f8XL+VkMF0GvjseLeaAIqHgDnYP8j73b8uOEiEZeUdRm2o7c6z6eg8cxT58CpqGg5OJqOA55TQ1zGxOBNvFGDwxgDx3OBFnhn5WBblRJbdy7lPFLpoImFjLT2kJGzjZHi8O9ww8lktJZAaSQuMvC3V71T2eJJSUV97q1MNdfwSqx0l001MMJ8+K7Glke6+xENMm9d4W1EIJnxEfpz2byyUoxEdvij+2BhFLCA6kt5xajLEjJ92zDJBi2H++Ra6UC/8IJdjYnadISNJv+ShdlnXh/1iZWLyaIkjGjuhKFQiNsk8nuanv/oHpjtyRFEKVtNzsq2k9Y6DqY7GeARArE75hBXBT6c+8CHBVl8GIOHvmHhO/CJBw2rO8I400yb5c3mDQExV9a4sEd/H6SqxMArGolx4uvQZ34QA+14BUBGI4HJ+H83/v/pfXoezjGiXBA/8gVlUALZkYzvI1gKvXb64rot7tesZ/+n5fA3uTkjAH/nB8EF9tyXzSHv+nBShRna7jF9ZppNfXD9qUTSAzRP/vNac3o1GNcjSzFqWUsMZS9G78gdPnLnNWWGvV1HyaGlfdrFp0SsWhWtslCUjQNF/dWQbTsZV+q7SojtkSLwFrKJ2X09mPSlYK/mgfAERjc3EsaTwVZJGMrzN2xKsLyMZFsYcGct0oPPUM2A+UdUkw7QEkrbvrMyvMgx05dwHzYa5/UUGjic5dcTfuK2z4FApcGeW8XAMEn9QeNrqHPNtMIqRAXKT3bu7a/4d/Omha0avNA2GscRZ5YIRG9fgEDT7kftdjrA/OQRKNUPxahkEXb3AHKVeE1/v5a0gzyN30sGEx0ybbGw9KIjqA0W0BcD6O6/dcIYXgcsG4zsY1eyYfJHBawWlJiPaxy2VOV8tXUE0kyv/oBsWbjonfUASE80Mz3HY7X/j72ngI/i+PrN3l1O4u5CsGBBgoYkBHe3osWpAS2FYqXQUtwKVShWaCkQihOsQIgRJMUlSCAhIZ6Lnt/O9/bCwSVAv3+BSOnO75fcysy82bc78+Y5EuHF6B/ctuo9bUWMSDsAxJhsU+cdAMo21zmIsoarvc3cTyHXK5hbESPgYTzDAE+An+GiQo44K2j/k7DtansYsYKGOgj17HW3ePIwxQLtiFTQlP7HcpqixbMnA/ZbAaSFIm2BbvK3+TWHbo9+dDi0cf9x8z+Yg2Elx87cEJktUasHgLpaBMgKt6up5ecp0ARVvs5fWFPVRCRkuHm3PYRW5kEYr3mEOJI8DUJRIS/1HwLhuGCkAygKzUbVpsMMHYzM0bYOe6Ttce2URAV+OXJXy9xlMy+qxTDXJheG+o2Q7Kh3/FSumJEXkrraiaG0ANWZpQsNDXXoeThpIpFC4XnrjrkjVmzdAWr3ocAo5063m3Yx00xsKaT2fj1ST5xqzcQ9gk26HBDQGahrxcx+sKiqcL+ln+rZWeQ2cgtTII5gGAx3bQWHWLSqwqhbE9MpfJHUEFiNBXyuk8H2+2qIAKVkQP0l07Nqbhw1RqS12vIQZJykZFIMcnoWaPmuASiUA7N1Ew3xfAbh7T+igaMaYeKopmCe4gyK9g+BFV3nrJ4l3uEjVEndtpFpEbzouYI/A54AVzDCOXAdN9KkOjHgoAX9AjxNdLhDC4slcFOuoyhtE75TCUOqFJAB9IQ1Bbs/MMmC2qIor2jaykyL3vvjz/44sPP49f17/DDn58hO7+6/dFOh8+0tZ9o2Ys0kl/LArWMB+Ba6QqGHOQipFpwjtKy4kzia9DeLIJcr5UFeAWgJF6y8SiDfjgEJfgc0Xj1mzl5t67z9knT0yj3St3pabdiIFma5CnNYz24YYF5tva2N9U3SDK2gD4ZShYcRLO0a6qGzIAezLP2bXWM+tTlRPN6cCPPXg93pHJnN8Y0noE11FettGXz53P4xPr/uxXbxIGQWgITY46bvalXlfo3PZ/qL2ZUuR28j/TEgSCfWFYmtBqj2FnikOkJBvjt01FrApcue0CjNgent+8vwm/6LZ3SUFsgOYNKGGzoMRRqHxBc54aIiAHUOJnBYRwOsTft/q4+FzDuAYhIQ5N0EVUAhcryJ6I23QJPa3kFx5ZOkt/rZq+jD8QS4Ml4MBXnIDjiP4rA2m4cxfoyeeAg0sDxFRDDuAu1HaVdxZQyrQmGis6EU7NYj8XV3zNZdm7X4Xq2Ox67vmT713QURzRvvWLrquH/g2bwH9+k7GSrG95QlzVqqArvj6E503QHUHpTax2uoTSdxlLCLDJO5V+jY3wCwEi6YIheci6GQ1SMINMKVUdOVzEoZpw/OP82G9fEQ6m7WRLHrtTsNIM3y1+FHSLdTd1z3CwV+480bWp2AM+maZnUcbpnVOdGi3Znx835uGNFkgKCB7OCdKbbDjoLdn2ko0r/urfWs+ScM8Ai5cv70rD9+GofW913hOtFg5OoRSLwY0FZ97vdF6I75jcRF/Ua6sNbQCQ224mkqeGZlwvVCGRyzzISlKFE6dSYQMmTn2z4ImPG1vyjT9dQjEGF4abb3DRSZKDEVMhJh9zyQrkcZAE7Ft7vQrpPEQNl+IMvANV+6HO0sPKDdl3745G2Ut8edx4smkdPeblxUpafjCXAFvI2IjkVwtHeh+VNQDMgtskHIWUVnOsHsYhlVN90iuI7BJe7k6dHUBAoCn9Z9Sw+C4cpSDLXcyeOR8MzcL6N7Nzt/d/OwZVN3malsfvv+6yNeLvdcJam0s8wZEgMdyMNkBpwPSMGqP0Ol5ixr21sYLQlFPW/Evxk9JVyw4CJAShGFpqiTNA84Dg0Vmnn3B+l9iwrgmt8vmCXoKhoQdSJmark++FJqQhe4KLnPDPFeIs2/s2rBoF9l6wctGT8z/75n9SFg+8vF6tIzqSJGI+faYH9X75P6v3iqEwu+XLdiECw/zhmiBWB4i7aY1agI4zVf/Ddxvy9619G/kojIehCqc8AIWlIwzymEAZjB6oDdA0i2S4DAi/VBlltcV9L8wzVe1ueDjzwEqXN1TIeI1KZLGtAIJZBOSyGYC1f5dhdFcSCI1d4g0xEPVQAAQABJREFUUN2B3PnXQVygBpuU2ZzVM6twwDg0zwiwV6v95m5Njr/d+KgiT8cT4Ap4EZlOOtj6XvaIXjTY3wBOjx87Wh0ZraKjgomdWaHW07YINjxCCyItMKMrYFiVBiKIXpuMuqj3vZKEFxd8cegd8zxF5Gn3ecWfrirY+vW3p+zFuc6/omh6cg0Sx5oTbSqlvi5IrNuzxOpjIrdtIYyRHMBg+0hj/t2lhAuGxagPdkAuOAHzKPiEQAe/CNI0WzLqhxNaCW0gS2T7MFpojQ+bJrVK02MsZYe1UWS/Oh9a2HQ4+aun/vyv+WmiFlEuZD8QvaMNFKNunItVLWot1tTtA4KiBn3E20+Q9ajf02DWrULigxbSCWgn7YAGWIuruu73f3rD6MIUs4McyJFBC0wQ8bGSgfYPBWgtng+pPrHA5gJMlhPHXxt//qWd81fr/zi6cV13/7RaOzGT0qB0NOZCbvj9r2kQfpNvcWHZ0WCOKl6t6wZMFOkJdfbZGa2e0UjNFp/cwAHTuGD/ul3XjZDZIGb4Uu4Y4AlwuaMYk5T+ZgN9t9umop5vV1ca6oGLn5yzGuJAG6yia0Hmsc5Ms+qPBEcwUL0ZzoTOchpqUwFDq3AQQfRmX3zqxTUTtCnLPtvXQZRRh8rlU1rUzEl4LyDtTBbRKXtZE/ayA308HyWEjkBd/AiIficCST1hpNVGcgPFp29RUYDNYfSOuUohCe2JauBf2x7c45kHnLxFWp9T6y31PtIH4J9/q7GN2CJNjd+NwQ1pfTzR+jddfr+e7w/3jWEjUZLqYgMK9QOojt9OXX8rRbFPQ4hRN8YsUgaUZdIeUEDSMSpzOqhR9/tYgbDfnnIjjGgi95GNjCXUYwXwO8rg/TJF4GidDPOV6XBZqIZe/hHeWT5XXSft+m354Jxtq0CeUrcZOp0noxPs4i9pEH6bb19B318bkBR1BmphBkXNjkDjrc3Bg0va9dTq2RaJsJzG4doEsOvemaGp906NfPsQUQWfiCfAFfRSBm6zOYicyTYR6MK+G8cIOA6YA81ZRde9A+tu1oKJa/01mW5pkIiU2skSWBQhvl0lhN5uR0DwS5NLRcpFnx/2KWScN27pF5SUV+8srZF37rpALx4gZHzeRceIbzAVryPGJ7lGqKA5iXL9jETY5r1d2Ch5mhIuWPMN4qULgcSNFKpNCaUHMR4ve92y587bKhFTQC20JP2ncYNFgnwBthIE/UAN344pPoLoYlv8vhgZUOZPOnawU56CqEV5BV3JyducLpizdsVwFlPQbm0jBt3ogmKWb94K7tcUCU+OI/aRvDN/ks8wwETzAh1cTWXAUSOEb5Iw9rRSywzw+8vmel3tJSqvGfdIczdwKu6GM7KAFGG86F/m05B2L+jy332JpZ1AmucEijqJ0P1wJnhenAApzdaZWD3bSnuvwG9LF4bZwrbdOzn84L/7gf89o+cJcAW+KzNwXYLg4k90YleqMA4N7VWSq7TzMfZCnTuAgmrBl/ZyepFVQFEGsOMqcGjlDiqY3m2C5pc7gqJzRXMXnDBLs7OfNffTvl5dL0U6d4q7eRSZleVA3H+nxHoogHMWIcKJRJDYmcS4os3M210U4Pwb0k4VhWxMM3zPRQ/qBciRJIrrX2KpQhChtGIeFzyqXzNp8ZzqyAFnvCgYBwMMcsYkYzdMrZ7KutZUirMeF5hLI+rBPRYneSIwaHFvhekNFMQa+1DBLQXCfLtLzGlyw9kZOmt1MPGxHrIKGBiaxsDviRJY7nm03dG6YS2di+seHZIDokmoEzqXDVSAOYR3zKfBmKzgLSqSwnFo8lgEGq+LQJRfQkpTJ/hrxAXuCbNaU0tipiKS1gdX4mk8PDKsUW/Rw1ftR+EJcAW+nzAShvnUZTM4kJvfBbM8O729ATxLE4OjKJcdu81FZ6LxTKM5GUDaqGiQbwUOr9xAtaa3ayNx2N/56GP7z5b+qThXr9acb4b3H79sxdHQgGtFB/XQHOkNs5lSB28UDOwAgbAZifLcQCLaomTw7S8cF0xA+TP6NXdBlWQyWkP3zIJhfvjk3kKbwhWQJZAqG2o0ORnNGkiugCtydgYxtClmuGsUmrvms44NbFTnNUVSW6kFYFvsw/43xg/sMHuQBSRjuBeEQX5+W7lfU5xwx2FhRB8RRTagNXmzbD3sQC2ot0YLm6+iqEByqenBgOmL2wjuVw/D+bYgD8gBvG+HH93+z2lr/Gb//YV2GOoL0oI2oKifA9UTNJzVM9zqkwtUlMg9ndAyz968x/dmKCVB42jZDDIoDD8lvlQUBngCXFGYfgLnODleTEE44VpdKJj8jWiC4bK1OtlcQcROmbDorAdtK8snejQMeZAEzL9eERNE73sxYHZkwO5E94/XnM7c0qfd0ujGTaevWnbM2+ux+z2AOl0EbHEfIA6PCWM+hET5DCERHikV/FoqHRwLxVvRQqYaBSs0w7t4WgNOs/UgVTtt6JKO4SIv0DQxazE9XCuQay0tjkH3sgMWwMDuTnmuln1Va7VZ5o64mjIXtsBMrq3aLANmQ11yGgqQDIloNRCwCOu/VTC3cMqZKDIEszAMwRzQj0XF0OeeGLpk53jfC/h0mZd1TPAf6SDaXgD0F1SOurPAHJmPWaj+9ViSFIwERvcA92cs1L7aFvI8FoHaSgzq/GTu2aymjZgg8L1UAGrhBNLwePG//nn/ZQ/AE+BKeGEHUe87Zwlcx+VwXG8aNNrAjRBIGv0be1slIAdjPMDbpQCO5AMdf5EGiCphiG8EZCua4C5g4cjozTd9JqyPfvj5R8N/FmitZ3zxQ5yrTb4/bsYFtRlQYihE582gEbYkkd673gjgf2En0WR1IoXCMwSq2VO4hhwJnMmHQAzSQXyRJVlI84mZTeE9jbKXKobR0kndQ+hY42OG0IKxGNVoklfa7pgsqVjDgo0ZilIX6rCtKB29ZDHGL9SnZiDHwBsCjPfrH51obPtf+42MJLv0amj5GGATumFJlWqofZ+1hTpfz3F1DRuwJQXM4tDSbVMGgI8ayJE5tNVLQ39WddzRAFw7hIrxoPI6Cn5XvUCoOQin5qFNACSR+KZaGodrD6HjirYsvk7a8lGwKuN98gS4MrCOMN3TQD5mC3yHvsCzetGgLkiNuEXR12AVbU/T72owMypgrCKQDaukIb4W2BY00dlCJdj70fdX6vTfHX97wcRxR7tE5X720fablmJtbYwGIMcAFJJEIM59SHT1ceScL655/+3CQOEGFApaoCi6qR4U8xRQOzMPOjeL3UvOYpq+03kXmpgLqOKoYlgRw9prv7kfNqjDLejdwT4v95uAO78yD2qrj94mDcwxlePpWNLkrEjONBMoIRPM9fNQ7NwUk1dYIGeMMP7b5eQ5knEqiozPINC3QAOJwnwQPCSSDO+f3resuWTWt8kpNdHvHH5NR/EM5qbeO5u2cP5XYszTmls7JFCD5IP7Q3wczupZ74vfQiKNxTWHklnFByZ9x2Z78kE4KukF8wS4khCP1obytmdoCiZHR/9DsvaKF5JgPVOfs4quJSdrbtnSsRKgR1EU/fG/jQtuT1Ps7fM1O6euPN+sedyD5PN1xqV+/Mu99zvHPkwj1D2BocVOGIxoA6jtkOv1rJJJACrjs2BAhdEP8lEC6uVrBjudzOHO+mKoibGfDzqwUlifExcIUkEWZVlJjGpOUsaVhOEt7xX0bTln68qMhy6aGHOGoQnQGLV5ivWc1TPm0p2IVgbrYLiZE5pd4cKLxFjH8BEWnrxc5IbDi5EbzqKwgRSBUxqFBKfjHdLqTV/+ZfLPM8USpflZpFpNdWC2cxZtX2KvURkfxivANHC/jP5j9Cg4Cu4pYyHNc43B6pkh9aHmTXSjJ2txDZqsie+cggHJeQL8Cjh+E014AvwmsPj/9HG8IwN7+gutS1UjJb7AB0j0USTCi1d3ph1THKEOV6fbPXKoTg5xQZNFFwyf5Y+J5Z/T+ZXqqwqdhNIHNlbZRdtmL4lt0/CyViPLH2bd7kJ8e8f8zItAHTD2gVAGrG13ElVnEjnvkVOFhl7pQ4kgW9DVqugYMi0aPdTqagPHz8uQJnBW0Va2sJ9lxRrlJe/GoBAJdQGqfkUTc7I7xIVnB9y+3C/bRiLMhgaNUeyssYKC/VyMX70UnLS27AVQ6Lui2xFngHOMNI54K925XvXlnTxPco5EkUm5LHRX6kCWrgWR5WP7i/5hXQc+nPZrTTamc3GGThSiB+22+f8m33wfXDN0In9ooHTBcCQucKn1IQOOnNPqwKDNHdEHYzEJjD6KBIBzaStFgL3777F268jv0171m/on7XgC/E+w9Yp182wY2DqCGRNEJ45+2gUaguCC6Mad7yfRm1mGfL+wF7TpiRmSoGXk7daP6MN8Pa2NsQO5TNmz/g1ccCi9YeGaotj05bxTXZuds0ObonYiC1WElKH6B8C61QViEQ4CpwASU/fEUzzwB6UwgNZTmylw+xJ7dEMzf2QNsRjICdoUr/2jvbR66kPtQ8vmVAcuUaTB1ZaOG7YVtLqzjfwYhYE8BC5K8GpuCw8fhq9a0h6/rTZaF8gVa0SP0BBrHFo/o6CF3VwKGH/yFAPhMeREugACigiEP2ahrk5FHgTcN7eS/zrBPO2rHyH5Qe0uBcBuQiKMYvyqXQzcL4VZYG2WDeZQG241egiR427T07i2jPyhDQbB/Z60jDZ8C/i9uSERQJV4SdGhTUr1EVvHmNnw+zQjTsrzlyfA5YndJ30PCtPBnMU6FLXSGUF0wpyBdCAXiONpNCyu2rKdsLpBMmAwBd36ztBJZqGF+FYp5PQVAAu0wmqqAFm3ChjqK4NoRWOl1e7r13/9+bG+SrC/frJVbZ2lOkol1lgpgNohIy8eTKKaTyAR1fiZ/TdYtgJxLAEVxoxQ10qD0PoCUIrNIHMRks8V0oa30zB0miem4XMeuIsKakFMsbPl5eKBdBfq053RNUnnWUd1BwNA0RUaZ1iEBldi+5P6+mAGtUBLkkBsFfs3oP/zt9BSOm9XFJmApsCDcymY5yrEikbJMpW97QN9scLycBbQjnmgX/8JbSWt0sjywrVCYNYUaiktIMH/NKgk8XClswzEuvVwz88W1kxfZTJ+WyTCcoprkp4GzUGCMOPa4jnhD8MGmVThD8sLAzwBLi/Mlum32Tk2QQhsB2RDeqSB7ZpMJzGKBMnTiEauY6KyxkTBI/sicJCAYqlWQI60SKNmhUC3JaM8EbubXVW54AB6URR4XrBuwdyjg6/5+p676+3r0vFsPLEodhQSahEDeusAEt2iRARWBi/8aWkMHCHfqtEffA9ywaweBNMpMKiZ+I2zXD2jaZTbBGyQPU4Ci9Q74GFsmQoFeOyNmxx5TujDW004q+ecYext1PGloAnOdHQ9YkFD9pCaR9TGNvzvyzGwO5ocUuiRG6YkJqPQXFjjYHviFNO0ZZ5GEoayie5aEP44oYp6Jxi4X4JuZ564Zkj12+BuXTOMfnYElIqlUGDnAOEDHpGDbdHduaQQdLwnbploOZ+2Br+7HmjA1yHrXLME433+t3wxwBPg8sVvqd4jyIYUIWBABKBuU+d4fJptJ3xKgLmKErTI/Owg/IiHAbP9IAQX0gAG2LnpQHMLURdcJblgSsnAQ0Ubpq46MzSqUcNr5sU2/sMO3bMT6lxVQMxmQfSp3uRso9RSiOBP/hYDOmB3YGAOXA+L6yrB1RIPfJGZnVvkLs5mXIpscGnNE9yGpxIRAdTCYybPimbZuNJsXFwFc5Gr8TXLI5ZgBXVBjcss0e34W6D8zVIYCDtLUn2joTfuhmY91glVLr8OsfNaOvOdgjzHU+ie0IcB2fdovISvpooVjvu1ZfzBUY/BNiRo9UwC4L2jITjKAPh14o+gFieajpg4ZNtaLJv6KUpY3IpA2JOQiP+cD74pPir6mCfAFYzxCLI+WwaqEbm2wr+mzvNuEErHPeVkcCiJfo+JtRCEA+9YQuAxF+IyLU5o7w1k6X2cSZoqyAVv2Hx488ht54eebtrsbqNb2gYdzmaheM7pLrBMBxLZZiWB+UgL+PJPMBBLfr6MCSsuAqRnFEI1HwzcUj+C9Mx2FVzbSj3yheCOWmAFjNerZOjvK0WfYcvxDE3VuZMMYZE3u7Ukxi9TX5xFfdDKIBMTL1wk9WKxT778EwzMR6X5L5FkpZ6FDugjd9f8RDtp9RkLexc8qHEJcwkPngAh3/2T/sq7roH7lSD364sbg0zZUjg40B5a3nEBn6xAdG8bCEk+nCHoUwJMMTGMxeqpDRjH3L8EIBthhR4Y5T1Gvv/SGOAJcGl8VMjZcbKtePuH9xe0iy6QoZjxz2A6zt8AmMJfOHWa7CnZhQ76zRPU3/nSnm1AsNkXQIFb0yZViQveuzJsW/ejN4derNsircepTD+/e7hFIPbbkXgEk5i2cRWCzLcWiH43YJASDVjHF4FPfe4xa8KpZIdaMTowx4AallDjfmSnTvehaSeAwhqUKO39VMk6jYxN5uoylNRn1CQeOWC0Ogfsiy+vioEtMSQOdUDBOQS2k5t+tO7k1aGqE50fFQMdOZaGfP+q/b7xdhz36wlNINNcAZecNkP/uJ7Q5RKndhhEWnKcLWmC0re/OLgUU6NS0P+pPdVOVth/+wKCEfre+Hj4Dv9fDPAE+P9FUflUsMnV5owKy9JRPbsMl8vdaCHdBeOxIqNr8NeEAyTqavNcWHreDma8C3ov3MIeUmEFNAT5vCrogiM+3/J7UFTiO1lWAZpup1M8rIsk+ejRMBWcs0eSqJCs8sHaf6dXAYh2YZpCRyE8Ol8MPq0D6DoRyjvlru6xCcjREvDV30o43T0ggbYKMNMmor7XjLgIszjdnZyuCxARJW3NWJELSHwdQCHAvvjyOhjYHEWyCpxhJOqApyryrfP9Fs2sSxbP1hQXm48ZVQWIMJ2AUa+c6edossnCbdtDsOS+F9RLngE3vJaSllFXnzy7L7DkvhYD/6BYajerp8uUm0fpdIU2nNk9XyoBAzwBrgSkcyDJgRhU6wJE9bsZhqqkyegLvHbS4Gqt8RIyuyXlo0RycNgjEOPZLlxh/wwFyEsB0jgNZL2fVKnwn7Xh4eL4yT/taRyfPVio8ycNElLNBazNXdCbdyXRbdeQsEHILPDldTEQQX56iHwKuhflqRjQOMggrzsumnJb92u5oKUptGGGe041uxsqrcONZskJbih1SHEVZnAuS3K9J/qAitDp2ppVIgG+SupEYF98eV0McIkdtkSTNZhVqWueXnC3+pEudtLx6wWFlxq9N4IGrQulocLXhfHK7bW4JniSxnDdPg88dX9iP7vgaGMx/NHyoEmfvuwPK1pjeNO1LAYAkreJCuPuOcYQw1pkUo8/rCAM8AS4ghD9QjBcBBoxsY0m644iczvgiod0yC+tHNzvbgp2NNRHf+DO6TS9ViHELgeY7ASgQiVOHPqZfFUZXPDe1Xtt2u1PPFz/urKvubIG2ORn4/fjtBP0NsEktsPZFz4jf/E1MKDdqQdxW0t4kIydzNKAtIgItVaEkgtEJbS1Ghrh9t6FX9zUIoktEOaCAM3NzbS0iEpgFisiyUJC2iIB3vkaA+CbvgADm86Qs/l6CEYxz07PFA+h47QVJH/tlAlu6fY/T6JduQ1zhRYD9+sOX6HHWhwUSVUw6vFkeOgYC3G10jn/X24whQPDHemoQ+7Q4O4QnLQDRBgACH3XOCPQUkE4KnTgPDDgCXAFfARHO7rAjnc8HJ4DxfkC6wyTADBj2lUB0PbH/awKJg+pvbQTHWGOtqucnWX8otsQiWxl3BoAm7ZoDIIGIE5XQPbec/2V44XD83e5NLqUfMTvNm1PqBsIdEolEKfPQCAeTmJbZ5Yj6P9w13nIyRB/EeTkCaHYOwEatUBk2FIRRMEd++wiC5KjMVfmXHP3zqagi+LuVb/ItNRJqTfD4rfFgD/+cdwQX94wBrbFkkxnAQzHeNKf2WtEyur7e4N82qpRKREBG0bQTuZvGNzfd+eAa4E5OMFNNH4cnGGDbkdx8FOXSJSgxKP5O6U4Htnm1Utph/MFDBG0J6je4jpElcYLCbD4nR0Owo7IE/Cl3DHAE+ByRzFaT1kIMRSlx+hguvnHULr9GSHmOGBBCQHmhsG5Ka3e/SjCPU8drADJtlA6wQFJ8GGRnnbl8gjjrIlAdqYDsjvLUeE6bxkNdamA4cPJOb95N0xIPg5aaTMtek6JdBjUARy6k8jOK/4rOXsrAs9lYUTBwUso9MhUgHk1C3h4IQ9sx+GOzBbzGl0CpcCxJUTsvl1XuFstkDhiDmGsC7bWcjJW5QQXJCrAtINoAW0dxV3nSzlgYH4E0a2LJCs432CxVpTUOMsRhGrpAB0oNwykAdblAPK5Lul8XAMsYR7kC5ZDJ3kHqK6M4PL6go50RduSwwUYWQ8Te2yDZOdg5tNPIsq4GWHgn2cc8GmsG0mDfxT33zOascAYfHwpdwzwBLjcUQzQb28KrPrkiiH0mx40kSF0czcDWI4DZp8RYO6aU7721vI/kg/g/vQxxvU9eMDdLo3zBz4GxxU6EIy9i06eUcA6WWBgfczesKS8hx83fXPNBreST6kYaz/HHKlAojE7Drj2k+iOEeUN+z/fP0pAKBRHK8HKzBySslkQaHLAWVKt74qb6LcptnkgrC4yK65OgYp7w/GbyPWKhVqqUXiTbDTFESPzE22QovznEVm+CPgpmkRgGMuWeqX0uN+ayRLBqfY9GTDfNpI2ty9fyNi7FNeAYtxotaFO4KkSgJYZCw2PIfVE/98+CWkWoDuIRPYx89mkA5Bhe6vMeJ5ywGdoSDdUYUTidwVFn6zarNnbr0xV/rQ8MMAT4PLA6gv69EhRZkeR0e/jmjoNuZgVHDec4WDOiZi5SfCsCNjrNhrWyxXkU1CEdGiFl8t3dyykVhAX4sflEZ4EsFwIZNIDgBvoADp8CQ3u/qzxmz26MnlD/dq3U89Q1sbH+7GYmKvMl0Au9ESuN/3NQuJ7exkGGFCEa0Eg1YLUE7+HRUlQQ+Tsf8KcoFw6N61Gi1xwbEFAm9NS/cBCpMZAlawhBKUnmkxLUC8c/rJ++etvFgNbIkh6Is4NZbHF0hoL54gtN4zvogJJ2JByTGVIl+Pc18FwlHXcAFYwCXY5Lzfk9Q3Z4Ae1c6zYT89+hwT1EAOuUyDfygtYet30qdGoz1brnEE5rhfXpRW4GE1rQ6LeZ1M8sk3r8cflhwGeAJcfbl/YcyQZHS4AsxDu5uSvunf5aWizumUqJiLH6xtGwvTRZP1CnBRLZtX2kK2o5tSHq9cA9HumASm4A9BMB4CuibB6BZfA4Q2XhDFrgnzupZ0Bvb2rQ660kOgtBpPIfrPIjUHo7MuXisMAex65YLYYLDExh224DkRZN6BpW5DCw8yHdb0ywdUL40Y/8L4PofgtZEGWIhy/n9oMxzwzcL7ixslDCrtBNCsiycxCHRnsuW2owmnel6GQ63LgHdoardTfbOHSTeLmfTWqGXIw3UIz+NWlAEOF7OGgsJ/E9WEXn5KhZGSJgEQvJLiW4ObNF4VniaajSH/vp7qJayd34bhejEcQ0oZE8hs2UwRVwDFPgCsAyWVBRJChBm64bXTiD6eDfD8orRtmOQLszflycu3QQnpzK3nhwrO2lnO4bEqExCbVAHpxEMARXF0ZAUA1LaaeKwvjdc7TBi7v7ppWGG6msbezKDK/w+hlLYSR/QyT+3X65dv+cwxEwp9oxVr0QA0Wbr6w394TEm8VgfVEMKeZ2Sm1IRucQUCLsmTFZKJaQm9nDbO0Zyi4CRh4AGaRBgvYfw6Vb/E6GFgZKdxTrGda2J8JuesxZU1z5q7fiZE0CDdKb7LgnNch79sct1kn7I5Aivgiid2YxGUzgtYpcyDGa6EQs6xxEGnARW4t8QZWbyDARl1vQbvTH1idavsDx/W25aNgvcmX8z/3xRPg/xlVb77ie9sv3Fz7xWGDuaFRN0ymns3FnW0B5IufTthpDzL3LU5IUaCYaCaXTUkFsGUgEl4lZlfi4gvi9nb4ItThvIkRZgxcOsI6TxUmU9paEmp1SKiigSRmEB+c/U0g91X6wJeOhljxelw95WDbzgUe5UihqDpUf1At38xaUwAWmoDM1GosgeqUkByhUtdOgCGOkBuOJ4a2rwKUb/O6GFgWQxI0SiZQkuZyyHfKN3Xp4Z4Rg2lQrdftl2tPV+JcF6LouTGeSOgMOGVXDczoFi6bEVo9z2RmtVMwq5vvewpLbM2tJQXkbL1cU12v7+S1R11+eu/m03r8QYVjgCfAFY5yE4BoBe2cXUzK6oZzLGSZwBAUGT0p6A9cq0hZMC05/SM0rugxGIPvFwPTYD+wJ7HGN8jmCPVAV72uKDqr7+JPbHJUG5HzFWuENivEJ+/1Juff5aPkGN9Dpf0yhwkUitAPuDsDerkbPDoDLsj+VpcLKaiE/rk5tQvt6BlcmuXI6nRHqYgIN3GHK224PGADBhafJzmCk+LeRC9Y4btqqrfVslknhyaMbP466DGInkV0FfghCca5D9NqnwQp24DdndQNN109mJWtPoIE+wKj/68BFtH6au3zM8vqekUZzgR3d/LXGQ/f9vUwwBPg18Pf67Vm8OOnJUZYprrhDwf3aLi2bas2xs4NnAz6A/dKzXXlsimhg6fFfHC3ugeyfs3B4nMngAf3ALxUryGKzum18Cu7XPUKhnXRaUWWo2V/DpvOJ1IwvoHK/cVJegHF0LhWQmc1ZlN3R5ckDPYcb2uRzdjpHjNCSuMzfJgLIj3R6wnpLMQwR8Aw2IYvlY2B+ZjQYcFx2XTC6EZ7HO1kb7ds9vFhB5agi9ArFhGKnquDF2r7H0CCxedsTWU/+mW6FbXRWnDZjGBfbVfciBn8f40Q7k/Z1eby98sbch9QGV2vLW7WeAJsRFQl/PIEuBKQ/hSkHj9+Eytoo2448H7Sytjq3p+W0g2jPzDW7W7MpnQLJLs/B4/P9oC7Y1ugc9DfQZQEdMzCf2gVTQMmiFQd5q+2k2vnaoUemXJru87SP0dsfTpG/qDSMcDpgfWgTxSC0j4brOsJQOdAcpy2ahVSkAjlcM/SaquOYR0d8qGeXgj2SJATef1vpb+2UgOY/6d0q85e3tnxoY/S+ef39o76LNZgVFmq0v9zQlej1bMXHYOrhggi6RyYpHQki9I/Y+updj/LZsSiVwRjkH4Ydb25ra9+ahfjv/IFut6nbkj/D2j+djlhgCfA5YRY027DuzaArSOD3LjE9abXUYj0lAM2vT759Nkz3+88dIW7ZtQNc6EGka8J4HKQctmUPofCD4KhENXBJOIn8EvuCPCXBkhhMsC3/6somgbMl4HMfo1QK/i40ML7WrqbU6DT/oFRpmPhj6sABgy6XBrPQGFeJljVQU7GFh56xxYrHPADQg81F4dYHKWtuQrq6KSQx+t/q8A7e8EQFux2itJWSw+00jN37HPtVo7c893/rBM2iJ494VsMXVsIxzFr2nJIZvX6CIgyV2VOs/qQy2aEVs/46tH/l2EvmOp6G304/Ur1NYNQRVG6cN8R/pXigNfRAFH2yK1ueV3DS1fmz8oFAzwBLhe0lu5UZSaE453qD5SBdXQwvd37KSFW01Ic8NNWLE20L1I4meqG27QcPUVuJhNz/sBcvUASpnwfsnaOgayCAmB+jwPH2AEAuZkYoCEB9N8+7eslBzT0Yxudpe4XncDyfbmV9yGWMWvjs63Xg5dU5y9XMgYYYI4BFIsLQKwtBqmtTitLFSokaAgrgHyRNBUXXlsBC1q9CINxsIB1+VIVMfD1Bp8HYmLZRpZjf9P1UJeY4XtXh/5P4/TFOe2MwVV2oyd+d4hlrcnvZIN9AfnBcafb+oMKQx/o/6uxV4mjT2+bgnu2p369ohxrJ6AigwV0GVi2ei4aHxaO8GJMgd5ykEXndTo+kDXjvQ3L4KpcTnkCXC5oLd1pv/2XYNO4Td8jP7sIffFmGwlx0/1rkINFjU2v1palWlirk5HbtaKrWtkZdcO4U6Xv1+/huMI3EOlsSWFAt2MY5JjbgHb6abDvcRtsHDoB2YwzqscYGvShsV7ZXxo8y1HNWO0j1KJ/tp3Ptw6Plf1sDg8rtRMu24Y/r3QMnEVDOymKn2+kgbVzbAZk66hZgQ6YglgozkZrGie9mN7ACS0VMQyfGKPSX9fLBzDrMJF7JDv0ExWb/+7z69BDYzZuHfvy2jjxD+JctocecJJspi3AgR0IPWiecDr5zcYcdOwOY9u7n5wbcPX7cEeWodSo66WtbtjhfStQ56Nw7FnJak0Na86e6KYqI+HFu7Pxb1FNXKvs9v9jCfmzzvmj/xkDPAH+n1H1ehXNVBpdFPHbr4D8IFNCHNGqqS7Z3cXRtHcyMV6L+t4k1OX4cteNuuGm+Y8XXrR2m2PUDaNP8GWUOeUdgDsFKH7qfwhc5ffBuactMPMKMIDHOzSIC95fqtBWc9x1jOBPIJatUtyqT3fdM3QyiZ+oLVWJP6lyGOD0wCwGXrHAxAy5YFkL5hMWzAsxIhlJBzKfNdNBLSoleTihs3n9b5V7fc8NaGI80X6903WyzqJ4nvvhLmvfX3wEN+fPF3oK57AVWQIFdB5tSXvSsSBnCPQX9KlWgLXzSOyWy0Zdb36zx3OsL7gtLKXrZQTcGpJE4puWmuNy72THh6EROo7jxfsGwmsLiqCZJGo/VeHXxJcKwQBPgCsEzc+AxJOmWlNCvHFwHzJqzYI/SommueoEOJGRgQAbW09LjN394/VDWZyix6gbRsK7nQVmNJdNyRz07e6CuWMyVG9oBcwpzNu+ux8N9TC2L+i1tLbeDKI0ZvZe6Y6+/Xx+H7jSeI//reIYMOiB4S8Cilx85w6BdHwjsJEjAYZ0eiOwEUpMHPQygvfIJd7/t4q/S5PhLfnFd6XGsnCQ09mW73887dzWgY8GSo23aRzOXTHZDYVwig1hGtJG4MgU6tsZshmxMBrf+XajrpewhPh/2C2r5uoWu43tS371uIaQp+Jno6h53+ZRf1wYsxGXElhkJLwTCW78+VKhGOAJcIWi+xkwIyHe9On8y90izx40FU0bdMR6uAV6pv6zFniE/sC2GoX6TNzmNbgeG2JKD4HBbeQgbS+noTbhZGNSP3g82RtUQ5KguoUtCIQ6DF3ZE0NVyrstCZEWFEcXyVyEN6vXDfbZ0Z/3Ey2F3Kp/gjHAI4qA1nSAQioE5h1ql5GBqol0oMJ3dOifJmJoDUpoRNV/En6EphhY+kv1w8W1koOt7tZo47147rExv290o6cx1CSr3wN5mFywHViQO3QI/Q4mE9vYJBo6ykZjq2t/YWdyG6OuN6jtiDVmORJ1Kf9fDghDcA2ht4yE18jx1j7e7WD/sZsucxwvT3hN30bFHvMEuGLx/Rw0kV4nn/bD5ktlRdPr2vS315mJ6pg2MPoDA2WbGXXDaWCR8RH0cPgBAidydetBzv4BkHrJE9SWKeBDrEHYuMMht4MWSlW43No16Uod/9bNfupcKii7KQz+uOpiQAr6+xj1rK4TFKJTMO0LHg9zpRggS8fQvnoGijECVl0GyP2q+wT8yF6GgRUrGl7Prn89yExua+Z0rE3UA63jdloMjdnWaNl8DyzJWrgkyFTs59onfJY18eoPqQ5KN22GUdcLLNMMCW0p/1+urt5MV+fMhL32RsKLlwwcb8jSaZcEWhFv98EhqRILT4ArEfkG0LTEEtrIERsJcVjjToGjhn/Z/jnR9BN/YK6tUTfcANK/uAYuX3G64WnwqbUE2EWj4BHRgfCnRocawsRvarQ838IsI6axpEObVW0eVfYj8/BfDQM2GF4SJ6w9Ayq1CPR6X4foOsPyr9XRMpTF6yrUEWNSDib+1XrnW1U2Bn5Y2OaRWe2LXao532N3bFrW4Y6LNwUp8xNZgERYCYsi1llac9GsCv1VX1lelXxRStcLz/x/uecwcrybNi1of2HQn4F4qZSoGb8VW3Rp5AlwJb90LpwZXyoTA1xO4CfRsLhhcIQYf/bf2zribKq1/YN5Pd+bKyPWs5EQL1JAUTjETUV/YPYLzh/YqOv7AGLX6cBs8ofQ0zkNSORXMGzWF/Abu/UrWRPHSFtm23CRft+oKEcBFH4I82FhZT4uD/vVMSCDwiQRWBXnAyO1AFU0Eeje9dc+BqWU/GJGYSjGgy5KwTqvDoFvWdkYmNd55YdodOV84EY//Y6vVupb2Gxw6aI/ysZuQyUV5uuVPBbd9v/APdusgFlnHCtKQ1CXu5Hz/53PEV7kdrshZZ3NsIwgZH1vsU2OrLPLT/3QQ/FZwQ2bLRJhngA/Q0mlHPEccKWg3QQohcdocOVmcsVwWGPktsyQe/EZu3+eM9zUarpty59raxkhY/QH5irbkog8O1Ce/B12nuF0w2qQLFb82NbW/rqwY7KP6/hjo658rAYXsRpsZ/fmsqXw5V+JgfVoJCMG9k4eEHN3yIt5DBY6NcY4TLeCWAwKjcml4W5T3pDmX/luuUHTuKDR1AlmUy8q7tFwzycqr9vjqjGJ/a99iUaXMliMe+5pzYZ4nTGTMydJxJa8pw+K/r96EcssO/VbbVNR83uDFg+vHdkkoyzx5doh8XXDxf/x0z74g0rBAE+AKwDthzoEw4ah/X1CH1CUIpYpZTjgMncT7QvTPU2tpvXAzBrf4AuXZT7vDnka0AMbMcBuxkwoQ8/UT/rzULd7fwb8SS0//s5D+M2GRzZhZOd3DSBtKwV7sQKcVvekbV49Fm2ZAfKnFYsBMcD9Qtyx2UFRgQqEURfENlHZNmwBuqbgVeD1vxX7Ot4YNHq2dVfqTlZTeyKmJ8hWQe2o797tM8e5YN4dG3l9wGxYT/L1oqQD9b2bjYA5jvfI9LNDtv58yIUK9LPw+lNRs2W6jSeeJxrrlvl9IQfcB40548dv8Lnd/VCZ6vxpeWCAF0GXB1bL9KkRCOFsE/8OeilcDc6gEQwDm2UOEHuEEDWKnzEaFuFisr6o4ORhquONE0bRNBLd8HpFDz+/aV1tGgb06PxUNA1zY6lSZUPq5+22SkUJpVLXWOgkH5oKDktRN1yzAK6sagFXQ86Bl60CRFu7005dDpPjvL7wRVivwteEwN7SYgbgDCBurSHtfKYVxfBIAlcglCJXc6sKD50f2kswQK8GBVAXspWKQEPC4H5yfbLKoOtNg3GW9+mM5m7Rq7imNHBUI/yxASvzWFNRs6hudn23W47LtdVTvy5l0cxQXDueuSCZgkf1lS37RAfclXYVi0ARSIEdzYI+NKnVWcZvf/cNpvX54/LBAM8Blw9eS/Xa79hp2Dht3gY9C8Gou41nWVhSlIXUMJMu2d55mIupDrhUQ4oxXwk0Mb3GEeLpiVt2bLi2IF0A7GKj+9KYu3P7wfv+SFupJ+hVA0jE8vTREP7tOAj/yxfSAxKg0R/J4H8oEJIwbJ00ETnhQ11or9qmffPHVR8DBNjrZqjzywRiVxNy2Wogx8+J2uFERgaY5a3bq/4rLDVCmtq6NvUmh1gJJDK/U8VDfziU3JL+YXMdAhp+AX/5bVM+CysrZN7RSeDQ0vDLXYyiZkx1uPjd8T3TOy9ruaMU8TVAIbh20L9KAXx2Ynts2HaX3jRkiQiKruJ3tQTVV/FC0Af3G7NxQ939/Z7V5I/KDQM8AS431D7fcawbSYp2IWuinEkLdCcZzNXY0Gv8tBFfbG0ckk6nBMqpd+lWLCdS9C19Dc/QH1ig19LTceMTOKvpBtez1k/69sKWU7Xq1T2xTmIdFmut4dpw+kArUCwaC+FUDKpZ96FR11sQZN4ccm5REMYowf5kWzqcJ8LPIbjqXkA9b6IUWIpi6KbGUUooNEUXJIqT+WXiRmNV/rcKYYAWIPG1JydRhBGjPQC3EkKJeUpz6CpQwKwG84Ca5cEisr4kOMbp+QMtbnYoGPTjroe98RGeRq76rN2wBEaDgUgjx2Fa8OeKL7Cl3dL60UDvXjRkyuytIxrvHr9hGtcCc0wP3k+iWhwg0Wv2kNik53rhL5QbBngRdLmh9u87jnUil7HG5bvTJ/wsF1ue+3TSigCBGj4NzqQ3cZHdKCyGExDWOhFNH58jwJz1Mz0L8Zw/8MW2uwpBx7zPCgTf9Zk/KNZcVu/HLLCNCqbvzOespmUwMVwBstloFQ1fwPshqeC7IA8cxzhA9uwcdDDUgzSiLX23x2nyCy+O/vtXViXu6oFNRA5Yi+LmANT5X+Z20GIKTVCtoeXuVYlB8oP4fzFANUEBLEMOYW6jmLuZ9GxBD7JIaQ2bUNc7N/hdfWtDB3aKcKOo+aI2Y75VpsBCYaMfj5Grwo3c7oQgzv+Xfc7/98kAfLkkDJxelwUdJkwjYzHGZF3cq0UM+W6y1rzQtlPT9TV5u4H/922VXwVu/vKlEjFQI+FGZrNb58XIFY8UKMGfI764nx3L6YvbD49YcNGlqdP5XdNdnhsi5w+cavkusIITqEPew5xZOO2gfcM/NsH8hR/DNuymJOnDJ/BbNyVIl2P72StgZT6XYckKcqcXgcMiPbQtEoEqWQ/Co63peN4w6zkkV70LYeRsLga9ShUBuGMQaD9nPfVDFYYHTuRUT7xX9UbMj6gsBnS61l0xcuRRTRYkx1miNZ0zWSTLpNNDSNT7oRML89FEebZSCsuXruPciUpiNXda6UhHj/Ze+HzkqtL+v0ZY56fvcrnc9KbTgIgJC1Cve5UjviiO3siAwP8giRpZ/3wzsfeNGqVck4xt+d+KwwDPAVccrl8IiRyIKaT9gw0ZkUg1wrkWhHF/nDiaqkV91jSf0jXV0iMmJHNZGO5edzzhnAF2+SkgyTIUjW8mkcglPxg7l0Lxvm4Q/ak76n2nwAx0wBfMXgRrBYPgZ7cacA2TdcO+XWT+2rm0W527EDAgFUKLxRBPtaD5PYhO/CSarNts7Iv/rbIYSJQArSYHJsAGV2sdan9xIvPcb5V9Xc8GpkM3QKIlq3PloLnjRJ3tE4ivdwxsko6PXsvV0ihk3RODwPPgFJiJp6ipgkX9J7vE1rhsEY+hafdxdYzF1P/XeK0PDWyE6qV3Fuu/H+ia4qjVirTn0HBvlqlo2ZgJyTEG+W++VCoGeAJcqeh/ApyzRhQbLKGfTohYW8LpYtZErQoOOly9x9VlrT4zRz3fTrSizut19Fwk3XSgDxl4JxcCMk9Dq2cPgRmSklgafLMx3A1F96UwzmpaBhbddsOYL60gb10o/RZjuxcetoZpcxtBRBsJBBy5Dy16COFBdRYyvwuiE9xcQb4kjIRxk58vVRADKN7g9MAtMtBCXoLRNzQCKJLxBLgKvqlnQ6J0IKZrTpup1cHsR0oQpznCfY8L5FC1aOgKVDCXEzXn6WXdN2fBuiI7SMPQZguMouYZQWMHAmFvktiNpfWz6P+LOl4YdGybqpckhMsBPBRVEza4H9v74crhW9ofCvInUXXWPBtFyZEALaDxG+KDcJRFTCWc8yLoSkD6cyA5X2AdvNgVCZMydL9zSBTpRGZaFIA/TsyZ6c62zlPnjpZ+2Gue8GuHme+W9S/GibgRnfZR5FQSWYvzI+4Jx1qFwsE0K5D/wOUj3g8/tdaBbJYfxHetDVf66MAL/YjrCwnYzEgD2zWd6Ajz58bJX6gSGMBJew05YF02Gj7jQoq+K6DHRfdalRgcP4jnMEBpJ3MkvmtyWTIDX5IwwwI2e50jfTjiqxHDrKWf6ltzomarXPghcDekBe7XtSolaibsWDSx22jaMafX/WZmzLszfjxir5bQM8gNB6Ab0UwtWPjvJ5Ez2x9qjVoK+kK3NPxWuLWGJ8CmCK2kY54DriTElwLLccCClxBgAedawgzk6h+piX7DAKdj8I8juh20R2c8Fnu+hykGh5r6F+dB2xNWoF9J0eKR44i5tlPJVCX6Fs5rBOfmfg3fLNegYdYx+A78YXNRNYibvIF8M74d/eqKHjyXs+AwSgHJbqF0woQIsj6ba8+XqoMBXEATRUClmPP5fhpSY0sCHty1qjNCfiRGDBRgJjIFKNY/AtKpAB24zYvIp80cor7TfBP845UGUHS0o8GiGcRFsHzCZJjJqGEB2XtWaWxPA8d6o5FVXRDqT5T11033LLR0S7H86U79nKX7MBqesU3JL6kDLMups15UbPF74QnwizBTwdd4DrgCEL6nUVv4PnRI7ZA9tA7aL+O3X6ZwHDD7EgLMLaz0eUvoCNQXz8lcvPX7lPdzpKBqY+pf3Dvr9MxL2sb3ME9wH1NIMrSeFIBOPw8+0hqTPlyF0TQWZo/rT3dNzYdu62RwarIY5CIC9XrqwSk8lI7zMO2DP658DGhBfxvtAcRojHUznhHcxEkstsBrlT8yfgSmGKCYi7sY9OE3KOnJZIDI7w5MjrZXrNt9N2jq9ndgHBJfToBhiFz18WjQMhrU+SYrwk37QMLb52pjxb0+pxNnmvrrilWkzZL3u+ZMWdx66/PEl+uB+qL9x8s2ZS/mgHFtCqHj6kR8tLv2X70jSg2DPykfDPAccPngtVSvLPqI3HCrHoDqmoNBnBnFXoouRHAYF84LkX3hNvQPxmhYLyPA6FpCGW+6LkBEJpZJmI3+wHA2CI496CwhrSI5Xc+awEzaCF/qO9PkK3xchZmfh6S7g04M+zidMucXjFzwIqw3ex26J+H5fk5H7AS5k1RguxRF04OLYDEuCB8tFsGj94oh2FMPNmeD6KwB0WTxuVIPxZ9UGgasQZ2MrmW6pqDTmBNMQAige4TXKm1APODnMJBOg1rcBP3uAhaENe7RHJs85qeVzSlaHcuixZbQxKKQzrB1Vn7LuRPRCQEizvIZ14RFJL5kjnP+upjNrM97qcmfZzlp0TaEnOf8dfeR2MscMBrycx0DUIP/7/hS8GnARRQ/gzfmE34hAUY9sS3CwiQwSHBhvB8LAs6VCQ00Jwbgph1S6yeyVml2CaU65U/KBQPPc2PlAua/3SkNGjWfwwCJ2vxlyF7ADx6a4arJWSQHcNcbZ14ReMsfRByo1WeZgSATdEQyKXRlcCJmn+tIPot9zmePng3ayRFzEhi91aQJrM351aqJ+dXLPxR9+PCRzqsGziuDf7Gr/lLEJJcph7DuInR72G9ss5C2+/ExtAzgOGLUJTEW8Asmfb9aWABdMPesqB0m2pkZST793lif/61cDLxLQ7LrAvuoLg7DHsArkETjD1+qAgau05APi4AuYfRwqv5VsLhjDZbHqlFCCWG7oNNg3ZsQb/Zx1PvGsdIBwb05Ajz7c+hxozENxZWCs9+o654sujf6ewefO/6FjYYPP1JgrM/90qCNIzmiSaLHGwL6lLoXeK06CAQnSFRd5IJNyhOC23lf6GePqqWHXm9454mhJTIEwCBDoL8QCT/fPhgM87hWPaPJfJPW/GE5YIDngMsBqS/tEglrZEm8Xs44YqthB4oEGYnvZ0m21UKRQw5+IYe8KiQRGMJNpucIMEd8nxDzUgR4sv3wAj0N2dVaHAdtH57ppzOHjpx/cTppvPJH+U/Zoebb53+QOenkD06DirjxYpaduZ4QFekK8bOOwRoohtGzBZAULIG/fleDaB4LFkuC6fogAVhMiiBDeb0wh7RKLAzQDA0Qd6ZkDOmVOBQe9BMMnEZ9rwT03yLx7SEDOq/gMdNwZy3aNcMcLiFRXfgJbl/N1LCYs3o2Iu3706EW5y6w88P6UHq3JgbXAXITySv66wpP/DDCh3NFOt982a5SxLek7Yv9fw33iIBbK1By9mIOF4mvwPOBS8TNhreXcQQX4wiYbPg3AASZnJYA4/+XEwZ4DricEGva7VMOOHrLfNPrxmPaP2gMEtIg8kfU2BdxyE1Vf0kctekHj1l0W1uWQ6ZnQ1CvzB6EVtE1uQhZxj65XzTCaoTipZ0MWkYScoQz4ALOv1iohT52TOqcPL1TEUtEu4z+xYtoSDdc2FcIMfPK77AiXwai3gwo11KwymIh8SCBu6MBrLAfwaQoMuow1x9fKgcDY2nwIWeALkEI3gLgGEozOIkKXyoJA6ja6Y6L6beoXBXfAbo5EfW+5hpwVAlhskyg2D9hpaU1JhWMRAI7jXwaGW701xXo6SCHLLBId6EL0V93n9Ffl3adJIaiwquoFR5MYrcYxM7GRzP4/wZtvAsM7Ukix3Ob+ZJi5HDD60/OcinsebHJI9WTG6U43Jxg2IjXo+2jyaYnLUv9HAyi87kLPAdcCi3lcsJzwOWC1n/YKaeP4TIivYRDdtJlTMoUufRCDrljWQ457FHYnYEe6MMfF+IHEPlsMuIQ0AL6MvoE5wFmOsHT09yojP7FuGA8fKStt3KDfK0IRcwG/+KjGbA9yH7MbUvhvQWY9IETke3uRvtdoFDjlAJ6fMBCO+R84+0oaPZghqVNAhDP5blhDqsVX8TIASuBoG8pVzA5El8qBQMc1ysA/QIMDzpGD6TwJECuVEk+6JIKcvdCfSvbJiVeCBNWBC946EBuTxkJNXtPDT6H781GpKWHFs0DttZtGE/2omegaVEUc3M2ryzxNVR54v8b9pH1nZAz4+qU1eEi8ZU4plsexBSla1/E4ZJg+jQTkilI/rjiMcAT4IrH+fMQmZdYQT8hyGdWtN4LhKlFpkZ2NOWQcRJ/sVY0EOLyvK2sSNH4kD3tfn6OQwa6HXW6yLmWEGAjcM4i2lN0Y/aXTu0jF9+LnF1gA4EMC6Ojc39uYW92xaFvru6hPL/5unBCknrR4L7WcP6PYugfroEurQhkNQF49K4eVG1D6OapkWR0actNIxD+t9wwgHmB5QrsvYQA4/fDlwrHwBmUGKEL9ipkM73u4ATF3en9pqn0bNsU0h1VA/1Jy9gkzl/X/6Fu4lwGxlz3oNkookKVD+evaxW7f2hRF3yBQc9ZPnNPgnMR5VnbSz0Unc+EQErtL0/fH19grrc63zwfDaU4JQRr5HDncwQ36uNbJ7D9njndP8YNOYqUny+2At4N6XmsVMIVngBXAtKfA6nHBZRBy8SXFZaWJGV4CYfMEd8CajEcOeReZTlkjarzATOJ8lN0ibAhJr6CphbRC2o05SyiOQ7Z4F8MIs1EIGZfseb6yehffDI/GzZbOfSaZg67lkvg6JA8WOFNwHIhAbUPhcc7g+mWXwVgxnPDL3t/5XBdAkx6Lq7QekPfhNcBlwOOX9Ylx/WiwdICxP/wNAysoQH6UAd0zqS/SJJMQ37PE8K0d5sy9j1p8Fa0RG6PSRccGJZ+AYxw3cEnc7DE8llWyvLZCI+GjrIBPQ1VyYTzOLegZxzuY4OVMkd8rYoEvyKH+/OLOFwIvunLJWEw9veCX26t4TdtL0BMRV/iCXBFY/xF8IQ4GfR/Q4Ct0cWkUGZFV7WyI1NNAu4bOeSzIT+jHrhXWMrk2t8JB9ZCrshgZc1xyB2PHoNWzmetBEQ/M2RP0C+mHDLHBXOZkvCvGw7LIALj/IvxeOliGuxTqPN1jszZYshfnJd5wMZMcqpILN2101n0fqgSPmtUCAVIhD2mAHiO00NqhyD6C8aSfpezsOZLOWMA9YW5GO0MOCUfqv5zyhkc3/0TDPxJg3rkgH41El4fS7xWA+gaHVjO6XpO6Zhgros46A0FUfawDPPr4jyi21f/ylj4ZNEMMi16aSkk5hrmHJTifp9wuLOi6busgFjFtmJOlLR5xuF+FNbpzsC1BQmo//15fvslz3G4tNUNO2xjBer85FLwTE6QC+cJsAk+KvOQJ8CViX0jbDWVg8gQC9p4pdQv5/+LrkhJKG7yxRvPZ7x54g880PO7WoNaDeL0wNzfVqOVNRLfd/VUMBE55AGmHPLUvXDhy75tF6MOa/ZFGsBxwVojYBGmRbMSJkZ2c26zYTaJbMH5F2vV7d7Rqm2W1VAAACOrSURBVIIHFwtyLrA6+2WsWPQtY/PRTQK+uLi0sSLgvi+YnkJuOHtmBBnEc2VGZJbDLxr8yDlnT2VJ3zw3Uw44Nu3yMA11yQf9ktsAw1F8m9Me9bPVgM4YBuxJyhZ9sKcRfJZrRlR6Qo4zoNvB+evSlSG4saUT0WhxgmlfBu43G2brhbC43cXGNYKg6RM/3BIOlxWwDoye/oQc7i9lOdwzIS3qcFuukvy/pf1/DTAYzgKaTSLxTZ/OZVPYT45t9ZzdCV8qHQM8Aa6AV7DLrSM8Ers0bB24uSM62Saq8yE5fj15OkFKZUTC7EgvHBIxhBrkCPDFsvdN8wPjPY74lpQnHPJ+GroEQ1MO1aikHTsfOSYx5ZDn7T/J1HGJcdHqzOaG7Gnxu5FDnkYistEqehpnFb2Chp6fRkryFwc8vviVg8WZ73Xaxl9p1CHTMH/DNZCd2k1l27sRpt4+gNbN9eBwPYie/0oJzI9ozPX0OY3D4n9fHwP4DnkC/Ppo/H974JIkUJC9dxf08/BDzmyF2cTqAm22G0j4TCCDGCpY0EoOVvXzYfcFqeLD+W7xnGoeZ02oAyYzWmGwep4Wgeph7mKJDvfTK4ohYjVtENPUYhULBF/lMw73WGdQSZT6MyCgS0jEFuSiy+hw2b/N/4tA9LhGMIkGeC/497JMSAF0nUgMYi+Upvge33e2oX2y9RWIfkEH/KU3igGeAL9RdL64M5xh8Ejq6stQmIGHvjJ0zA+eTpNRhcdNlFt4//r1xx8o71t6+wDEXMNrzxdMyoATqz7e2PX8TbzyEn9grq4t6p10NDjCTKLqFdmPrMFLHJF+wiEzfkh8h4iEmmnAsMOD9qEp1pNIXUeRQ+7St00khj5cgPXfxz+Id2uq6EQ7fWQOe61lrENRXu7OcFC0G8Uog8yp+HIvECR8S8zdMwEkX8jA7L1gevsLBRTt5wkxh703VzgO2Aa7syjpkudm3hxqDT1xhLcQZL3RAfcrlDQ4mQFZ7gTUKQ5g0hpgCtRAq5npYcv6K9DNVk0twFz2UffqUQbiWzIU/QKWoZFtP679IGhqnZFIZNFN7HEAsIRB4uuiFpMVKEb+PRrWl/LDlYSMQpUORJQQ3xc91N/4/3LVGYJrxIuTMHC3j/W87eObZKdsHbllEG6usS7GjMY1Cf+88Q8flyTKPQsc7ZMtr+A5X8oZAziP+VLeGCjrB9zqE2rHiPCjZ8GXAeCIah0vbXKXx0I3VscIOX1eIkqZOOL8FxLn+xzXfNK5c0sJo+xDpkYNfNF4/84fmKtPaeu2FJglDIlqUbY9ip9FqAeO1oNg8by9pxMQ5tNIXUJGI3Z0iXPUqi0X5mY33m3kkHuiIQoBHfoGw6H9JHoh518s0LH9gMinA2uBXen+BEsMLSCClhQsLqG16NdIiMN5QlwW+692Pp8GIbdCkhpicweg3kEkOvnVeuJbmWKAI7yYmQitm+nn5kAaI9cb9xfAXdS1d7BGWTJOzuX4Le/h/HUxCt0cnKc9QCnsSdoil/uEw/V/pBpgrdbNiatmmaUWcAlUnkWaOjX4Xm2BTj8LkhRBxrCTpvBp8KhzGIhuJonZxBlFliov9f81qUWDb4WppNp97Y/9Fcdxs7i+VEeqjF4LXGxo8BXqGHvnx5ZMqlf+UY5QIwd+neOYWdAkniXjDOot3g/YBKHlfMgT4HJGMNd9WQL8IpC0X3BEvsByYTefw4koUn4ycaAJcrYlEwe0Dm6CNEjWeR3D9gauGS2nE1ktJJ5dTXKRSBOMC30XvSF6YlxojsMtVSjtKmah6CoXT5bzDy51E0/QL7g3/sxGw6ygp7pgzrEfI3XZOVwaIBIXzslKb5mlYzGWDzLCHMctq3YgTdJo5XdocLIEifBmrk/MoOSg19TdSNX1Q4ma80FWS0GWbgNizJgnEOJapl/EE2IOU69XPqOtLdESugBXViTArFUQeYnq4vXA/GdaGwkvPvBs/GtSjNP2Iep5kfAqOwC1aQokoiYIxlqhaoZDCo0LGo1TbuYKL+dJB1ztXUo4XBIg1lNxyweFjvli4cKrnpLdpjrcEt2vLBrnziKy91kYWK4/rtDAUY0wK9pOsLD0J0e+5eZZqWKI/8ySgxA9tiZuvmgrusGOATNcH1hcL0q4Wa9kSefHrmrQiSg3TtzEE/xjSzbyePx793d8LQvFc+yiSGipzk1OeAJsgoxyPuQJcDkjmOv+fyLA/YP3Ipu6leyJ3vuiIf0w/zffNuLIy5/Iv3lfyUpqY506SHI54vxEdASJbdzP+Omp8EBkWuu9L9I1Y2jKJQw2IJgvtCwMIxeM1xeZxog21kOr6B9xwSFH955ZY8ohM6IiK6HDZRnV2C3UZ9fdx3HInWCkTAHSpUDNWkL++LVE498BGF0PECpkIC2mYKa6CkTDE2Ijcl/xdy4NLmiEr7M/ieIMcvnyChgwEl6MBjcb5a/+SLUI/iqQ+h1qBvTPaQCYHQziGJDNIBCoDIYkv/qFut7WWt2cK9YyRaFAgNWfcbinv7k9hdFj2Odpz2I9G4dljPn8Uu43ZMwSri6J3PR0fprqZkNiSF+BjvY604bcxmrc3LfCvyT8QyJLb0lVwoTVH9f68UxIVqMPhvXAa88XeRDti/nYRiIB7vv83ZIrPAF+GWbe/HVeB/zmcfpqPVK0hH5pRiSAD+YPS0RL6OxjDu3jMCnDb0YgAROoSGwNXhzXjMS3r4DoeqGuuRbe53TN/9femcBHVd17/H/uncxMJuskIUAIOy2bshg2IUMCyqpYpYBaH77ixlNbqLIo+rQ8rXW31aotiGKl4gICDyurlSUsgiCirC2QsCaEJBOSTJJJZu55vzOTGybJJKF9Cv3o/3w+kzv33nOXfOfe8z//819OLGzNx9HjVi/jwUffzvLckvnBz+977Y+/f/3+nnW8lEPjgut7RKtrKa9oH/k3wya8El7R72BTjQ05upusir9RWIseJWvZA+krokvK6Z3dQvevpkGvOCjpdQzT+SfqOW9M88d6pkhPxEOiNOEqslYvc9jLdrlk9tPlVPgJD00ryv90cUNwcCf6n8ZGpARvPjmuO0I0B+Ou/eD5aMQhnMtO4tki0heuJH87H4klX5Fj60PUblcV0VvpsOFG+7VYCF/H+QjLUx5drNhC82ptuEGvZ0wwhFSu9W/J9HwOaL81Mx6F1rlv/3Otvn79zMT3bm77tsu18An8rA1ssxC+3fwWsdIguRyd4WNe8p7YLabWOjnK4CQMBT3nDQwrfNX1DHMmpNCL8/fLRoAF8GVDX+/Cak5gGYjPq7ejzmqDSRlqvKmPotbRLduHnkI88EjkhR6hPKNrbc0Yxobme8XW/a5e2fkdEwqKk49AMMNRCoI5xNb8/NOFhx+cNVEvt1yICzav3tArGkNxIYlBfiLT82Bjfrjyqxm/KM++obX069fR1gfShP18K4o7ucHnzXlOc3dY6R+x6F3NFv+kqG41mUq6dSSRuMxhSfraVVbw+/KonHdZEJvEL2rJAviiMF2opATvXnLctoPoV2XQeO1EBbCje9uSXBRHjseeonaJXalyKhwZZh8hu62ALBCmMgp20k9uzC9a8GB2Hkwu8iExKGhyMb2Uw3o9X7gsggcdY6utmn7rqxMOD1l2xwi8j3Vss4erjORnHo6tPpVq76W0WQjKJaG22RD77x/q5H8OvYbQO2G1UeGrquK6TpzbHXoYf798BFgAXz72da+MlFIQhil1NzZYw8ul4cWl9Q32qA018cBmXmhlG8ZW9dmFT8B72i/Tp1dVWwde8+jfHgu1NUNrnlDsTuz05K9Xt4yJLVjomtkGaW3r2pofEWIVhqLHhXpFo06gKBswhHCKvc/zT9j6/G4cMv7UaMhx3Qy7+wZhK5stI88/pn06WWneu6njwY9khw3DhN2+QZQNzpPV8S86Kvs8NbSw+g2fz79oW0u76lRwaZqAG5oZa8BNMwrsxeQHna1kmfw3kncje5gdDlZrrofGi9Cbbrso/qPl5IRTudiWRL5WcWQgUlB7rpDkx1soBRruXENuQFhRpO9jdJLfEVebwjf0wogUkLRJzNy8Kpxt9ta8kmsKExy2SqtlFYQg3uNa2+wSpc2uGrPlSWuVsUNseVtFKTQsNfmfG43/VUdoEm2DOm/jBcI3Bdc/03gN3nMpCbAAvpS0m7pWUAPu2VQVvOBforlVfjdhi9J65XblIGUgsD8kHjikNoL7V1gjqmdsfW5YIVJTKiFXR5jf9PyR5J/c+Mraffsy8ndsHa96zBNx3U6ahdpDay5Z97gnv1XPzb3HvfynwqLTPTaF2pqt1PoZL+W2hnf0fIQqTV4nhGdz8D4OuuRdq6XUloiCblvp82mbZXb3MZTdvZIcZRkUVQqhXPWqaB0ZJ+PpFl23znGdNTYLaSzQKvS1Ndm5Qv4L/hokINwIh2EB3MjjoPIwIw/6KGiUd6GhG4oJE7KrKXqJlRLOa5hzdylFtCqiiBzst2LfmmfphKcPlQ9B3YlCZH1tnlbuHRlFnvL5WN9NJ1s/o7aH2mZ75hZkPO0u/nlWl/Z7XTPuVAIwFoO9NbZZOnjTmgP5mdtzjv/u9v6jFnWZpUae6pRg6kmRToY+p86O0JVm439VZYG2QX4ZeliY70oD3h9mO2+6DARYAF8G6GEvac6IFHanudGAwNQmmGthl03EA6v68IA+jhmSDhD5RmAVw1x1y/JZXfIfmOma26nLnkduufG3tR7Rpq3Z8EZ1KjvbPiO65fEZZQXtr/VVRiWbtua8WejZRxefcIyef6Vu9/whc+7S2Rvnxga8RrPEgq8z5V3X+FocXkLj7oM3VsUd6+id8qHLYUO2VV4vLN7p8oi1FVVEnZAJVbki2T9IRunX+h1aPvJRr9U0WuhIom2rhQrr4BIkYLgr8ZMyjQsExsDbPwKzfwUnIPGPspE1WaCX56G43LMUaXWS7xcJVIWZpLTfYxz2E6XhStoWaVD5swDZXZDlGnRMT5lnvFXOS9rwj63PlUVZr5zfrl/2+YH2913yuk7YH3B+jK6qzu/gLu6d44x/scQasUlCuw21zYZ4Ps8NJ3wD1/HpI0gYB8S2N5XQbqQ0E/8bPAqhjaLBOx16QnTSeSakUCCX+TsL4EvwA/yFxtBJ0Wbg0PSFd+Ald6sPnGeUHcYNDdK9dasoharphoeEs8nbMSdlaKqS0L6ABvy4CktSGnG4qtj8JnbfiX1hX9ZwOaJDbc04bj2GohN7YW7xOSLr3jq25rL4K8qXzv5KS8wdJ336bdCaT6N+wNbsfwgafOqxV2jCu/eWt8hblGmZes/G8fNVyNTBTLl4od+oelKWOseJnB9tkAe7W3Gf/ciBzD4O/Wa/k24uKxXHh56Vy3yC3t+WHMjMhUN/uEU9R8j8gAUXc35dH/nG+yi2PTRdQLFZC8l6DPbTXVeTu6of5Q1vRd43MLnBY8NqwolKEM9eQXL+KUpMepGGvHKAWlzvklOUJqmEbCe3v7rNn9oOKMm1R2/ENg+0R7wzF+Jm5QuuP6LeHng9/zeWDUu4nM/1awnjTpLam/U3m+sB+y+9mYZEOXPNbY0sOzUzCYM6rHYmpCHyUIygCLQ5Pnw0fFQ6XOlctSZ/YGKOZQdnwmqE8re4mV/ebxFmY6dalP7B3P2i6+jtsvcBNJdOSEU86EhQVbNUx1lFtaelnhdzwtf2C9WwQnQGBXTQXhMQ2nG282XPD35w6V8O/Wf6Z2eG5gQEd72LKsHbVDywqu7G0BxSU6qYYJfSiOudIrAaNi44pCLSUyYpr2gE8s+EV/SqkF2Br+NlZqrPJ/7mO9L3vfMLX9yqBZxOLsQ1k70ilSLL3VSUuBkH1MY1a79c2Y1S3Y+gIdjkL9N/bd00Odkf7R2DsMe7yKv/WPoiDBGD/zEKdm07LdWd9OHG1iKn/vV/COsvyvS56v+cIbYElur7D6lgiLlDBUVPMsgywU/2fj6KlJGQZDby/x3P5YIyilg9h07m26nif/BOZUDI/vY1Go8Qngtxsy2pbGgZWZ0esiqtF8PHtbbZoy8dWDukb2nurREkrhGDLmjFJuOaXM8vkNSHCjPdpLkTyxDtN2zcr6oqB9/ZnnQjC6knezWW/ap+/G/IJQJflSAdvll2+I8/05YHXtInlMRp6H1IU6CmqO+IGw60OSknI/qfa+UrrY4wooLnEWhnEIGh2hxk0YGwd3fZHt0jda9tzW/uTZwbrMN/vysCeC65fNcEmosDHjJExtwW+W7Pa6I2rpha+MYtSkCHCGm8QBDYNYI7Nep0WkFFYoXXsEfW3DdemqCwNgX3qH5rhhWVJG3Y+fd+W9Q29amvcSM15Tt4KXfrYvPL4f7/5uKC1THIFT0WCQBesCDsQnlJ1z8P5hHuhW1L8YJPWym2rAndnzm3JMk/dsWDUq++X+wcsp6OdlVdh+DQnsXvpbYFCRRVlU9nY+cZBXFfRMTTSf+vsq8gr2UWnbf1oBMx+VRsd2ASiySMHiCuGAkMdPo0azjtUd7Zodf6vn5/s0YA3/lDEcBIDDOc7ugryXctHha8J/qV8LwviCdveSqdT44j7wEH+Z/Pohv3eSi6bUsq7d+C3FM9ZEs+TS2KfKQjpDcYN9ubcsV1dHgEtr22mAa89J6YWuf5ldvSR+M5egXP1QQx6II92HyWAl7Pwo/Oo5gpZjTsgKp6zcX9Buqo1JOS0kTW27c3ppEO3OVOTyioGrZ6dPIGU5AqoWpqrOo8tkqqaFFIkafawE5dI0jVEh84XCkBa+CjuV+6u+37WZnFNy67rXj/VtEtbN55jgNWRC9NYQF8CTg3J4DVLcgbhsRQhHZGfNR0UgX5kgtDYMYS8eDWD5XgVjYdHO6ELSEgtJXgHvDjXekJsQXD1u4avcEU3KoOfuxAXXW9yMgKr9Ppjjh9JgVpIsNr3MPvfqtv56t2jXtv7tyfFuclnwuncWMoWg3BBYai1bJ+uUGiISM0ZEQTVoY4tpj10uXUKRhqnoMGddoWMW+NaWvG/9VJSzrfn1qWTCWPNZlOJhWRT7dJIU+Jdt4Y2aW8g4g2dotSO2ZmclQIqzYMUzr2omrKlwZtgVe30sp3bkZikO+rQP7eC2CViY3u7gbBMQCxryo9ZDpGbZKRTe0bneyfJZElMoGM/lVkTztHrXOKqQUEipZqIb+3DZ1LiCJv/jlyzjtLMV/g+aq1zVbjmYQT1ivQ9p621GRwM59HtZSfo+Mo0XGUcpoYXLfjaNarGXqG+G2YcEMJ0lb5pS3mvvz6R1/27vHxG5Nu2hMiMOtqpGfcfd3O6OqKSIvqHKA01EjHrMkfVpRo3bCjv3OLKUiDSws639VuJUjlkP2TSNMmiqzuYVPVBs+NaZxcstQwKKWFMns1UlgANwLmO9jMAvg7gFr/lBcjgNUx8qeuUqo2UtTsSPXPYa7L511PqO9iVtbj5rb6y+byQivB3SX1ZPKsx59at+rjcS988tfrEMMbFM54IOpo3Amtc/uUn4+V3vIoyPhAqaNx2xKKZKthG0YX7unzeunRzpiasKHGnbjJNZF0MRua8rXLQhxczPuGEB6NxhUNongaQnihuV0tYRtO8pP3SfzHGXTK+VvjDzccgq08ENcsdLpCxvmGyEqRJCr1E+RARyKZOsL8h+gSsksdzahG2eiEBFJnakRffJ8E8vdOANcI3AsT0GtpGlk6wjEK/THoeBTjNSgpG91HdDi97SxUXeBFogwMN+9THwjfY/fTsm6pVPgIHp1NSEhea+s1nymfTJ8CLXIOBPq0iHqjMqqO/DwzFQL+U78hn8u4esGScDbSzgWnevQ9eei+DV37rylyxOGRV9qoen+CNlR1Hkd5pS+uzCNykxOR9jU4tKuW+NRopMJ9/Sdfthq38quZT/z3+JGn2kbnh9NIA/bf9Df/gRCjcY3G/6r7dh0ItgtZPRptF9RMSHBmPJOYBSNOE4UFcBNwvuVdZqP6LZ+WT/cvEVB2X1vAVtOoAIa9SDU0TfZy68cD178XpcluJSp96/2hS3r2ONh+9sPXB7TY+vXUeqgteHr6Ljtawjoad2VhgrNwz1VHE/t+eX91sXONtyhBwFHFCWEX1LhR//ywLDRNbouwevcOdbX6RgnpOjZuF4T2yB1/MUZ//qxr3YIf6S/dNr+61F6o7nOj+JkaGrx3qFw4Vqa6X9CefXuTTrbHsD0Q15wmd0U4yuOvoxLrHFlkaU+HI7eInfC89mtthUZdkcKrI1mpHT6TpAMq1DzY+d5E6kAbrdUctP37JJDD/X7/1ttqBW701RhEHUX0WJqkDp0EReIRsSHDk1VHVqkzEMiHofmeTKXDScl0sL+DPMftVPZAMhV/MrVmDusN8ElAnSdxYAY6cjMzQvwSlEYaQxWJD9C79+wmz11r6epX19HVKelSzIDoCtFIpXNSVdGVXi3C4bbEvIxn+OWgpnlBK00oPy8hfEfvad/jtUJH3MGgUMXzHBji1QMa6Zapt1VSQeM5n83fJCuYenLJB+36qXDA8OVi4n8DRyJzlmGEdao0T6zjXURHG/fK5d+FAAvgf5dfQt2HigX2BQTciSZu6xiEV6cm9mPEtfl4YHW8mjgcdrQPMFHDr4VYHTa8J9QjGgLxf3GY6hzUvT8MjD39tiu6+/SXww5FK407oioy0f7ws4+RofWteOVXC4wzmOEtKKSVxt2T1g90ivUDD4jkonuMyKqZlnJbVYYLLmVoMAKNxlAI6VjvGRpw+jZDp1FDx3veoXzHCaGEt2pUEqrv9z96bpAY4b5T3lSghikDuaZjnk9L9KXQcIqk64SPRiHRb2fKo0T8F+OkhSJd31CBeFzuwZU2Cgsd1Spod2kRHQ+drxn3wOX/SUDFzcaQo71BxRCy1s6IFc+U9Drsuf0wq1ZEhUYer05F8RoVF2pUuNYg6yc+SvzsVvqgUM1OhMs/4iOHtZg6/mYnzfy8gmKi8cJcny6lM5aK2y2nA7f7SUs6QlfuxMxes10SLvo1GimeDxFJfut8mlCSTwnowIq+ELwdcM4ajZT2t64qrJqWs/hBTcoVT3S940mDjMKwGmnQ6/nPGHqe1SiSCYGJTfCWlDdwTjSPkWN+aaOy0ptgNrnZ3BZ2eVHxv+pI5bWtHwt7jpqN4MACuClAl2EfC+DLAL3RSyoNWA8I4EaroKcNAay1l/PSIsTU3bV5YBsc0Ew8sKqvZkVCTDBmLCofjNUNDc6BDc3liDaPMXNFK8es+l7RNbbj0pGrR06zU/miiCFZg2zUevoSscRvHm8uA7MpISxEdQ+0j4fMMJ6brOoEbdznbU65vtNiSi5vR1fl3Y7GK0nubLNTltgsmJ7eqc1MCWjnwiptFO9fES2pQBbSQd0gJDUCWydmOh4EYd+WukuoUFRMO5AnrBh7i0QEjYJA7uG3UJLDSWWu2fIfGOpWmkmth7Y585R5r7xsSCBcFijUQoYm40d+8kBoahjR0A8gGdURnUo8+OHiLVTSU5I9wk9ttldT2n4/xUJZExMxy9Z/LaUMxOZSkpdiquHtjE6imA1hg06XdEMT9nWhbwboZBQcox7vFFM8OoamtqqcjnT3NFqoj6fNL+L6VE6We8zZjELvXH44Uad2uS+jSg7m9Z22RvT1hO43v9d4PWcor2dzW/1lczmfa+uXe9Q7Vyy2vY0h6qZK8/G/Mm1XBM7Qngx/kwIYddSoFGvATeG+xPtYAF9i4E1eTmnAzcQCiwe3F2FShhJ4ArfDuRofurqIeGB1L7AxLQ4mLQgvgFWdUC0Yq0oLblDC5oquV2udWOfBPML3qHmEqyj3Yex+ql4VqKHzC0bKyZPVbErGuK2LLeM2T9woFuytXy/zo8WvmrZhNMYzN4sptdpGwDmN/C20n3gyqUPVVDhmuWiffZP21/gvaLWadJwOBYbSI2AxjqV0rCdBHEuk+PBgyLoA/3AkRHhfjEj0VYB0Hd+QKknTqdr1c8Q1YxpIbDlGFvpGffdH0yHkLjzxQ9GazSxQOjngIBUBzctyJQQfluqjtYHgg0BAGDdZMHhhYKkBsR1CLUoJXzuynrkEeYZiJ2y4sX/3kmUrMCtt1G2hqnMd6dP+Tjrm0sl3tIRSHjpOwzb6SDu3Vfy41jSzCR09/O4v4MTvhrP1YjuGgTJT4TH9Aa6zW81mFIvnT21vUNoGnsU0eNiPE4PD12k217N50ouJ+1V1DZqCZ2uxeVi4JZiA3UXE/9oCbUGJ2N5TpZ1tqqgOKgvgpghd4n0sgC8x8CYv18yMSCHHNpiUIWRf8Gu9vNAN9tdsUKkpYWObgcYqHhmAoA03LBerBSvNt7Fc0eZZkSO6ADHCExFD/ClyR58x5xE296vlOrHIM1FOnJ5LzofRuH6KNJaTVCat0Dp1bMMkXnDJheNqbMMFpsZNH9Ex2IgXOSh6LF1T9oh/eoFysGkwDeLgfNkHouIWWU43YYjakCcpizbRNrEDwjqSWsOonYAUmf20KGQgFLApV1BHUUYDIa4nQQu3a/AQioC0GHqtLEGjmieqoUkZdBb3q2a4ysPwdqHSPNSnfjhY6P90ub43Fv4CAZcIe2oriDJoTrIlEjZ0gFBoBe0UqRZ1tB0aNFIfnKM8sNWWQrutVP2V04LsCIWJ34X/FwLBnmuh3bE22jZYpzMujcqAq2I5OmHvrwiZl9qcFhAMHqnhcKeTyleZNl6TzQVbr2xg6zXrqKVECByE74cQvos0pEgVYUZbAvUwry8E/2T8P9eKYQ1D6S6c80Ku5wvb6n67WO03mHpSZiL15GN1z1Bv7WLtvxcxCYM6swENGD8QC+B6mC/nKt4RLt81gfXpy+cWiNSMb2S/TU1dq0/kutGVRpT7kHcIJmtpvKR1+OtNxRWtjh0926+BZhh61KDBy3+Wl9t5d052r8Oh2+t/H3zzh3fl7O316ZlD3XLq7zPXLfYqS9sJS+4/t23wkrJjHeHJGb5oqaeSLMM/m+L7bPhC41QqNJ7wxdP7664VV349Nn7dqLcs+S3Oh69FlDd22zhMY9gmee2gRRHumLAaTGVqSVJBxolb9QpLUfK6Tkv1MmsDe7ZhJ0tBZumIipTqAfYzETtbbIxZr1XC4h5S/A6yFfalwZUpNAiRxD7HCcpK3EM7oUGj7UKjDslTkkrdPEmUVh2phlWh/1XQ0cg8OqAVUVWlTp2RpauNnygBZ9YhnCHvVa3wBS9fGSSXO/QTgQYSxnH1qdX2wh+NmeIf3ZhRcDVRdkVmk89VQAHVfDGYk9kpNAMx5cgrFlgq7121Hkgb1chl1D+gMPn9AFAkDctpMmwY6iyC1eFED6GVBjhII/oo+drsFtVdDkkDQWAoQvNpVtvnAzRLNjReafH5Uj/3VQ3cZvij6vw+Fr3K0tq2YUSkfmZAhT9lZ6532Hqf31rnt1Hns+seWx/72gk24U3Y53W9V1gd/vmKs7ijRtvXTi4x4k6vLh/zsTo2XEn2n4sb6Vl7xze2Xqv22hp/R1LLTyUNz/5symcdhy885Qh/TXX+TnnZKYP3bZu4dNjE1yr1hvdv3kO37JwOvQ/+49oPxo5YYG4Lt+x9+GzXzseL0paN7N6kpjxgX1nvlud8nT4eFr883HnMbQO+pIFR5eTckE5rzG3hlt12UEbScdr0zHQxN9x+3vbtEWAB/O2xbPRMD6fLTAzCZTZagXcwgX+BwImJRDmT/oUD+RAm0DyBjVtai43NV+MaTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACF03g/wALU2xr52WqrAAAAABJRU5ErkJggg==</pentrails><costumes><list id="2"><item><costume name="XY Grid" center-x="240" center-y="180" 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" id="3"/></item><item><costume name="Black" center-x="240" center-y="180" image="data:image/png;base64,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" id="4"/></item></list></costumes><sounds><list struct="atomic" id="5"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="2" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="133.24000000000007,61.00000000000001,255,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="setColor"><color>78,255,61,1</color></block><custom-block s="Full Stitch"><comment w="203" collapsed="true">Draws the curve from quadrants 1-4.</comment></custom-block><custom-block s="Frame"><comment w="285" collapsed="true">Displays the surrounding barrier of opposite curves.</comment></custom-block><custom-block s="Tilted Curve"><comment w="287" collapsed="true">Draws multiple curves from forty five degree angle.</comment></custom-block></script></scripts></sprite><watcher var="x" style="normal" x="8.283593750000591" y="8.283593750000023" color="243,118,29"/><watcher var="y" style="normal" x="8.283593750000591" y="25.679142281718768" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Quad 1" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>0</l></block><block s="doSetVar"><l>y</l><l>150</l></block><block s="doRepeat"><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="gotoXY"><l>0</l><block var="y"/></block><block s="down"></block><block s="gotoXY"><block var="x"/><l>0</l></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>-10</l></block></script></block></script></block-definition><block-definition s="Quad 4" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="gotoXY"><l>0</l><block var="y"/></block><block s="down"></block><block s="gotoXY"><block var="x"/><l>0</l></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>-10</l></block></script></block></script></block-definition><block-definition s="Quad 3" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="gotoXY"><block var="x"/><l>0</l></block><block s="down"></block><block s="gotoXY"><l>0</l><block var="y"/></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>10</l></block></script></block></script></block-definition><block-definition s="Quad 2" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="gotoXY"><block var="x"/><l>0</l></block><block s="down"></block><block s="gotoXY"><l>0</l><block var="y"/></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>10</l></block></script></block></script></block-definition><block-definition s="Frame" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="frame side 2"><comment w="173" collapsed="false">&quot;Frame side&quot; blocks draws the flipped curves in the assigned quadrant.</comment></custom-block><custom-block s="frame side 3"></custom-block><custom-block s="frame side 4"></custom-block><custom-block s="frame side 1"></custom-block></script></block-definition><block-definition s="frame side 2" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>-150</l></block><block s="doSetVar"><l>y</l><l>0</l></block><block s="doRepeat"><l>16</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="gotoXY"><block var="x"/><l>150</l></block><block s="down"></block><block s="gotoXY"><l>-150</l><block var="y"/></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>10</l></block></script></block></script></block-definition><block-definition s="Diagonal Quad 1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>115</l></block><block s="doSetVar"><l>y</l><l>115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="gotoXY"><block s="reportDifference"><l>115</l><block var="x"/></block><block s="reportDifference"><l>125</l><block var="y"/></block></block><block s="down"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>-9</l></block><block s="doGlide"><l>0.1</l><block var="x"/><l>0</l></block></script></block><block s="doSetVar"><l>x</l><l>115</l></block><block s="doSetVar"><l>y</l><l>115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>115</l><block var="x"/></block><block s="reportDifference"><l>125</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>-9</l></block><block s="doGlide"><l>0.1</l><l>0</l><block var="y"/></block></script></block></script></block-definition><block-definition s="Diagonal Quad 2" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>-115</l></block><block s="doSetVar"><l>y</l><l>115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>-115</l><block var="x"/></block><block s="reportDifference"><l>115</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>-9</l></block><block s="doGlide"><l>0.1</l><block var="x"/><l>0</l></block></script></block><block s="doSetVar"><l>x</l><l>-115</l></block><block s="doSetVar"><l>y</l><l>115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>-115</l><block var="x"/></block><block s="reportDifference"><l>115</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>-9</l></block><block s="doGlide"><l>0.1</l><l>0</l><block var="y"/></block></script></block></script></block-definition><block-definition s="Diagonal Quad 3" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>-115</l></block><block s="doSetVar"><l>y</l><l>115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>-115</l><block var="x"/></block><block s="reportDifference"><l>115</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>9</l></block><block s="doGlide"><l>0.1</l><block var="x"/><l>0</l></block></script></block><block s="doSetVar"><l>x</l><l>115</l></block><block s="doSetVar"><l>y</l><l>-115</l></block><block s="doRepeat"><l>14</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>115</l><block var="x"/></block><block s="reportDifference"><l>-115</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>9</l></block><block s="doGlide"><l>0.1</l><l>0</l><block var="y"/></block></script></block></script></block-definition><block-definition s="Diagonal Quad 4" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>115</l></block><block s="doSetVar"><l>y</l><l>115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>115</l><block var="x"/></block><block s="reportDifference"><l>115</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>9</l></block><block s="doGlide"><l>0.1</l><block var="x"/><l>0</l></block></script></block><block s="doSetVar"><l>x</l><l>-115</l></block><block s="doSetVar"><l>y</l><l>-115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>-115</l><block var="x"/></block><block s="reportDifference"><l>-115</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>9</l></block><block s="doGlide"><l>0.1</l><l></l><block var="y"/></block></script></block></script></block-definition><block-definition s="Tilted Curve" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Diagonal Quad 1"><comment w="117" collapsed="false">Same process as original stitch but drawn in halves.</comment></custom-block><custom-block s="Diagonal Quad 2"></custom-block><custom-block s="Diagonal Quad 3"></custom-block><custom-block s="Diagonal Quad 4"></custom-block></script></block-definition><block-definition s="frame side 3" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>-150</l></block><block s="doSetVar"><l>y</l><l>0</l></block><block s="doRepeat"><l>16</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="gotoXY"><l>-150</l><block var="y"/></block><block s="down"></block><block s="gotoXY"><block var="x"/><l>-150</l></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>-10</l></block></script></block></script></block-definition><block-definition s="frame side 4" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>150</l></block><block s="doSetVar"><l>y</l><l>0</l></block><block s="doRepeat"><l>16</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="gotoXY"><l>150</l><block var="y"/></block><block s="down"></block><block s="gotoXY"><block var="x"/><l>-150</l></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>-10</l></block></script></block></script></block-definition><block-definition s="frame side 1" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>150</l></block><block s="doSetVar"><l>y</l><l>0</l></block><block s="doRepeat"><l>16</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="gotoXY"><block var="x"/><l>150</l></block><block s="down"></block><block s="gotoXY"><l>150</l><block var="y"/></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>10</l></block></script></block></script></block-definition><block-definition s="Full Stitch" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Quad 1"><comment w="173" collapsed="false">Draws straight lines from the x axis to the y axis of only that quadrant to form a curve.</comment></custom-block><custom-block s="Quad 4"></custom-block><custom-block s="Quad 3"></custom-block><custom-block s="Quad 2"></custom-block></script></block-definition></blocks><variables><variable name="x"><l>-245</l></variable><variable name="y"><l>2</l></variable></variables></project><media name="im bored" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>