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vNog0CdyCkOSPRuZQ+Ysm7ZDzmWnU0Dywgstfu51ub1tD82G++1se6cFQRAAARAAARAAASCENAi5PUBsEQGz8COY4MvHIAD9zhgKzCpwp1HPAL1/qj1xncSOix8KscARzjQHwe0+dg9P1X7P0TOeK/EGUEABEAABEAABLpDoH5Xdao4fYPa2qCY39M+s3BAUxZthIE33VnyMS5YGz/VtaGmjHtXU93rT7ZVxXVY1GLJ78EfDpzngAbc7tmImv8hco7h6bgLEAABEAABEAABNwRs1uP88MEvoKsJBvkt7QIH5uKAncDE5gxubufugV9Vi5wSZTxFhiM2RdWkiENgAAfm5YDXGvWInHcdCP8EARAAARAAARAAgZfViZgqp44kfVHfUQWPhI6tP3Z+z9VWUZzgPHO1u00SqOT8GS4iHAFhXi+MqJqzpb2XH2ITovp2tOACx6AdWnBA/d9jfWAb/xZu2DkhCIAACIAACIAACEQhUD81sPX6Z0sBSwFlzXpo+q0CyK2/X375Xh2kCqGtP1Wzbgmr5bPldfJ6LtGN9o5tb1XQ2CS1GgTiEY+ANn6qb0PvtfEe9WsJnfIViJ31bWnBB45BO0RzQH3feukMRM54j8QZQQAEQAAEQAAEukKgXuTMMlX9t9/6DeBVDbslrJbPtkTV8pnuuwipW8/WAfajxJ7/xwp64L2Nt42wJPvIIx6BdyYipwQN2cTWfUQVpRJcowUWzgfmcKA9BxSrWdogRM54j8QZQQAEQAAEQAAEukLgfXXi5TEd50xAKBHPJuhrHwxHJyQSgoqQuvWsxLyIqVvPW6Jq+azlVNEz/OG7tglYFjxtRCXW5WzjzmzWipY9VXV+Fk7KV+Kr5vOz0X6d8+XiGCJnGy/CWUEABEAABEAABKZFQEl8XUDYMoFUFalNxVYdBrUYzvh7lgbII7607MNe55ZtqO9XX6b1DO1vvN43lfa3FhlqOavlFPBbFv2TYxSO85yXC9bV5DYDJe0tPFcAAiAAAiAAAiAAAk4I1CeStQnf1d+rKobAHgzOcoClAeYQV1XhfZYb2993Mr0c9gECr43a77ugmK2yXPy0qTa24jnH2e7/4AIu1zmgPn41xt37HSLnA9fBv0EABEAABEAABGZHoF+RU6PjBN9g0BMHtpYEKJ/VLA3QesmIvWSs9ec1m5D94BWbD7XzkqqktbFx6met+bh1fvkxDbxY3SfHAUs4kIMDqtb2WBMdkbOdR+LMIAACIAACIAACXSCAyElCkCMhoB382qFmaQBNrS3rrG49bwk3WT775RcLTBE527kyu2pO2RePqioLrlPVadFPOQY+NBcHvDblRORs55E4MwiAAAiAAAiAQBcI9CtyMl09V0BPgkV7rDmwXhpAIpNHZcue0KS1GNfXdP79my4s+bgX+dmgDX/w4LffclZ0isOsMf2jnc73U34LZnk44Fk5bjN4p83deIAACIAACIAACIDAkAjUi5yq7toTGbw/twn28gTGJCm0xegc0BS+KJuhKtR6PN8Oafn7uSlV0lq0449jiBfevunq8bV2qM0yCz/u1xo/jge2cGCfA/JxnmsA2wzeMUOhHx/IlYIACIAACIAACJxEQAn8frB25H8tpwAqkDxyjXwHnOBALg78+qu/0CQxtb7dETlPOhWHr380aMefuZBZ6JRAqv5Rz12OAYZwIIoDGnSXXfEUOGUbEDkdXAyHBAEQAAEQAAEQGAmBepHTa3H1o5UwJIMkMVFJDOex5Zoq1jw3TULkHMVXPbvdbl/NRb/sQqeuT/4VuwMGcCAfB9Q3i7AZuQwLa3KO4te4DxAAARAAARAAAScEbKYCamT5qChp/T0FlySC+RIAkjLa5AgH1He9xCZETie30eSwr1zEPi/uWfk5DQLg37ClR2wp34nhSQthc2lPEDmbOCBOCgIgAAIgAAIg0A8CqpCpDwyVhEWOZC8DPr0mEaxvQwsecAza4QoHvDZpQOTsxxMdu1L7aeviq2c18dpXXXkv38o6ndjWK7aV39jwRv1PAyIt49xiOxA5j3kLvgUCIAACIAACIDA1Aja717Zcm1PBHxs22ATzJEXgGM0BVcaUBM7yGZFzNMfmM21dAoYl7zyOJXFF/SS6b3I+MJ+VAxq813JI3mtsnrUXNpXdo/kG7gcEQAAEQAAEQAAEfkLgjVni1LoiRomgxNZZg3Lum7bvkQNedgOR8ydDP8gbO3+17Cstl1w5I3Lg37DxS97y2p4PqpTMuoyFzWabXwbxBdwGCIAACIAACIAACOwi8NxMFMxSEWOz+6R98ExCAqZw4GcOeO6yjsi5a/Q7/8cnM5+17I9eYvsZEfPIdxE6f7YhyzbkNdhc5YD6VXYb8NtvFu0r+8kDBEAABEAABEAABIZHwC5pVBB2JFHz/o5G4m2m9VgElRzjauLB78blzp/+5LvGGSLnqI7rhctu6958tPR58m/YRjCAA3UcUIyoQfEMa20+sg+6Rtmo+jZ/N6pj4L5AAARAAARAAARAYImA3c61ChqzBIwalUfotAiKOUZ9YgGGaww/fPAdEEHkXNr40V7b+awlL7PMRngkeOj/CJ3Y1CV3eX2cDxIL1X+yxKpH+rtmPdi0sZb84AECIAACIAACIAACUyCgdXpsgiivjUSOBILr7yiIVeJqdW8cByzhQD0HImyERNT6tno7hfXv8yZfG7TvU45o2uraj2R9j9D5tP3q+zzHHBXDIm5m7c/3rstuwF6V8DxAAARAAARAAARAYAoEbBPGTImihE52piVxGzVx6+2+lGhG7Fhrszav7CKPvAjY+q3SlzL5r3vCh/6H0IlvK7zleZsLPYub6uM2Gw4Jm695TTlXBgIgAAIgAAIgAAI+CNitzalgO1uiqOshCQADONCGA9GJpo3I+dLH1HJUQwQQOu2msraxDdhkcPfggKofNQjwaKAg+//tBjLeG9pdDgUCIAACIAACIAACXSCghN422M4mdNoFi7Y4WePO8WifLByIFjdLwvqXv1hwAJGzC9d1Q+hkEM+iv3OMLH6j5jokbvayoVDxV/ee7QYx8Gd9+DOuEgRAAARAAARAwBgBjfTaBvoInbZ4WrcPx6N9PDjQStwsyaLNGmbPjO0rh/NDQOun2vdlLXXSywYlCJ327e/BKY7p107qAxHLoRQ/E/Fss6681t3nAQIgAAIgAAIgAAJTIvD8n+v22Aah3jspnw002Xndtn1J2sCzcKBU0Zztk5bfV/8u11P3PKUT6PimbZdcKdyRYP/3v+ef9spGe1b9nuMU7vfyLCGwhz56xc/ZtAHrS3fs2Lh0EAABEAABEACBegTeGAkEPxIFJYlXgjvP3yB0/mgfmyCa482OY5Ypgr/9ZsFFCWY8+kLAZ5Cu9GstgZBdSEHotOj7HKNwPvuzBtVk7z1jxZbHtvFlbDjUlx/jakEABEAABEAABJwQ+GwudGpdoZbB4ta5Na3JZioQSVH2ZIjr8+OopvRmmiKoQZX69maTBifn4nzYVwZtf58/Ejsz8X3t2xjAu99+9baB42fAsKelJNZ99Mh7u37MgJ2z0+HwIAACIAACIAACfSBgvwmRguJs09YVaFL5QsKWIWHr8RoyTuO121xMFe08+kTgnbvQqf6qgbus63Wq4rRHm8I1026POCC/kzGWPCJcHv2ObVyq9Yp5gAAIgAAIgAAIgAAI3G43+02INLVIo9NHA72o79kGlCQpj5IU/t83RzKsu7llG9SPdW02/HqBF+gaAfvZCFu8Et+yCi42U12t+hPH2eIPn53jhTYWyjqwsOWTrn6mKlU7brCreteujIsHARAAARAAARCwRMBnfbPMQqdtYGkZpHIsu4AfLGuwzDxV166Kk51oLT1Jm2M9c9lEb6/vZJ06y47r2Ps9zvb0eebBhKtC5t7v7PusbCEPEAABEAABEAABEACBfyKgaiYtWm6bKGQVOhV02geYtthZtwXHo32OcKCHJNNukELTnXn0j4CP/9rrLxn7CLMUsO97fO3l86wDCHsiZc3n9vGnKtp5gAAIgAAIgAAIgAAIrBDwSRSVEKryqiYg9PqtfaBJotVLQsV1PuVqD0mmxBy7tmOq+soJdPzWfyOiNe/kPzJNqbXbwMSyj3GsNW94/5QTI++cvoxfZS80S8KeA2yg17Hz4tJBAARAAARAAAR8EfDZiEgB3d/+htBpH9h6BMscc7Z2yrix0DIxXL5mqrqvB+j76K8dxIP79vDPf861/rRd/7h/37PZSO7Xhw/yPRnXb1/6HKvXuk/ZCx8uMWDXt+/i6kEABEAABEAABJwR8EsUs1aKUdHpFXhzXJ+Exg7XrH1yL7HU9dpgqvU4Pzn/qbpGO96WP9lWDSTpT2sh87BHwM9/7fEu22wFuz5i1dc4zh53Zv68N9+z55OOfK5Bfr+2Zld1ez9y5IgSlos/f7Pw82qPj0axxTqG0HnKORG2j7QS3wEBEAABEACBBQJ+iaJGsv/xj3xVnQidnkE4x/ZLcK5hm3FdwUfJou1U9Wu4+bRjEVu1RqgSJE29ViLD4xoCfv7rXvv/+msOv6Z+ogq5e9fK/8CnJQeyzux55IPO/l+V1b59kbU4r/mIR7/SJk7ywfIl8skSG+WnhXdG26Hr0vUVUVTXretnM6pHLc3/QQAEQAAEpkNADtPHmUtgyThFCaHTp729eMRxr7WX1gTLtJbg0cTRtxrmGpb+HNSGcMvkhcTlmCtWlYv9ZnqP2jvLOp1//3tWPnNdjzg08v97HFw76p/K9zSIrzVGfcXN0o+o5jvmD/a+pRkV8qlLIbNgO9KzYghVl5ZBVHizxwg+BwEQAAEQGB4BjQD6JokZNyRC6BwpsONe1glzrxs8KHFUgry+n3nfF/GzJC1Mf3/qkoVJfOWNZitkGERQZem8/YN7z9b2I6+/qUEF9bcYYbNwW1OXeRxHQP5AFY6aMSHRzze/ydb/tq9HOAgP4YLweZxLfBMEQAAEQKBzBDTCWQIqn+csU/zKKLyeETp92tqbSxx/v916TzB9dqTdx6tPLmmdUVVrlHW7Onc/JpevwTolcbFtnUXo9NvoJBbP6PbjfLbtm6U/LOO82tcfPnyPFdsMvsnO87iPQKnQRNA8Z8+K8Kllc5jufp9j/BcEQAAEQKBjBJQw2wa86+NlXIAeodO3zdcc4L0f3hn715kEk75Yww0lLKr2VMI380P3LxG4Bstzv5Ww03r9aaatn2uzSH7Mcq7e/c/SV7UVNguXVZ2O+PTUmy1FzYIVz/V2Rn5Ta32q2hPePeUdn4AACIAACHSMgBycb7CQcaSfKhjfNvfmFMf/vjbYMknr7bWm19OOVhhoep4qgJSszDi9XQmaBN+4aYoZ1p9m2rpV/+E4Z22xBqh68znr69VARfxU9D2uyXbNaLu30idNr1YRhgby9vDic3tsJLJrdoQqPXmAAAiAAAiAQPcI+Aud2abUal01hE6CRPsg0R/TbH1pnTgeea81e3vEvp9rLsnKbGtxSSTw92eFBxI6W67RqXPHrhVIvy1tP/NzzwKn+oz8T674TwLnbLZ6nThJWJPAFluVP3M/fnzvZYkcxPc1W3kPAiAAAiDQDQL+iWGGypelAIPQScL6OMjLhVGvu6cv+93vv+fCtDcOnL9eJdCy7zNVZygpi6kCaj1TgWnr2JPzNuE6Zj1vcKeqzTbrbN7De1aBU9X3mnkg3yQM7mHE/9rjo4FTVdfOLsZ3k9RzoSAAAiAAAj8Q8Bc65agz7bwuoTNf0EtA1z6gy9cGGTfyWoqXR15L4KS/teTWbIKnhF3/yqDWQqfWRsRmgoE3BzLFbkf8jb6jQYC8az/PKHDKJqtCkP7aLwbyqaq6pcLzR/7MKxAAARAAgeQIzCd0IrwQbGYONiUK9phcrpNQptZm62clURm9MkMVQ/67sKvKes35qPdaW5DBg2z9a6zr6c0HSdxUn8zr22cSOLVxEBWbeblY009KhSeCZ/LknssDARAAARD4PiWhxukd+22myjSm/B1rszGDtLz3LuFCInyUWOJ1HpaGyMux7326JCoj77Dqvwt7y7UK//a37Bzj+nr1nz0JnPnFTfUD2dvRRSHdnzaD86+k77VfjXfdWiKGnV6SgRoAACAASURBVNpREUAABEBgIASUPNX+yTEoIDj6V87nFShpSon/Ojktk8K1oKNAfrygg3vqtU1bT4Fd94+a93mnC9I/nvYPVdzIv4z4kIjrO1Wy5ZqFbEJEf37an+sw6UXg7EPcVFvI/ow8mKRcJmY9ZGuuc7w6W/EDv7IszuizREaMkbgnEJgWAQlqRVy7+izx7KiQd+97ChTkSGv+NJpqZdRbH0c4aEqeAgwr4VMOyh+jTEKnqkvH4QT30mtbqk+o+rFGWMzyWwTOXvuhKnC00cCICbnuy69dPnxo03d1Xs/74thz4ZspNtvzZ1qqoQ8fI+FHdmfEB1Wb2MY926gckurOEXs999QtAgrqr4p4y9/Jod0T6o78T1UVNUJe+e2eAeLzMZ2THItEz9qRNP/KF+GfqWqNTRywCS1tQg+J5V7Cuf6c6ugR+lKpyrAaPMsSGCpW85mt0HKZidzrEI7QH+a4h+x+SIOAWqKhj7VolYeNZj9lx2VDY9bxbxmTcW4Lmydfy2ZFWaIfruM0AhJTisB3RLzb+k4R5GqefYJWjJyFkeMYbXhkUZHjv3FDFqGT9QPpp2366RgbDBWhE4FzxH6kGRSK80Z5KG71WTOulT9jfekR+13sPWUXOMXxPpZmUD6qKrbRHkxJbxUjjnHe0eKI0fr39PejwFBViiKq/3TWMTp1bJACZuD9lAMKuDTqenVEWYGNL66tEsMizJRndqv1bWdvHvV2fFWj9LL2Wekj9561WVIfFTbw/Fpf0UD0KMm7Ziv4xLGtxCKd91q78rvZccsSg235Fw1A9zHTRrG2CnlGW+pDNt9nUGj2fjfn/Zep7NOLagDQHgGtpSiBhErJOY0Rwe9Y7a7KzCsBmAY4fG1AliCbihj6fESfbzm1dSuRrP3Mc4BA1TuajqtEV1MV9ad1CNVXy5/3WqY6fjmXniVOl2uRuKTrkw2L4E77cyjhHUHs9BM6W6zPqT7YnhtcQ29tkCX22vJB6kf5B84sZk21z/Z/vgLZRgm2c4ib8t/6ky8vft0jxljGEDp+OZf2BSjX0Jv9uH69JY64kpP+zFbegcAJBCRoIGxe77gEeWCXmQMSK68shC674FP5UviSJdjWTrnlmngGC2sOjCZwWi31UMTMImKqMnQr8e3hMyUzJYkpImj+ZP1sXy9JyonwMt1XfYROtbVEx2iuUs15lsNzfz+rL8pfvak4WnnySMt4yDgXcdO3qME6pnp0vBJbSExUfFHExmj7fOZ8in90ncpHdM0SQftYruGsTRXXRqyAThfszH5BMtaajnSWoHwfzOBAfxyQYCnh8szDJyFcYpdF6OxjehT9bsmdHl6L3y3EjzPB9dnv6p7OYl+qJhTAK5D3rsQ8e09e3y8VobpvCVJXsDuLtf/3exc7ffyaOO7Fo73jUs153hb594+81yTbu8elVp9L3Mkp5sjOWWzseSbmjvruOOKm7K7EzBJbtOKx53nVb8tsEt3vGAOoiJ1RvX2y8yBuzhzkcO95A9CYtrlS1akRbD/cMgidEiNyBtp+uHu2Kcf+LmiNJuY9qhwrFRQjVGd6Jy1F+OzX7kgE0BJHPT58hE61qSdvto6tBB97CwaPONCCm1t8XX6ma3p03bH/VzGAYuSzBQE92cB+19xUrqAYRIJfzzM/ln3g6msNcGn2SJn6HttPLPstYmdP1iPxtWojEm0iZElOjgWecKA/Dki0VJJ35uG783oGoVNBU39tyTVnbLMMfL4aPO/9TsLlEusZKij2sLD+fJmwiDtLnPO/1oygHqdxygdKqLXDu8W0dQ2kjFHZY9cOlm06wrEkDFnbrJrjibN5Zs+MXLG5jPE1IGVr77z7hnyhRDyJeaMNGNf0n73fquKzTHX3bhv744ubI6z9vexzvA5CQCNTY625Yd/BCLDAdCYOaMT6rNApB+SHUQZhaC3keN4vx/bjUktsM/B4Lwi++rkSjFKdOdr0+6uYeP5OGKtaReJEPwKWBtE1mN7TQxVbtrFxi2nrjyqsW9pDzt3Wz2XzRxpM1jW15YX6/IhrbG7Z3n5mb2pWg2wZoqbNoEQRPdv3tzP9XWJnrzNEtvofnzkiIBGDdTfbOtMznZvv0laRHFCgd3Zajr/Q6SkeHDm2klR4CAZXOKDqFCoObAL0I311lu9IGJDI3Eey0tumAhIBbO2dBOpIbkoUt74Hjtc/phogyTStV9fSdtBGg/uKYc8O8Dum6W6H1oCT71JTFjZCPk3LFmTiaaTtjjqX4tK+Bk57nSHi1qE58M8IKHCzHaG2MGgco//AiTYcqQ2vCJ321S9LTrWeWqWEsW0gPhK/5rmX1ryNCpY5T6yAtcZb9klJYW7BU36lp6lnmu1kZ6vkP6IHO6jmtGs/Sy60PFa02L62Vcv3upZ2WMxStVlUAA005c3/NRgsPkTbyCUfZ3+tKk8tBZB/TXD13d5miJR+yLMTAr7VVu0cVUsnyblp95E5cDYhHVvo1HQZ+A4GRzmAwNlW+Js1YckveKoa4+xsAaew+OFhbdesVwIZyUuqOfFXS3+VySe1ETgl8s0mkKi4Kee6mwibsf7gjO9RFW1uwVN9WcI9DxD4gwg4+6Wz5zV8gANHOJBL6NT0zDOO2vq7eRbGP9J2fKdVH8+UTFr3AY7X1gadwV8iV95ERRvXZZ8iquuzFQiip2BSzYkflB9UdVaWKrl4ThZBJLu9sZQrdK+2gzQW8VSZii7fdMaX8d12eKnCU30252w21uu0tBodHiv/+hsWhpNjEMjBAS8OKBk981CVjtY58rmeltOtlCTkdPQ+WHu14cjHReBsF4yTCO1jXxKVXH2vhwRF/szOvkZvQiRR1fL6OVafeEaL63u2OF7gVA48k7ipWD3XxsKKmdXuWTi4x00+348fCjbKv3IWe/S4yeGZvJrvbiCAwElA1mdARrtlazfZkjMPBZV+QqcS9uJ0o5+19h38BIMtDiBwtuuX0Xag1/NpoEY2LNe6W0pQMgsRmhZnZ/Oi/Rcb59m1nSUPoo7VegZMsZWxAqeWxZht3T7db56NhVW1yTqbY8ZEqsSVXckVR6hiWwI/jwkQYA3OqACC8/QVQGpUUUF/7Z+mAcrI1/wp2VTCc+SvnEfX3aaaMI/QqftvOSpM0thXn4+w0Qros0wHLEklz2MmGFbtqnWG89gyJSivEsfmdoN2Sgyt2vDIcVhPel5/Jb90hCPe34kTOFUdrnUoZ3vYDsTUxExUbeboc959uhw/VxwhWy9f3cu637PZKZP7ReCsMdAj/VYBTq2Yp9L0IrDVPB8R8h59h3VcfjhPiXzx663lETpbrjEl7EeyE9xLXXsicP6wSyXw5bkfTORXlZi2GTxb972sVZ2209ajl13JVXGzbnPee/ngloPBxQfECZwS+jJXhJsk+KuD+C4PdZSX8h3KD8nR+vH7pX9aPeeKI+RT2JhoZSxGeCuDpxHxuYIGGdhaMU+/rxHxym8VvD4S647838rwcJzxnY74FFeRc3Y6gN/U9ZZVChKYZ7Oz3O/TNkfgHN++zuJDVYmsOKa92Jm1qtOuWiq6mpNlVp7a7tH9mfpya9sVw7tZK7far70pO8aU9Pb9rHU/X54/Txwhmz+rbRhBz3xyDxITYgVOGbhS6Xdm6u1S5GOKHwZyaSB5fZ0P6lcSXfyD97O7rvsJnaoSaMEZ2a32YkBEW3OOvf6EwNmm77Xo7zOdM0+SopkD2Sqz7HZbj6zmxF/N5ceiRfQt+yh+7/lOu8/Pboz5JHHu8IP2a28WcXOr3fmMuKhwQDZAXLHr71ePRVVnh4Zuecl+IsKanBI1RVzK0jFkxZDxnIsLGnDwFeA0mHJ2zRM/GxWZLC65HlOlcNWp87u177J8r8CNAbpcdm/ZN3lt0zbtkxSJimd9zTI2tn6t9f5sbGu0EBU3bdgGHyucZzyOBrxb2kCd3xf3rNXe1vZmfTytWxxbzLRsR8TNtv2qZZ+uOXf7OEL2iKrOtTXp6L1GvP2cigQTTX1A2MTA1Rg6fhvHH63F5FvVqeTzbJWNRqDtAzTZp1ZrT+UYpfSz/Z5+pddjt+QbNjTOhoL1d6xzVHZmqsTQuqE2NjdygI61pG3azKrtvY7TanZLsZfime8gu8SK2XZOV6ztm+ff4yPiJnFH6d81zznEzrNLrnUkBY55qXbrBG0ZOa09R8UKBq7GsPHbNvxRv/UVOj9dMKk+6wYrCGthp+S0t+wmn42JCwJnG1uGD2mPe3uxU/7m7MDaBRf18Cd2g3XyW5Hc9o0HxrT5Pfly+acWcVDhsH/MeXbzy4eduYMvKGaWsBvfv8SnyIGYwiOeY/1CNN7txc4ssUQH5qftJfrtpK5gqFV1VHSH43xjG9TZ29d3mtqVUTEfoVNLabRoaxLH+OC7RcCvc7aeBtiC35yzjV3JiruEDF+fcs+eaCaApoy3ftgVF0SKCAzK3eNW///TEjot7YbvBphXYs3WdqL2/Mrx7Wc/PYqfJG5q9mZLwbwljzl3jB1pK3aqX2n5Bx5JEfARCmT8VL1JJwcDODAOB/ySUjmKK1OH7NY2WwZskQlj6R/+60/1n3wt26jX1y24VTjGc70tVj+98scyPdvYCxdfUeOe3Ws9fV0VpTbiQ2Q1p0QLCRi92mCue7/tInm05Y8kivm1z9nNLpOm7acuq830dOUKiJvbPk+FX1diCArGtvGUHRHXZDva+aUZNy87ZYhafFkBlt0uj0vHRCK33xm3HDufgVcvHFDfXvZ1u9dXpq3LbtpXostRthAllGDY4cmxsmHZukKmFxsTfZ0l6VD7KFBWgibhTX9eQbP6ejmHBoR1XtlWJT8tbE805uvz6b7b2D+tjdly+roqy2xs9YcPcXGU34CnDRZWmM52HPXDdd+Meq9z++A9Y7WVigbip6fLp80oxq1jCPn04t+9/NpWDKEYRv1oxjaQnZLY2c43zbjObwvt8vA5fUZ4EDjbBQlRwQjnmbuN/YTOq2X/dtP+SpCtACWa5364eiUPHLfw5dGzAq9oPnG+H5gr+FXwrySgJCBeAuYjLhz9v5awkB1aCqCjt2mbagwlJ5rV1OphU2wQ6bOURB/lMd/rA6tI/qztmOyzjz2WwNmyb7ewKZrhZFMhfrTvqu1myP1LDCE/pf7iJWAexf3R94oQqustAui67434Xv5J7fMIH/v/q99lWAqnhd1JdU6JCfYEmMHIjWgQuKcfyTBYHMPCR5BTsnf1YT9oo6Agmg/ZgyYPvzH6MVut8xrN3SznK4KmAnthP1qfkvgp0XzUpEWVrGq3WLvQstrLbjZCZAXPaP0qlm/R/H58Pgk4rWy4jyAxo8BpVxl+tD9o0FA+txV3vM6r/jBqDCHbLR+r+2vZ773arhxXsxva+KnWS+FczaOH+J3PNPUWgkAhMs/jORjaNH+b+gidV9dNkl2znZ6j0enoqaOyo0eDS76XHysJUiMmAJnss/qobJGEv1k38JJIoIRFQf0ofGuToLTamMSmmjOyYhxfld//HI0RInmz9h1+PJqtgtN+oP8ef+RrIwdV1ryxfC+fKX8jwXbWGEL3rfsfKYYQR9S2io3ucdnnf62XwhlCsLxyE/ZTO1s6SEtDx7HyC2u0Ua42shc6a6o5JXTaTtOReBDJOTlkH4fLcaNxlUg+iuAU2QcenaskJIo72ozS5+9LSlhGqNJQWyvxiu27EguiHzbVnJE2R4MLse3C+bzwjh7MLTbeb9mDq4Pl0f3e4nz2A/z3eCYbI99S2rDX59lFzXttrP8tRc9e23h53W2msLdeCsfCvnR1DC1GbBsoqCMsicRr8IADc3HAfiS+JkDV6L2tjVMwFMlpiTfW98DxYjFVIjBKlUMk9/fOJSxlZ3ymNcZyI7oviouamqYBqV5Fd02pixW0lZxIPIh62A3QqZ/s9SPrz+OXFRi7r0bbBp2vZZGK8kf7e66JH6P6u9V5FO/aVIEfaQf531aCeK3t0nXLNmKzrvU54Sb8em3/wh/dg2KiI3y3+U7LpXCs7Ew3x7EtZ5eD6jVoLoTnOS4gButxsbYV5q7utF4Mse26REquI+2cEnob58pxWuEoQQl7V4eBhE1V8cWKW+P3GSWqPSYr8VWd0VUYNrOs1F+ibI/9TI7x+18rn7R33laihWzQ3jVd//xdCQIneJbAaTtz6R7uaq8ou2J1niJs+ojpHvzt45jCs8cYovBKvIgfMG+1FM4EpvD7LdpWcVKp0p/BLx2cZ9rOgwO2gYTsVc1D66HYBQzR03MQduzazpIHR44VzRWPvtzqmAo+ETbjuK9Av7cKz9iqzsjNS+yqOaM2k5DwfMQm8p2cOLWq4pSdt6+mUsw3y8NmeYsj/VJxfU+zUhA2Y21Nz4KnZunZ26F7+LdYCmcWm3jTCNc98M/9LyqIapVscV6EQDhwjgMKhOxsTO2IvBJGu2k8coSR1Zzx69BZtt28x2qVNPZsq9SvVBVgO0gyLwev2mBNR4temuMqb8WZuGmHEjqjpsDazLaKtENx7UCfvtq3934nQehqH6z5nX0VVfTyEi2FA9uZSnvc0Oe9DNjKH2iwzp5X2Jx7/Fj/r8dBU9nAWN5opmLkUjgtbVXoue3K2pmK1yYwqAkq+C1tFsEBBUVrx3ftfc0GRMWw2q7PGZk42grGVm3Cce5xWSJdpBAe0Z89z6GBUvWpe5jyv3h8NKCjQZZWAsgZzikWjavEiBA6bWZcRQ7KqQ3op/1hEBnPLPu0BlJs+RJZbV1iy1bPNoMgj/CX/eihkElxsngc5wOsuTvm8dQeapeeKoA10B7HIw3K1M5WbGWDUp7XrrS9lWNcOkleI9jBgZwckMhjN9XawgnYrHNWgsLIxN8OxzEDqdImGZ4VHEVyo1f7J/ugYBJu99EnVeGQvbpT/S6uClj+xPuhSo96fkQVI6hPxyWH9bhYYDvCMVr5K3vbHzH44N3njxw/RuBUZXb2wVrZtjibj82psXdqpyhfVBsXS5SN49VMgzNH7FvVd2zWp5Nzym78aknO73OKZ7RLP+1iV9lhtVCzRs1sApXIQR6mrNu0mVXb3ztOD1UPLW2oEmoqLvrh85rriv0kTmeO/+Lspfe6Wq9M/JUE6qg+z5T1vvp2JDeWHLSb6VPw9u6LVYm30Y81tdUmh1/b9fV72fhle2V6rRhC/GFApXC/r2e1m9qv1eDKGS7HxRIInQZGUgbSpjNkH9E/Q2K+m9eZ0TZ9t41dZYfVQvJ209blqKMSfftpXTZ+wMqfjHKczIlBa1sq8Td2vSM47tmvZP8yT2XXAFtMEuwtrtisJx2VUNoNbNJ/PftvOXaLQTm7uLBwRH1k9LXtdH92g/Sl/dfPsplZpxaXAdL1NfO+9IP+njXgHeWbrsbAspExsYTab5ZqdANJ8+khbKaqtxr5u0pQfte3UEb79d1+NiNhGuWyethNW9doZBQ/CeRyB3CRlb1RnLM4jwR6xM3c3K21LVkTlbgpZ55Cp42/ihqAkYBVyyd+H4OhpmNa2Pizx5C9sG1jDV6P/IgROOWnowbuz3CGAVLr/pLveOJeiwGXozxUv4iLYxE6L1pzBWL15M5MxKOE5Xttghtwnw93JZoWdsducWYFjDbVMZq6GcXpOAdr1V7zHEfJYsbkIIqbW+dRRZf9mmvzcMrGZsbilVHsVL9kCvX39cW2+qnHZ+Ad2++u2grZaI/2v3dMVW1dvV5+54edihHutVuL/yFu+rV31r6UXey0Kdo50q5WS7RdlAv7/Fl9Yi8CtjB2nBPc4UC/HLARO14aml2bqnYFClFLd9ivYXXE0fKdR8GgprFkn24TaTvVH2z6O9x7xL2s/88odmI/4+wUU9bz2y75rUi/UM5lX8WZH+usdlrXJR60ELsLH7aeETfhdGaxUzFuzPR1zxkihul0jkNpd+L6jpPNGG4ZSD5rE7yMgrscbO2f+omSqto/Gfrav6UxbtV/bQJb691sbXau1b1FcF+O1cKGcwxbHKNE7giO1ZyDxMSWVyP002xiZ1xykpMLTFnP2S4t+nqLyj2qOHPxT7lBpvU3xQ/lOy36A+fMibv4kLGIYIylcHKok0ZXYbNLI1PyYgSNmmTz6G9lOGrFPP2+VsjT7zW9qVbM05RRHNVjDKISnSUPdc76trEWOVUZWn9dChSX9+r1mgShvq0s2nt5DNkur/bu5bgkJvl4ueRo69eyj+onWWJHJSfLgb/W+ESeP3INRuKx3HahhXBgM9idG9fI/lxzrkxL7IiLcANe3+NztgFTxedxS+FQ0XlACK1fvFxCVC+J1/o6LcQ8CTW1gp5GT2vFPP1+1iD9nhHkf8edpBzGuo94vlf/q28fVV5aP2yqOaOq+eoxtGgHjqF2kB327DPZj60Aj8SEvnDUJilmaTWTYN2XxN1ZRbgocctmYJP+dbR/nflei1xOvDtzjXzXDy/57QyDTroG5dTks35tPVI/Ek8yDZiWuELX5I8zQueD7P9jdSO0qAAjiYroPJzD30DlwzhS6FQwU4+xh8hpU80ZNfVLwlo9jhyjFkMFWxmShBJkRT8rFiAxoR9d6UcSFzXoFc3Z9fnUf2fcICcqjrfbcJB+dqWf3ftN1KDsss+Ry+XgcWTcv2z/9WsNeLF2dw5O3LMVGf8n3rSwYWsOL9+Lz/4xMULnHaGzvmIpOjCN28UKQ5PRkHFN/ryMnLJS354eIqdMZv2GbMJx6fC8Xs+YlNfzxr4fRftCLz6dPa7um8TEnk8ZOe59TbJlGQYKZhNfIivQsRX5bIUS8bN2v/b7VHHm4EGGSnoNfjBYn4MP3j7e+/jikfhUa5+sfh+zFA5C547QWZ/IWxHhyHFkjL07CMcHYzjwvZrlSJ+s/U491l4ip81O6xEJe8y0COzCPa6qDWr7Qm+/F7dnE4PucYD/2dgICS5RlYX3+pyuYaY2jfBVwptChXy8ipp1suxv+I72PGgtcMrmEL+258GIfk68ivJpS7u29VoDOv5L4SB0bgiddZ1LI7JbDerxGdNc6tpqRCPGPflyImKdrvo29BI5n5kkuBHVfQSJvv3gEUcjq6A8fOuVY8ZMw2nbro/anf/7to+SgtYVGTMNrEcJHppSSN/JhUF0P6OKs237ayApus3XcQYzQNpyYAYbLI0qIgdbc3vrvQRX/2plhM6V0FnXyaKSOzlE/3UN6rCYwWBwj/NwJGqNnnpOeYmcMpV9rFlM0tiuX8ovZRkt3gqsrD+TL/YP1Nq1Z7094tqtMWxdJT2L0Bm18YzspTVHON51TKOW1Vn6Iqo4r7dXLddbC5zq/7R/u/av5U+PvxffssTp/txH6FwInXUdLULkFDH9y3zrcOix03PNtPkeBxQERVRxKujdu4bjn3uKnG+qry8iQddI5XG8+K4lVtkWOl8mktav2ViIvmPZd84cq3VVp6qeZhhot7YZe8djoCSPLYleGgKRu13btxY4FS/NYEfP+Da+G9MfxLss8bq/0Knl1nhUJ8YRIuds6yJh8GIMHjjv4xwhzCn5UeJY3w6eImf9LutyZnuJntXniJwWPDp/jBbrmFlx5sxxqN48z416u8Y5tzCM8k1b/WMGoTMqCSSuz9O/owa0S59SH97q23zmi4sGiqLburQ51Zu+bUvfOY5vlqpO/xkiCJ3VjiZC5JRRpgODARyI4YBGu6LK+pVQ1berd2l+3TVG2EhEzro2usLBFlP8SsIQ+UzlRTy3rvBxpt+0rOocXeiMGJST/bIZ4KRv1vb7iPhk6a8UW1LJF89b2cyouH7Z3nqt+FRrI9Zyld+DoRUHsqzVidDpXm1a12miHKQMtBW5OQ5YwoF9DkRVcij4sRnRf+tsJfexOsKjCBuJyFnXRkfacfkdJWlK0tfB/EjvqbyI5dSSX7x+jL36YNRGOet+PbLQKVzX9+v1HrHrMc+9bUF0H7KJ+drj5t0ulsdvKXDS3nDVksvWxxI/vfzb0eP6C50vnHPk1Iev74BHG7Lme0xtqW8na+PA8cZrk+jptxIA63nkWZJfP109AlNETgseHT9G9BpmNb7zym8l4lB5cZwP9TaMc13FUJvltKhQGlnojBroVNtdbXd+Z4NdZN/RuRC2bdrtKP9bCZyagUlxUmxbH+UE3/u5XcTTVss4lPjcV+j8ervdphU6P1cHGRFOkinrP3dKjBR4WHNAokZEXy5GXeeyuQcJkV6PepEzYqQQkdOKS4+PE1GZW/pIi2cGFB9zwMZucR4rHOW7WlRWjyp0RgzMybZha9raACX3kT6Gqr7Y9m4lcLLETWw7W/nRmY+jwZeowb09m+sbT0jofOaVKGc+rjbtqOuQSrD3Gs3yc0aF6tqptp35/dj4RyeJdiNXnva1j93V7bAcm+O1NkyBUORAgKX/fHQs3ReVVfC/to+0/H2LCmv5TQ18jPQXJXJSvNDW3kT3F/mXkfpJ5ntpVeEu29HSB3Bu8K/hQJTv24vHfYVOFTVOJ3S+qzZIEZVKIgSjvhivGuPFb/f5E9WHl4ZdAWJ9m8hoez7q7WPE6CAVEhZcenyMiLZc9pGo1wqsGER83P719opzeGOYZefUqL7b+3lYFqOdTWg9RbN37nL9PwqcNEhqE9O36w/evonj99G24nHLYgZfoVOFjVM96iuVoqY8MOrbh4HAkPfVTlH9dxkQ2vVliZCejz4q3RE5/ftc1K7Dy34S8ZqpZf7cwSfGYiyfhoDzQ4CIsCNXzyG7Sv+Ix6BF3HeVI/wud1/2FWXi+wb2CMw1a0u8bmV7fPvUe8+kOdux69eck0GICig1NZ6RXwwQTsiOA1HLTSydhV1i88rZoNbjvLxvr9dMM65vp3s2JXq9Wi+erI+LOO7Lm3uc4n++2CtJaeHb1n2M9/cTRWZo+faDPTvTYvYOfeF+X+gRH5ZKatN/9/o1n9u2h/jdql9K6PRrTxU4TvOoBzJ6bReSs/o28+s8XFsv2LZYchx3TwAAIABJREFUf8TWcHuuL1I/ACRxLMJBMk3I1+aMJpaw/qYvX3qx/zNcZ8skJcL2934O23iAfn20Twv33rnD9bdtQ9bfxN4ctTc9f69Fnlxsm+8ggneRUBoRtX6H9RZTH1Q9SnKPke3ZeLa89labqNj12Y/OFrR+KQ/da3FWns8teTT6uVsGOB6ckcApfz16u3F/tHHhwKhLTXjYhxbHVCxS2opnfyyEd4t25pxj4M4gqX8fxQ7mwrjVRl6ymX5Cp3Zcf+GcR6c4fP3mGuqQUVPW146SNcVyGQOMcx/t0WITFVXE2fHjtbP1lIhad70RU8IUcNZeJ7/fxnC0aeqq3kFQ2G5r+sDYuLRMUtYxK+9/FntYbiW27yH6/8w/+uNxPBgkje2rxCV58FZxgPjfwl74CZ1T7LhePy1THTF6yvqSaCIepfN5jAGGOXdbRFUYLvuoXtutp6sRKM+p6tJPdY66dowQkm2F47r7rcUr2+9HmqbOYCDczta/oq+nZZKy9oW8/5EssvxUrG1iCYcf3KMfHsdisEHSly9ffnv16tW3t2/f/vH3/v37b58+ffrp7+PHj//6/+vXr7/pN8+ePYvtr9F+kvPtt6+KBFot9eEndE6x43p9Qt9iyvraQSkpZSrefgfFeIGNONCi6tp2gwHv3eFsBn4iRv1scaV/FBs50jR1v+AIvhS+8NwHFzTQ1ipJWcervP8usDBQF9t3WsR/cP24mJgRK/XRjmeBPH/+/JtESgmZnz9//lb7+Pr16x9i6Lt37/4QShE+KwtCeoqfWgqddpv2rn2OZnQP/ZBosL7p8++zOE9Ghs+3nUX7c4z8uLcQbyT22QZIz52t8dtqexi16RAV7PZ9bqRp6ojg9vzAz/WNacskJaOAkeGa6FMxfSpDMUoGvnENx0XXTgdJJWyqStNC1Dwiiuo8b968odJzFlveqiLeT+gceiMi3Vy9k205ZX3ttCS42m1yUo+NBb4cg3ao4YCSu4jqwnVftF1zy7uKU/pp/WZsUeteYePsbcIo09T9giF7zGvsGr+lPc5yQL5wlH6+9rc9vsePxfThFoPcPfKRa/4ugnYmcKqiUhWbUcLmnvipilGJrCa6ylnfxvfjcG8ldPr4y+E3IhpjyvraOUl4ta0ii+tAGCuwtuRAi0EIrQVoeQ+3m3cVp9b6rL/mKOdnca0c40d7j5IEInB+e/HixR9raCnpKeturZ9VeaF1tlhry8Dm9WhHouz0Oi7l/c+VZMxI+OGDPPtRxDrhcPtnbveKR0ezQCQoSljUNPIsD12LYg+TfMLTJnDsujZqEUOoWMlnacahNyKymbKecXScqs66TowR7B+/qOnTy4BO/c52gCGiilO7tte3d8TSHbK1FtfKMb7jOMo09QkFTgmaEiy1UUBtFYc2H9BaW0pQdFz6mIE9zGxjWiQpSz/J6283tUFmjoxybS1m8sDv/kTPTmKIIm5mETa3rgOhc/D4Qb5B/SXaztnn18UHR+TZzivObR/eZsp6i8Y+Si52mC0k5nmUoPXofbRI5GxL6lVp7l3FKcv4sTrZihKUOxppr8b0KM9rvjdClUsnyYkFH7QzakT1hioydB6dz+K6OUbCpKeFfzwat87wPSVsNbab3z7Gj/U444WIHvtuBzGEpqXLJ/fy0EwR7FtCv2/pN1poX9pE0baQqPBUxT5DPuqnrIs0EVVMV52HRjJt1wgspODZ0mBwLDs+RYluyz5pL8BpMyDvh81U9agpz9gxuz4iLJf87e21/JrtoIIdtoa2XMlChLC5lzx9+fLlj6nvJCwDJiwInW1toE+yltKONbEfUXFJb76T6/3R7zsQOLXkTKZp6XuxwvJzzQ5p0ucNYy+u/0DM00Lo9JkFMez6nDZT1pVsZXccVHVidGdxANEVavZl9DK4EiC9HzbV7FF4S7yehcOe96nkuudpfLp2n/V50vBLU74kMGZ56FqozjgQ9Hv2W49jI3S2i90nGKRp6q+j4pLsuR/Xt93Hkwuc8reZYoCzsYiqT5v2fw9/yTGftmkLofNvf3t6HfVtM+T6nC/MOmEPDpWqTo+OwTHrjYsdhi2mKNknK1Gl8zaDPBFBNNP77PpI78LGoBW9SgpUtZE5sWG9LYTO9AP6Ef7I4hw+iZqdn8gU1125lswz7Cz4wzG2xcsjuCQWOBUHaI3s3h8Mig4YK+zZ4RZCp08ffuddWdTi+F9MhE5Vx/TiVCXIMlWGYHDPYPX8ebSAYz9NXaNJUY/65Tqipj37TFGYzwb0MOvgXpLiE9g054HEw16mpLE50YDJS7TfvNfHZ/mf4vCeY63M195iyaJZeNv7fSaOIXqv3lwKs4icA8YJ92x+tNDpN6NLMxyHemjtO5tgo0UV2VWHI0HWvgLNBker9uA4c7VHdGArI2s/WPAyyLra7KoelRwPWr1n5nuO2rpeBuK2/Fri5ORqO/aY1LDellG8eLTPRn0vypZv9e0ZP5Mtjmrb2c4TNfg6I297vufE1dOaxTHSQzvBY98GjRX2/In6V6R9kA+1z8GjlosLSvW/72Bs1xmj1exaQqkSzZ4kdnjudSY+B+M1B6KTNHvhLbJUvn5XdeEvobfWBh35PTaqvr9HByBH2vXodwYTOJUAfPz4sduchvW2Bk1eon3o0f4/6vfwa/V+bR0H6n3Pvm5Urre+L9m2La40/ky+VAOHIz00KyUj1lxTQNwSHUP8/e8eXPsUpkAGnchmbbpiLHsTOqWGD76RA8YtwLgV/rd4jq7itDesWjYjYrMhmVSbXdWjKtd//93Dic11zOj+YZnQDCZwvnnzppup6XuJF1PRBvWnEt1kby37L8fax5PZVD5+WPEZvAODwoGkAqeWfullmZq9WGDr8/fv3/v06xa5Jec835bRQqf9snG65zdB+mPIaZ6bi2C9CZ1yBolL+c3bB8N13nBlxix65F6ikS0eUdPUZVBtpqrLsZQg0vMZu1TPtV6TvqTJyZW+P1LFBiLnoCKnfNp/+S/fbv/+79+XM5IIx58fBvZxRL2vsI1r2lwPnPXjbG/Y/s//2YaDD/qR1uEe9UF8MHB88IDX/4qNozfjtp9ZqWnr0gaHedhWc4oIqnSKms5pJTJoFJ/AK6VT/JfxOGpkZvmeqk8i+5n9qJHWBY58qBS/nuNR6ztSZV7XVr2uTzaQwPnq1auhKjbYfMjAflrYYI5RZxvBD/zgABwI5sAIu6fvCbSs2U1s8Ed+GT0rRBqAvXYVuRGwuwZgX80pw6mGjla0awVPkWWwKYImok6wI+SaDzqLyKpp9Q31aTsuRBtRGzsXNVVdeNthPd+xogcAan1P+b39chDN2n7EhIY+edA3Ybua9Ts4CkfhABzIxgFN5R75QRUnfe5ffS5a6PRZ2iy6CMlV7LTbaX0d3KqaJqryqSSKtc8SZ20FHQLeNS94X8+JyDXE7KdOv3C1aE8PrnVG6jGPmqo+UDWfCe5n2y6qnWp9zfL36s8D+B1NT//8+fNw+Yw2TGrC5bPc5/u0ExyAA3AADiTgwKjxwDLAITYwyK0ScNU0voue0Ww/01L2MzpPf5q5G32iDTm0AYiPU1DiFr124DJ5vPKaTYl8uODFsdmOG1VRqL5jX8XZYoTIxr4Jiyv25Oxv7NdZmac/R/aNs+26933xyn7KSXibj7qhgBIaTb13i5Fm81/cL1yCA3AADgzNgRkETm2g9Pz586HbkbjnojYWnYvY543RMy6NJM3tw2gDEN+OqgbvbSMI+wo2X4y925Dj52i/yF3cfv3V8p5bGE2NRtXfQ+QajwNU9JlgfqXdevMxEjjlG6/ca6LfaEOBEXdMlcD55cuX7tund35x/QY+LJG9oD1pTzgwLgdmEDgVG7x584bYAL+yz4G+l5XTfQ2127rftPVlJ5BoElURtVc5c+ZzJc2IDvudeNm2vPbHSVyM6j+qaLZt08jd1Mtwjs3malHCspbLsMV8nuNFBhRnfMi97w6wDrQC/ZEfEnDpk+Mm5LQtbQsH4AAcsOHALAInmw3Z8GX4fhc5k9l+Xf/hdlu32YH4UZIuoaanjYkkKv3lLyQ6j9qV//tzJFLIsa1kfldUx8BnLcUhI13fLlHC8gCilwneZ9ssUvy/J1qe+Z9t/6rn+FnMb7dvo28ooPVFm/D5QltwnQZ2HtzhOxyAA3DgEgdmETg1a0X3is/F5x7iQKTeZTv7UhyXLjjMw3d9zrXjkHDY08ZEAySlhzrkup14n8eZRRlLiXp2FcwSGmVboh+vTfgeKSzbYZ6HsxH2o7fNhgao2B1d4FR1KrumksSY+JAIG8g55vJ5tDftnYgDswicxAXEBKdjAuV1kZsF2y+BpVx6mIfWsLOpfjpigNX4PSWoTF8nsDjCa4/vaHOSM5ViNd+1FfRbrethU5keJSwPIHyddv4W/SSyX9T0qfLbzndSVzKjHUVHf7x79w5fZ9E/OQY8ggNwAA4My4GZBM63b98O245N4vdZ7ILylKgZgcoxbHFtVajkJqzGCp1qDCnPkUp3STivPLP7unUH4nhHDJLK0K/w9cpv7CoKtbN5i8dzEyMfKaAxVf2aHehpsyEFOfajrNdwO2JzVt+ZJZnRZkO6VxMbssKQY1IJAgfgAByAAyNwYJaYQIO6Gtwdoc24h0a2J3IDWxUP2saeLZacc9UO4oVONYgqyK6IMi1+gyhh3Yk43j2jFDUIoE127l3Huf+12GxIhlEGuf4++hSW6+/bAruIY0QGDRY+RtcbgYvDOWZKZl68eNFtO/XKL67bwF859HvahXaBA3BgiwMzxQRan5uBT/rBVj849VmkxmW/l0yrfN5N7GwjdKp6qpfqHAlCdlVvJFYE6dsciKwotKs0a7lgsc2SG1FrBjNVfZv3j+xBVPtYCJz2I6vXMHuE6cb/Z0pmtFv8qaB1Ay9+TzIEB+AAHIADI3NghnW5VcGpjYaeP39OXECsY8OBKH1L+ZGtPvXZTW1seOA2Qqc6k6qootYwqEliVWEnEQoDAAZeHIja/MZ2LY9Woz42Gw5pFKzGLpz5LVXh521H5Ijombbc+q5tvzqPVaVdmmENTiUzStrw4wgTcAAOwAE4AAf2OTCLwKm4gJkd+zygj1zARsJjVIGGfXFFqz02XGVQ7YwsBTc+AeilqlNirH1pcDzeLdqYcz5u56jNb+zEtpZVnDYbDqlKe0uwsv5MtoM+cA4DBQk9DICJK7rOjgfBZklmmI7WIL7D7p2ze+AFXnAADjTmwOvXr6X9TfHQvRKfExuYcyCyiMZWmxpuE6Klemqzzt0VA91LVaedSIRhvcKTUX9jLaztHc+utL1VFacqz+v7TqSIZrsGav29W+DnfYwoAXqvn5z5vON1OGcROJmOZmAzvfs8x5/DttPOtDMcSMuBV69eTSFu6iZZuoa4wCSf3LNnUbPR7GeSDbcJ0VLolHihHZPjjXAvVZ2IFvHcaMHHqHNGba5ix9uW63a8N7FNUcsDSCzrWAQzwfpsP9KasWdExpbftZ8qEmZb3759O00yw3S0BvHc2X7P98P6fhO7TvvSvnAgNQfkJzUgOMODpWuICUL8YNT6nBJUbe2rCoqGfWj6etuqzpaJ65FzSzm3q4qzJifHs+3svnhKKDnCudrv2IltWhOzxUN2yWbDIfXfWjyP/F7rsvTExQzXGhUUHGm/e9/p2AcwHY0AH7t0gAP/43983yRTNom/8xj8x3/g/2p8qmJDeDcuBv/3/367/bf/lqKPaPPBL1++zKBvsjZ3jU3it+f6a+SsQdtls1ouSRemL0jJtVn/7mzHUDVPlBBxL5G99z9dn91O1ec6zlk8+X5efCN4brcupETGVg8tiFzfjpGVgh1X+plgfba9oqqa79n1o//r1PbPNB3t3bt39fbiLIf5/liYR005O2p3evqefXXJWNx6ZCuiNq/oiVMjXatd4UF1v/j06dMUAidrcxvkUI/sFv//uT9G5TUaELPF/lWrZD/6vKrcsqmgOtsA2QNMiUe2i75ak5TjneVc5Pc1yhMRtNlNVX8bbXwW57NZRiNyvUfbkbXx+3IvSZ3WkI60E0bnYjoaAX6PvG1+zREDkRFxQPQ57OKOLu1tNW+j24vzxcTjwjlR35hl6RoETuKfapt8NRaPyjtt941Rzj3NQ1NFbdbDO0sSiYjZk19bYs0Z0J3lxQjfjxrhsRsxft7I4mlEqb5fRE4dUGJscc2zHEPCYQ9Jlv1oaQhPZpqOpmSGvmdgL2exPY/uU4NVGtDuwT5lusZObWUK2yHOZWpLrsWuPZTPJlnu7OXLl1NUcGqtUcVAKfr2I3/D/8drJ/X3CB1LcYqtbWm1PF0jqeF2a7MxkRotSgm/6syZmjqeYfJ2NlHrcdrcx8dmVsdq2YxIIY2Bj+P2QPa9BxFB19hpda6EvxkeVGsgbrokspG+42oMmu13spc2scd8x1FxR7b25Hps2iTJ7D+JfjNsNKR7ZPNB4oLmvijKpttqUZrFrSLH6R6athofeKgiLXMynGgKQpP2acGJns+pSgfvwPHDB6t+2mpER9WjNvcQMZKm9pSNsh1Ns7l/Kxytj5N9WZLSRzudpq61KWd4aOMEqjWMbKV1Hx/heBH+utiaUZ5HaPcW9xA1y2cUnvVyH7YCRFVcOMM6nAicxANm+aOFH4gqbLLdM6DlMnVNxdU2GxOpkiZzsKlrQ+Cocr6pjJKFYds7RkRgZifMtBrNsVkmI2oUTW3KYMfx/t/LVFDZ9b1+nPjzWXZSJ5khmXHvn73Yqoi44ug5bJOtLm3wJV72MvB3lAd87/t01SS54Zs3b2YY9/ym6fiX+l/imI776TjWUf+PKLaxzVemreYsCqt2PY7fmChzEKD1+JI4MwxiUoMYJbrZJBmtpqpLWLWxLapojQq0k0xH6qLvZ1+GRJzpdJr6LBsNIXAm9XEjJopMWz/nR/GF10SWzPlNVBw12nmS9IVZ4gIN8HYRA4/oJ7mnfe5F5f52e3HoXt4VwW/WZ00p/RRuUESWrNPXJXR2un5beDvOaBAjkiX1DRtsW01Vt1kWQ/0wKmDWKJ0N5uMfJ7Jdatrfrho6rE01bXuWdTip1kDkDLW5mWcS1dg5j99KrMMfnscgclDWo9055s8xZ6Jp6jPEBQicxASp/U7EtHXlorbFdq02Hk6lq2oXZJvKq6OBkRoxa0Agkcmmku58kHQUP77XBtsII2e3HmerqepfTBxVBNYlqO9QEDPB+Iod6UEs0GDVlXtr/JtZ1uEkmSGZCe+fiumKvef5PhaInNf8Rw++Ee7f537BR3mgrdhwjVO327cZpqkr9gn3CY3jPe63szhI9iCiQM/W/2rpOB7/3IlJ01tjDU1EZVxxWmeeETpjeRDNu6vniwhibQQ3VWi3eKh6tJ47Uc6k2IQkwawJdhb47x0jaspGaZerzx0OUr169WqK9bYQOA3s417/5PP7vofpxMcEHruB1vvtMRpfNbh21Wfxu1zY2U4bvdwPnj9/Pvxu6u/fv7+MT/qYeTQbN/v9RGwuZz/AQjXnQg2Jr+pUQhqhjp8NIhA6cTxrgx7BU5s1gFrtrPbZJOj461/jAl42HDrezyNE/rN2ev39RFPMjvYFTVPXGpWjP6jWQOA82ifcvhexgcDaJvX2XnZ+Hfvw/jEmvbUz17sdZybi/+i7qX/8+PFxv8L2gFEmDkTkQbZ5KdWcC5FTLzXNNbaqU5VUEcQ569QROjGuxbiKo2f5c+X75Xx1zy9XfTrirc5pw5fIRNRGVLa5byv8PI4TMYJ5pb8sf2O/nk1IuyrQH/1BtYaRbfTo2zMds5dq9KVdi34tOzoTJ6zuNbqdOJ9PTJ5kX4bRZ3donVEN8GJriA264kDUvgS2dohqzg0VJL6qM+N0IoROnJCC4IjkyG4twY3u7P6RzcBIBM4lObDDe/w+Eik8l/Y5+5xkitmZgG30REbiLdUaJDFn+oT7d7OuB3/W3nl+30r4m+U4UYPgnm3Osb/dbNfDuxwXSvz78uXLsGOfCJzEBO5+3tP3RGhVtsvGUM25I4HEV3UqUY2YFnzGoSN0XnbWXRuypZGMmEJtU6LeYj1OjRLZcCSyolttanXdIx8ngvtn7PHWdxNNMTvKqRmmqZPMGNnFke1L9L2pQiJbjLll01p+Ft0mvZ8vcnC2JS9GPneiCua3b98OK3BqaZ4XL14Qe/du82a+fg1qRRR+yK/Y4Uw1547QqY/fhO7ArnU6sy3ijdBp2dn6O1bEyI3NKHKL9Tg1SlTfplHTABSoqz/LUVlc9+jHiHDmtcmT7dSOEF6Mvps6AqeBTRzdtrS6vwh/XmvTWv6+w83bmvpyRE6fqeORfSDJTJCRBz8ROIkJmtppy3gjYgkv2+INqjnviJz6l1RgVYmFJIB/CBDZphUhdMa0fRTHzpwngos2ozZaZiLyoWpvG16okjUqqLWpmrW5byv8PI7TQxVnh5sNqZJh5IeSGe0Ma2YbPLjNMedunx4Gb6L84fo8NrHIPPxC5IyL3dZctXhvKyZU8V7rV4/6eP36dRU2xBNGuRaxjw0PI2Ye2vpiqjkPqCOqFLMhyJHjZBtxR+iMa/sj/Ij6ToQxs6meeHGgD1t+xcYeRK9p1WHlX6jdVb9Sm8jeWSQRXsfotCJ35F1TqdYIjI+i/N+I54moxPCye97HtU2sxo8Zs+Up3vwY7fhJ4kENDI76ePPmzfh2YEQ/yT3t8zZi9qHtAEyLmZ6WekPYsSSkfA5LurOt04nQud/pRzWIEVUfNtiFGYHb7aYqzq8mdiAySbB1GuP2hcg2uZo0/fprd/irmmHkx8uXL7trExMbZmO/wS4Sx4jBy6u2reXvZPsj26H3c/XgK1vyKfO5E80EGbWKU/eFPWHwc0gORMxAtBt0VL6uvJ3HAQQElM1afEcCHFW5RQhNR50xQudcTusoL65+T3w60g/uf0cDD5EPrdVrcd2xFYNJ1l4yw86qDZbH6aGKU/5gec0dvB5911SmoxnZww643Fvf27xexZVXffbIv0PkPOdbEDn77EeJZoKMWsWptbk3bS8+DlxG4EBErmRbmEM150mVRGsA2lRzPSK8yJRpQyIl2bqmR9fN//vHyDuhsTFi0TurfzHhfuS6jx0KYyYYn7VBPSRtdqObYfZp5F1TdW9NuHqW23yfdlpyIKISwzt+sD4+Iue5PqJqQOs24Hj+mCbi+YhVnF++fPmmgV3iAgY/h+ZARL5kl+9Ir+NxEgEtZhozfV2iYqagVKIrQufYTqyfdTciR2hemzmtyArtDqc3m+G8TOzvvZY9U4VD5iTLZlAg1G6NvGsq09FIYsLt1D0bduZ/Ef49sy3durYO7WtT/gmvLRz5LC8uiYpURqziZG1uYoKmNvlMDFD7XeVM3nmsrU9W/s7jAgI2m5AcIVymkVNb8oUm3tMYoSOc2vuORlC8g1WbdYEiRU6bKs7IzR8STU1K3e8iRiVr+5PdqGaYvR21ipPpaCQzqe3Znl9fft6Dzau1mWd+T0x7zi8gcvrHyGf4e+S7mkG0tAENX48YG7x69SoNvlnamesYOFaKmJFol/cof+dxEYGXYdPXI0h1xFnqO6oubegkObej8YwQOW2mzUSNzthVcUYmBzZC8tj9vIcqzg8fumuDUas4mY7m6HeIJ+L6eQ9272gsavE9RM5z3IuMYyzad/ZjJFq2aMTYgKVriAum1CT6quaUVsfjIgLalEjrA54LFK58P9PO6zZClT9mV3Ce+Tf9iJxRRsumb0fgugzmNS1xZh4fufceKpo6bMcRKzWYjhYQ3xzps3zHxq73YPuW/szztc1GiDbt0gO/ETn7quRMVMWpzfpGenz69Gmeft+DbeIa4/gYUXhnV8358aK+x88WCLwLERW0Q2aWNeQSOc8Q7GcwoBFinI1AHiFy6hw2TiMyMeiw+s8M56Pt1UM1U4cV8yNWaigpYzqakR082j/5no3f2cOxB/vnKWyuj72HE58/5eG///u3m+JExXHLP80eUZxT/rwrfdZtyPun4qv2UUjEYS33MspDA5+KdzLhy7UQp4RywHtzbPkSO/ul/XR4VCIQs/t6FqFTYquuxY6EHKs1lhEVHjbieITIaVPFGb3Zg93o17j9MYLntUlXh1Wco1VqKCFjOhqJw5AxTg82sNaGHv1967hr9PPLlyku0Z/ivyKOFkE0S+HGUb708r1EseCLFy9G0Tf/uA/dz5B+YXRbxP3Z8Vb2xdsW2uVBKkTkYYDAi5Dd1zUS762iHyGvRmt1LRiOMTCISHxsAi8tE+H5sKviVEXekb5k8Z1kI/cp7UIPVUwdVnGqrbVu5UiPjx8/jmHX8c+045oDPdhBC5945BhrbHjfpr+oaELx4a+/fhdCNStFQuiRNuQ7P+NkWwVVzYf3798PExow8MnAZ8rcpoXf8rbPdrnQ19vt5q0beGoSqY4tIN+7d4IsQmcyZ+qOewtDEnXOfkRO7w7fZxWnTZVsdUCbug8qgcqeENmNXoa1paZ0j/TQ1Dqmo5HMpLZltXFBhL/Pbmt1fTYDr2G2dmhO7nG6VIPKf5ep8VSA7scyyTit6d0jPFiHk5hgSvu7Z5dlZ7x9vF0+FLVhsbc+keb4b9w7QxahU8HyXifg836wiUh6bIIvz07eZxVnol00U9uC7GuF2Y1chtodVT2O8mCjIRKZ1DbMKqaimvN7gqZ1Jq0w5TixWBbxU7GrKj+z+3dvQUDHTzajZ5QBUMUFz58/j+U39gS8s3PAe1axnb702VM4mPXYEkxUJuvXUbMIndr93fM+ObY/voicslM2VdjRCaQqHOgj9zFQpWtEklFzDrtRy/tYGHJFgf9ID60tSl9yjFkMuUc7VbZThM+vsYfWv1VCpkpA+QLWlB/Tzin2Uj4ibntPp7Tmp8Xxks3oGWWqOhsQVvoa/P6Y9tY7r1LFvmy6DX+0pCQPYwT81+k5LN9lAAAgAElEQVTMIHTaEtGK0BznjGGISHhyV3JqBzYbzkRgWQJi+t6xNvMecSztcfW50ypOrVE1ykMJmZkNsLIlHIc28eJA9GDcVdt45Xfyi6ruky+2iTvgoRcPvY+r9tdAsPggXlzhUw+/STijZ4Sp6qzPbZQXefdzjt/GR3lX0NsN3KiIiYcDAlqn02adv71OnEHoZH3ONgZmjxNnP48Q5mwqfr1GY/qs4lS7nW3r2b6vJCd7ktJpIj7KhkO6D9bhJJmZzpZG+P0I21tETYlZVGkSE9yLceRrxfvsA59n+42dGGDCnxGmqkukJS4gLpguLrhnP9f/867mtBu8YQMiB4FzeUgbEWVNsPI+g9CJ4GISHDQxqEoOzgZVZ79vww8tA2H96LOKU/h3OMU5nN+q4DjL1cjvdzpA9OLFi1GKOL/pXsJ5WXw3z2DfigPyH5G2zvJcsuuImvSdmr6jvElJumZS9FzlaScEmPFphKnqTFNH4CQuPMAB72pOuyIQNiCyVk9WxxPAZk7kybEyCJ2Movu1ryd3Iqrd8oqcNgMQ6n+RgXKnU5yf2C1PXveQxNs58FDb8+7duyFETk25D+WkJ985Nm15lgPyI5bio9exlEhpTU2bGSHw5CxPZvi+uNWj4CmxP1n79D7Lg93UHbWKZFzN1ne6ux7l9l5+X8e1y3XZgGglSnq8ldDptyFRa6FTU0AwYP1h0I/I+ca4U9pVcUZUwy4dCVWcj/tZ9gQ+YQXGUfvdexIjhfbz58+POYQ/A6OROZB5IEjxpBIoBs/pg9F9sBfBUwPryvui8blzvhFmebCbOiJnpj6V+loiCnzs8l3l/DycEdC6guMKnTYVe6mcdmoDcyfYOHzdESKnppfVX+tb475pU8Wp+/Iu2V8KnDZYWrRH3mNEON5lm1x5nWwdraP9c4QkRiIn09RJZI5yfujvZdqJWsKmBgztkpq8Pqo+HuLeIjCUn8667I2qmyMwOHGON2/edD3Lg9kdxAXZ+lT665EdupIDHf2Nna70zlhD4HA7CPjuvK6R78ips2uiMvKeLvC4ayQjqjls1h78uNOfrnxsV8Xpvfjyun91OsX5LgdPBNGHjuM9hWLdJmffyz5b33PQ8UaYqk4iQyLTa/8zv+6IQc579rFMRSdu7NYnmHMyyJedum7FyYorWuZW636UcDBAO5L3+mATQuKCUzYho51qcU3eGoLdrLcvV8QCfnMNAe28rjUCfAKblkKnjaDlg4sX3r0fdx08Wb+3MVKWa2r0WcVJ3zpmFyIra6/0FbuRyWN4GNonTfPu+aFExs3vGuLMNTrFRrTRU/63sJdaToQ1Np+2BfzMj4kGtltXQNutVWeKt3Yl7/XBZkP4XOKuixzwrna3ixVeXZPs+NUVBHyFTpHiSgJu8ZtOp2JOa+As2vzRMWyC9yv9bP0bqjht2sI0ODbre9GVtY94v/X/hBUYR/DXWlW9P16+fJmTtyP3Se4tN+eibKbEVE1HT7aO4BHbx3cuJr8j931VQbda+zvhjJ6el7JhsyH6Nza+ggPeM0LslmlTgROPQAQkdNpVla0DiqjgdZ3IJ1wQGwN2x4BFjErbTEd7adA37fpbZAUMG3sdEwqE09oeZXqftALjiH18/fp11xrn+/fvj3Fo7Ud5D24jc8B7DWMlKAlFmSM2j+/ciRtH7hNn7k2DlpFip+LOM9cX9N2e4wPW6KafZ+xTXV2Tdz5sMziqPXGku/EIRsBOeFk7tEjnuxQTOp6S2ZVhWbf3lfcRIqdNuXntDuv9VnFSHf04sPceTVzat6uvO072JRL2+tA0umfPnj3m0BX7yW/AtXcOWMeJGujWhgSdVq1PFwP2zt8M1x8ldiaNBXtdr5vBTwRO7L0BB7yL6jQLxMbOvw7W9zjdPxHwEzojRKytpJ8A16pT+h4nYqMWG9G7dvMhuz7mPWq17E9JR+6NHI4dt73XhVm2yZXXnbej1rPs9cFmQwZBrE2AadffuR47LBWrXbFp699I3JSvt6m6sLs/uHINS83AUf5Q/tS2yz8N2pU/4v3vGAsHr5wr8Sw5Tfnu7aHBTy3Dky6WxV7RJr1xwHtGiF3+VKsjIFpWIGAnwiw7iMgXKcqUwLfjqZlTOT2NkJQ283q2WVNDpeZXH1RxLm3CaK+tknQv/uu4diOR4QGgqiB7fbDZEALnVP78qm2vEWYQN8Ntcginr86O0LIxa2FUs3l0vFnEUN2r9fI5iXOqHuMDBj+JDULs6FWf3NvvrGeErPMxm2Xv5KuZsn5VSTH4nY/QKXKsCRPxfpaApjdjtLzeq4HsGf7YjcK8uNjH7PpV5ICBHW5jJmGFx97O9QzX977bcXWTdh7t9cGuqSQyJDIHOHBluhni5th+1TM2VGwjIVTLGqg6VOeyS2LztIsGN9VP9uKCM58nxafHTQlZwuaATyjxNc957EnmtvDWmeQrbO6fKesXhRSrn9kJMktCRFTsrR124pFHo85i1enaHUfiy7rdPN7bCN5X1uWkinNpB0Z77T1NwqIvdG4HVfHQ44NdU0lk8PMnOHBUjEHcbBevRfpvT5Hznl9VBaRm/0j8VAVoUnHvsG1RjFK7nI4wiWz7E+d6+fJld+EBVZwn/MIJLmTlKNcV1N7W1etLP6G4w4aLTFm3UisrjuMjdNY62iXhjr62EbesyM1xtozE0eTmaJtvfc9m86FPF/qUXV+KrOK0M+hjc16J0BbfMn2mZHGr33XyWY/rbSnrUvLVM+5ce1Bg3kk/dOfDkYp4fWeEmO6//ldswyPetxI593x3qfxU1XGPwqdi4KuxdtINh2ST3rx505XISRUnftXdlz6yraP+/8qMkD17v/W5jY4g38+U9QtiivVPJOjYBmIaUYwUakRSm/UYbXGwxrX349Wsx7VliLY+sys1P2Oc+q3ilHjXO68irj/anm1x+95nur4IHBzP0eOmQ+yaahw7OPKr9/4xzPXfm26mGKHXwRrdl5IvCbSl0qTXe4nsh9lEzrWflWBYKj57ac+rVZ36XWTbnzhXbzM9JMpmxZLrIm7pmgOyU2s7bfneblYcU9atFcsLx5OY89mc8C0Cl14CkBOO3bxdWp47ohrOTuw5Y5z6reJMHNSm4b73qKGFcx5ArO6qTOOfF8uuqSQLaexUS99+9txFBCy2T0JSb5umKd6U3ZUwu1c5R0z6WOjxTlgLxyyf1eZq++yVnopd9ri5xsMusX/c5mftxe32raeZHmxESFxAXODMAdmrtQ2zei+becFGbfyGKesXREmPn/gInaqqsyLdkeMkXk9mg/xWnaif46gE/Eg71n7HZprbUeP00qxto8W0AYQxM+zvObR1Ql7LT4/f23C+mS3pcb0tqjidg9h7fZL/NeurJjZ3uXa7quR6GGyToKXrPjMjBZHzGE89fGLUMZUQK+FW/JaRx+LtkRjGbormsTY/acN7Ejlfv37tgoGJ7T2JO+ckzknJAW89wc4enpkV6qHvccx/IqApt19NySyHHz3NU4EGRjwnBhJiIgJPOw6oTzx62C33ENlXFJhnDMiz9V0lqRGcrTmHku5suJ28HiUFPT203hZVnAT/vfe7ZtevWEA+yC6RsLeB8o+KJSRg6Vqv2GhEzmPtcgXbrL+RaC8xPNPAo7h8r/JJ/D7ps6O/38tyNlRxEhdE941pz3fVLx/xHbKXNjbx1SMRgf/HIfDCXOj0VtvXZJVQhHhj1TntjxMh5Nmtz/pol3WqOG2cgD3PrK5LXFrbmGzv7UT9Zu3Q23pb7JpKImMUADfrc82v/9/+Ld+9S5g6W615zx8gch5r43sY9vw/DUDKP2fJSZYV1Etc7dayP9beF+KzXgZBWYuT2KC5b73Qv7q8Zs/ZwnYDP1rOjkciBLQWoa2jOjO9Z+l4r75mGq5t+1ny4d5o8tX23vqdzTV/edAvqeK0wTknX6Mqj7f4e+azLAlUBRc09buXB7umGscHFbwxj1W4lpy22LNdirB5ZErvGbus70pU8rz2UY59Ftcev68B0wyVyxJd1xVQ2dcWvWmoOf+D2IDYAHsfyAHZLU9fYGOvNUOaRzIE3pl21GixQA5c5xwlABzpPhRgeRqlcmwb4yQOqbp560EV50i83LqXKEG+cPbKs13VclN72dN6W1RxBgaxW/2Sz5r21SHiKg0MKRbxEDaXdpwB92NcXWI2+mvNZhIvWuYoEgeK0KnrSW5TtTRMDw9iA2KD7H1puOvznB1qN2VdegGPZAjYVanJgcqpRwYvduRMHwB0ZbSiBG+79t8rNbfrH55Get3nFNgOUPnnznlhVJKANYaZ3itRT56gHLm+XkROKjVIYo7wme8k5YkGPyMHrxA5j/mnTD418lrExVZVlEXo7GCqeg8bExIbJLX5A8THxBN3uNXHlHUVDvJIhoB2hLLbiKiFaMB6SMcCzGgnECHq2Yp5693RqOKM5kz0+aIHZa4mVoMI1j1UaegaqdS4E2xG91HOl9O/Z2sX2UhNG4+IO9Z2HJHzGEfXuM32Xkt6tchXJHT+r/91rI0a9useRE5iA2IDxMgGHJAN8/QXNrNCPyfT97icfyJgJ+bIQUYLBwPsOjyk0YyqpLCrcnu7sghaq9MmMIxMvGyFX5v7t8LR+jiR7XLVQQ8yVV19qZfHs2fPxua9dT/iePClFQc0ayQq1tiz4Yicx/i/h99sn7cSO1v10YPnzS5yUsVplA8d5INZ/sX5jtnn7Dh55muKIWzu//lKR+BtEgQk8Ng0cotqThsV3ub+rXDs/Thqk4jg1U4EWm5AZLcxV9T6pAVrEq5j/Ti6XUr7nH22E/GP4eJod3oQObU5kpkvdMSSazSKV2ijPvmuirjozS73bDc+9xiH9vCb9XPEzp94k13kJDbA5xJ3NeSA55R1Cag2saC0Ax5JEVCprU1DR1dz2hHU5v6tcOz9OFHBq93i7sVA2VRxSvD3HH1a40sV5/H+670Zxbptrr4fZKr6ixcvetA4v2nzAzM/2Lv95vrhQjYOZBI3i01H5DzWTwpePP9cAKAqIrsY9lhbZOvXt9u37CInsYGRPpCQe8R8HbSt95R1Hb+emx+T6ntc1j93mLZo5O+bnkRv6EGgadN29Z38x3WoyjIioLVre4mbdlWc0WK/HQ4/2tCSD1mOpUQ5gpe157CrUm7entkTGCmwVGp0EOhmsSFcR6xNyShuFvvOkknHuFDw4vlp/KF8afL4LXOMQGxAbGAggB2zk8QW+zh5Fg3Z2F/tccMjMQJ209ajp4NSxbZvGFoZzSgOZKzkjV62Af4f53+WaY6Pkr2BpqpnTmBKiSmVGiQyJDLJOKDqiuz2GpHzmO995O/4/7ebZpjYVBQda5NWucHGeTPHCJqJgm9I5hs2OEQbDd5GnlPWZXttOPUiscY3/aVph2mbqboiS/SUUHUAG5JyHAscJfRFBa7Z1mWlijNnH9K0sChO1p5noClsmRMYiZwfP37MyVcLO8wxaNveOKDYofWGQkftNyLnsf7lWYVztK16+Z5NVdGxdkliG7LGCJ8+feoKR3LgwYW+JP21Cc+8Z+HZLA+23sR4emExGwB203W9CbkVsAwkDDQxItYGNGrKeqZEgyrOvEFhL4mz3ahiirbImsCUKk5d3xD21tp+czx4Ec2BX3/9dote7mgrljz6WabYI7qtzpxPOB3FlO99LxKZKJ/JGiO8evUKH3Cmn/Nd+OLJAc/YwGb23Kdsoh7X8xQBu2rO6MCGgDOXgY2asq6gOEtASBVnLg4WhxtZWVybpA1WyZE1gZHISaUGlQ8I3Ak4oGm60bN/au20fk/MeczfR+cCFm3b+hhK6LPNUirxlPFzxhjhy5cvx7htjAX+KIE/ok1zct+zUEXHtmn3p6oan6RCwK6aU8JTdKCgClIbonKcWhwjhSU7A3W93anivI5dLdce/T5afK6xe4Oty5UxgSlVnFRqkFAQLzTmQE+2eW3XETmP+XxEzuu50GCDnlv2NmOM8Pr162PcfhR78n9whAM2HPAsnLLb3+NlKkWPi9lEwK6a03Ox2HXAqfeDTfXcCgi6+sxz5GXd/hIZWzqTyHvVvU8Q/Jq1p+c0hzUPa97bOdq2fWHRDzMmMBI5qdRoLG4tOGLWzzlmmn7/sE17rd5c2ndEzmN8Q+S8LnKKbxkG8R1ta7YY4evXr8d47YjJQ/vJuWmj2TjgXThlU2DCupybsmKuD6VE2xiQ6Oo2BQQ2ayvY3L8Vjr0eR9NtlkmB5+uWol901bJEu9aibi+c9Bz9s+bzgMlMtgSmVHFSqWHk43uxA1xnnpimt7U39+y8/DC8eowBImd9HKwCjkFjvmwxwtu3bx9zmn4PRnAgngOey9ooLqlvU9blzKVn7l6NGsqiwb/dRJy9INHjcwQgm3azav+onTVbtjtVnLk4t+RuFP8sbNmAAzTZEhiJnFRqGPn2ZT/jdV4bmKVt/u3f+tk5/ag9z4Jt5utA5LTJgQYVOrPFCM+fP8eWZ7YnXNu8/PRc3kabJdtwa1dY4x95ELCr5hRpooWGllV9Np3EqrO1P46nUVonIi3anSrO9hzb63Nao3fNkczvB6zUyJbASOSkUgOR0yiYzWv79mxiy8//z//pyx4f8RUt8ezl3IicdrwfUOjMFCO8f/8em96LXeE65+OqZ05nNzODdTnzaJl3r+S9WSIQOW25BKZZdtye3RBHioAtqjmjqzgHrPYzszPrvtZTcqXkZX39A7zPlMCUqerPnj0bEusR+cM9DSRIR8YCJQ70fh7ARrv3sZ78sDdfLI4/mNCZKUZ48eIFsQE2DQ5k5oCFDd07hs26nG/uKmv8Mw0Cz02Dn+hAZ8D17UzbI9KIqQx8z6hYfx5Zzek5qrSFy4Ab07hxureEWpu0RfbJoHNlSmAkclKpMZBoFsThEftls3uKntWz5UctP4ODj/1WdOxv2b5ZjzVQfpMlRvj06dNjLtPfwQgOtOWAp55gsy7nxzQqHhfyEAHtFGVDaCnk0QGDRCir6+c417GMFAMjqzmjg3eqOI9zMLrCtta2qdp9QBuTJYEpVZyst2Xkzwfk6oj9L9099WaXH9l1+sFjv6UBvEc41v5fsZG4NZqIfg+XyAF9R55niRFevXr1mMuOOKSz1dwrfMjIAc99XmzW5fz6UFnjC2kQeHa73dRgNp09OsCVCGV17RynDsvI4DMi+IsUbhXoUsV5nH9a2/JecpDxfwOuxynbmyWBkchJpYaRH8cXHrdFYPUzVhKjMtrfq9dE+/7cvlt4KB67iu/R3y39p15r0FDiqqZ2Hz1Gj98bYHA0Q4zw5cuXxzze4jafgRsciOWAZ8Gc3bqcmgnNoxMEXpsJhZpCKhJFBhNUv8UaoD2DH53ciGt712LxOVWcvvjWtFFEUmVpwwZdjzObyEmlBiKnq0+osVmz/La3ZUQe2flZ2q3mPiP88aNZW/q/riM6bnvEn9r/K5/yjnVr2v7AbzOInG/evMkbzx7AEL9GbDMVBzx1JBt7+qoTfY/L/CcCn806UETAswwcqIDL4bw1uu5pmJZtrteqGvYKDqIFWzh8ri0jebbm3ZX3g67Hqf6XIYFRFSeVGiQBbv7Ay8+MetzIWR1X7PGZ3ywrCEdtr9r7ioj5H4mc63sooqemJ/YWL6z52fmMNW0E2PLx9evXb2xGSHxAfNARBzwHq2wK496hHvaFwEszA6CgMDrIVZC1DnJ4H49JRLC7DABtdkp7ilM0f88G8DNzO1qAXvLt6usBppzt2dcsIufr16+f9uOZ+wn3Dh9acSB62aKrdvnI7/DNj/tRRNxX2w5F9PRMno/w6ep3/vf/ftwOrfr7gfNqKZlWj3fv3nWN3V7sxecdiXYH+gjtuWhPT59iU3TyqS+Jj6sVAmo0G2cQLURopJYRd5u2q+GA2uBqEHfldx4j3NHc9biHmjbM/ttoAfoKL9e/Gdg2ZRA5qdQw8tvZ+z7X197HH2kDz40D1rbV+32tuHYEr96/45mQlva1boeypmcv8cR//EcffX+Hy5ou3urBZoTEB2baxg6/Ob4xx2Tvi+23frZbPgzlsDMEtJCqnSONXhDcc/qyJS6jHyu6isOySq5FFbJ18D4yvzwdn7UjLcezc6h2ttmQIxlEzrdv36bExtSfGrYZ12UY59AuT/ue58YBxa5GPeOfn7bvmvM9ipzLexBfJcxH5yxnOLy83g5fS2hs8Xj//v1j/naIJz4cHz48B87Yx7PftenzLzrT+Ljc2+2mdQZsnEILQcJmQVmb+7fCsbfjRG88oJF4K4wigvWlMaaK81zb9TjVbPDBl9brbSlxolLDyGdb2VGOc86ujYjX0s/1/BqR8zGXI+KmqHZQ/KrpjJkqPAeJEz9//hyuc2oQ1iw/GNFOc0/wIysHPAedbPyJNu3m0RkCz26321czp6BFvyMD3EGCATP8Wxmv6GpOBdm196oqzugF6m0Mbf2912IX8fto8dzKbtkscp26jVskLyVbolIDgbPa9kfYr9nO0eOA1JbNx0c/9j0jiZzLfqpZQhl4bLOG3ON2XN67w2vNuIh8aB1QfAPxARzolAOye1s+2eIzVe7X2zg2H+pM4CyX+9ag8b8TqIUwQVBq0XnrjhHd7hIndc4aoxURqC+N8+AVflVtsdWO0cL5sq1qXnttjrWFUaPPWq63RaVGpwFsI66a2yXuY9vvRvvTGht977fEk9vtu+S9MLqHocX/LJclWl77kdfy4S3jj0EGSl+8eBGpcX579erVY+4eaX++A45wIJ4Dnvtj2OTfbD5UVMMOn7+YJQPRwa7l9GUM23XDFh0U1lTxRouyCvprRdmZuBm9oZVFUlaOMUE7tVpvi0oNBE6zOGWCfhqKlUSpYgN7fkbkfBwDRoicyiNa91HdZ4vKzoFixS9fvoQInTpPc7605ivnhwM9c8AzL7fZK0Gznnl0isArMwfRYhrwICOfZm3QwtB5Gqi9pOnqaH+0IGszijSPA48eKNnj19nPa4T3Fn224pxRycsyQ3r9+vU8faCibbr2I9x3nxxv4f/P2ucj30fkfMy/WUTOYouUX0QtbaTzlPMO8Bw164PYgAHQkfrNtPfiaWdt7Kk27ObRKQIqxbVxsFr/4EhAafUddQyJq1bXz3GuYem5psYWV1TFe7bdWyRjOiecOo6Bp6Pb4pHVZ4OspXWEq+/evVvqj+6vqdQw8s3YoeN2CKzOYdWr3V7af0TOx20+m8gpO6A4M2JwfLCB0ohZH8QGxAZHYla+0wFPPCvnbXz7y071PS77dru9MDUC0bsVZpjeMntS1KKK96yw5GlEl8lSeQ0vHydNy37juS5LaROv54kqyqPX26JSo4MAddmPeX3O7o2AV7Rv9bDjV2eHjNB+R+9hRpGzYKN799wFeMB40XujQm1wZJq7lrbmGVzhQCwHPGfx2Ww+pD1seHSMwHszZxERCC2DXFURUDEXa5C2HICnkVq29/L10c1eWnDybKXpFqYzfRY9OLLkUe3rozwcpD2jpqx//fr127Nnz9rbtkHazczHgwecXHKghe+vtdnr3w8oMpn394g4KnM7eM5YGlBk1wCl14PYgMFPc/u29Gm8jo1xPNf2PlsQtd320sh4dIyA1hvQ4qo2xI4e2WftQ5t2q2n/FtWcRxcVjuZj5kC9po29fhuRPK2TWsv3XrgkPW7UlHUqNYz8cVIemcUb3F9b/++ZoFja6XvHwmc/5lCEn87cDp5x5IADpRqg9HoQGxAbED8MxAHZv3v+ueZ/stv1MSI7rHcscJZLVzmuBRm+3TwJu0d2BWBW189xrmHZYsrxo1L06Gtindjz3PFMHvbshdXnR4X2gWxKxHpbVGoY+eKBeId/T8qJFutdW9nvcpzM4lqWPjy7yOm59myWNja+jvfv35vrnMQGSf2AMXfw95O1c/HFHs823CxaGc+dIvDsdrt9MTMsEYt1LzuDjVp/XqCx6TzjnNdz3aJle5fXj5YriJ4GPdH6jCa2ovcEedIqcu/1tlQtasIv7DM4wgF/DhR/3OszIudjjmi2jnf72kwtfHwvZ22C570PnLt4rOFNFedk4tfZvsr37e1fBKaexS42Sxqyw3qn4ubysl+bJZYtpi8PuK6NWXtEGCmdI2K0fx1of/iwbdSjqzglqEbhPMp5ogdD1typfT9pcvzmzRvzCo3lAVUtSl8imYEDnXDAM0GptdFHfj+pHT/dv45gWfOdrIKfZ1w7+EDpp0+flq696jVVnJ34g1HyE+4jLg73zAVtZvqyw/pSLez49efTgc+eIVDgWBPwnP0tIlOcQdprc30u0fFs29V+fy1wtxDZqeI8x7/eqzjFWRvneQ63e30v6H+e621pipuZDwrCg+sl+ZqaA54JSm1scOT3iJzHbO4RLGu+k1Xk9BwwH5x7lhsQ6VhT21niGdp/VA546kU2NvZNx7oel75AQGq1jSGR0BQ9XdiGzDb3b4Vjb8eReOW5ftFWEC2eiW8FK0+DuXX+rMF5wSPjc3QbbbVb7Wc20yB+8DZjO+1ck8d6WyrzoIrTyP/utNu/bCT/77LfpWy/3m05ceOxvlDrLx/9Pmsc5cnvCQZKv3z5UlXBqR/rGCltH36UdoED9RzwrJa3WQZF+9bwGASBj2bOxHMEdCtgYuOXemNjYbA9g8KtdtdnxZC1qOKcIFA1swniV4s22uNNzecWfaXTY7x8+bI6cVkfgCpOBE5TO9Np3+oOA88EpcY+H/0tIuexuPEonle/l1Xk1HVdvadHv5tgoNSimlPxRnd2Ef9Dm8GBYxzwnNln41fYYX0QgVO3oQVWjxHzyPc8A4StAKKIXUeuje/YtfMay+gqXnHhz3/+doueOmdjQP3aYd0uGd5HD35s2Ynaz2j3P6or1kLl1fdab4sqTkO/m6Gfcw1z2HXPBKXWTh/5PSLnMZ4ewbLmOzY+VRU3L2632zuzzVQ9N5ua4UgAACAASURBVNScxEbWVHN+/PjxGD8nwdI0PwczuJWFAzW+495vVfxWf49aypHHQAgoQLAgRpvNaCYYHTVrH6t2Xh+nRXVHC2EVrp23Ey3a6Z4TvPK/vQ2v1v1g4PcWFRpFFGXXVCN/OzDf0vu8mbG/YkOz/AaR85gP924vO5FzmYodu7d7fdfrviWe3jvvQP+7OvODzYaIC2bpI9PfZ/7BpKVf4XXnCDy73W5fzTpd9GY0CBA5gqfodvcKRveOO/jOmGb9fxmsa5OoPTx7+pzE+A8bU1OhUQROEhkSGRdbs7Q7vPaNCTwTFG+/gC0/xg3vdrAXOZXHHLu3ve95VilPlqeoIvPs49WrV3Xtt9eufA6ucCAXBzz1Apsl5TTLmcdACGg3KZtO4Bko7AVeNqS2uX8rHHs7zihrL25xTCXwVHGe7x9KZLbw7O0zTbnvrT86XO+bN2/O5i1Pvs+uqUZ+1qF94Thtc4gDPdt1ljg65su821gzPOpt2HLttPqNVD1nJE0mrj979uybBjSPPt69e2fBB45R36fAEAz9OSB76JUH2uhB8ic8BkPgi0HQ8b1zKJD0IvDWcSeaCmLWRh6GfIT1F7f4NVmAasIxrZm6hWWPn9k4Tf/AwaNPr45ZU8356dOnITAw6R8rXDkmAmM3HPBMULz9g00F4fh2zFvkVDvX28ClyPmq+ni//uoXs0w4UHp02jqbEOL7qvtuvS2xsEcc42g7eNpam3z99WD6Hrdzu93qg4RC8BZVfRMGESkdQ0Rw7J0ILY+vKk7xuXCb52NYRG8KtWwz69e0/7/avGZtzhcvXvzrOPQnEhs40CkHEDnHt2MRcVx9LLUUObUJUV27ePJ60oHSR/ECAmclZ2s5z+/rbAb4XcPPs2reZraG/AmPARFQ0HCNtOvfeSr1WyKGpr8gRti03botz7zXtG4Jg1tt1ONn4vGZ++e736f299jWe9dMm/7UB1SRefbBZkNGfhUu/sRFbHMDXnkmKHs22OpzKjmP9Z8ZRU7PdeImXu5Ig5vrGSCayq7lb7DfDew3MQS8a80Bz2UNbXy8NuTmMSACL0ydTvTOyjZlyhjAWgMYLXBbJUDr49isGzUfnzwrItZt5P2epTCe8Pf58+en1tvSJgSmfqXWPvF72gMOXOdAz0uR2CRA17HrhXf9iZz1BRqe99xLuztep8ROTWHXH/EA4iYcmJwDXrmbjY9fzhIYUOqb+5bemxmf6N2VmVqcJ3jwDBi9jOP6uCyBcJ5PLZaqWLeb5Xsbh3keR8dkw8K+P5qGVio9P3/+/E2bEFick2NMHhQn7xNT8dPSxkYeC3t+zBZHxG/1/XmZiNaLnF4zkBgsP8a5ej5wHjCEA71wwLMIrh6DpW+ZWxEc8O6f3263r2YBe0SwtAyStRZgPcE5Ri2GvU9bJxm61gdG23zKZn2Xa1jW9kHn3z8SOhE4ESXxxYNyYBlz9fQav37MF0XE7fX+aZmI1ucsXjyGc8c4V88HzgOGcKAXDnj6GBsMBpT3uKWCQP0i3oVkLaY26Zzl/Dy3w6LnaeuTLhRf3W88R+e8kpB7x2UJjLv249WrV5tT19+9e0cFJ77nLneqbQ34tsPXM0G5Z49r/4fgdIwzERsH1q+hL2GzPI7d157N8MxTtNbn3nn5HGzgAByYkQOeayDbaEDFt/A8IALPbrfbFzPHHBEwLYNfAtk8TsPTkC3b3PI1Qek1/kQvT2HZ5nvHYsmCh1zQdHRVdWpzIW0moDU7zXzHjMEf9wx/snMAkXNsjkasq20zkKz0S/lKXXt4bqbFQGld29S2Lb8HfziQjwOePsbGt2hWM4+BEXhdHTgUw9Ji6rINyfMZhoJpL889rtE48U6YVX2+18R3T+DU59gRbGAvtpbrhKtRHNAyHvfsZtb/MQB+rI94JqCFGza+VSnYy6q4RX3Gc4AWkfMY56JsF+ehPeBAew54+hib4hT5FR6DI/C5OngoxsST0CVoWj6z2Hd7I1ba3jOAXLa5xWvWYLzGG8/pXhbtevUYNonYNUxL/+EZ/OAAHMjEgeh47qr9Xv8OkfNYP4poXxvfqhSsXuT0vF+b+zzWbplsBNdCm8EBOLDHAU9dQPZ877zHP0fkHFzgtAkeCqFaVPTZqPkWnYVj9FD5od0169eJmrOto5ak+P332AqiYr94npPXtDvtDgeecsBTFFoLk5bvETmftuUWvyPa10b8U57ypjqh9bxfm/s81m5bbclnYAcH4EA2DsguWvr25bFsRE75FR4TIPCxOoAonSt652VEqzyGXeJhtEC1NHpHXtsYxjyYl37n/azp/UfwtfiOp2Pcuj5v7Dj+fP2FNqfNe+dAtB3ess1XPkPkPNb3PEW/0m424p9SsPqNUj3XjrfZBONYu/VuV7h+2hkOzMEBz9l/NvtqyK/wmAABLb5q1+mihS6EK7u2q+WBjJqE5xLkZnpmeYPrPIlIiMSVkqBG8UZcreU8vwdDOAAHRuMAIufYnI7w6ZlETsUWXnHFaH2f+xm779O+tG8UB7xsbskV6+4DkXMCgbPc4juzZL9FcMxGMnmMdnQ171EjytIG1zgSuQxFSYqOtmnt92wc5TVc65wz5wQ/OAAH/DjgWYVRa7fv/R6bfowTEXFa8ed1/VRFGO+r8xNEzmO8qGsrzgF+cAAO/ODAPV9d8z8bPy+/wmMSBJ7dbrev1YFE6dyeAcVWx9B6geXcPLfHwnNq0Fb7P/rMxiC2x7UFtyOSIbXfstL2UXta/R9ezMnpFv2Ic8K13jhgZWcjj4NNP9bPIooRbGZZaXOIT9XxvdcMI2aDHONbb7aP66Vd4UA9B7x8v43dlV/hMREC9eveFKMQuYZf6UQ2o8b1nbpgMPNztvU54cZ1Xkt8LH3M83lZaRu15AUJ8XVezGzfuHd4MwMHPO2957FnaJvae5xN5PTiGzEEvqC2L/J7ODQqB2QfvWxvPWaInBMJnOVWv1SPmBbiRe3GXDoQwUYuR5FlfU6bBYpzYVv6mPfzL7/4OajSb/W8rOLUPXk6xuV5bSpN5uSGN/c4PryCA205sLSVPb2GN495g8hpE9uQdzzmGv0RjODAnBzwzOXqOYXIWZS/iZ5fmYmckWv5lQBcokw98TmGFYZRU51L+289s17rdT57OqhlWy2rOMW9qPMicl7nhpWN4Di0ARzIyYGoivqlL7B4DZ8e86kvkfPx/dxrc+UiFrzaOgYiZ13b3Gs3/ge2cKBvDnjmcrLrdfzQEo08JkSgfv2bQryIHRyXgce6IqxcB8+1xuD676Mrepd8QMS63m5RG09obZW1s/J0jPDjOiewo2AHB+bhQJQdXtpki9dw9DFHZxI5Pe+V/QAec43+CEZwYE4OeOb/suv1vJpQ4uOWtdC3BXm+HyNqTb8SHP/6q921W+Iw67EkYLWoCNkSz2Ztgyv37emcSl/V85YQHZVcb537Clb8BpsLB+DAaByIssNLf2DxerR28LgfT+GvtKGNf63PRzzv1eYesZ0eHOeY8AoOtOWA7GPxB9bPiJyolRUIvDcTOqOnLCNutTVqW05FU8bVLtZG7t7xELuv8yBq47C9vhqVXNs4yes4b/UVPgNPOAAHMnAgyg7f8+NX/pcBu+zXEDFTw0YAfF2diyByYk+z90euD46OyAFEzgoZjp96IvC8OrBYdtjoYPm33zCYS/wzvPYMNNeJEMsW1PFf/WeNqcf7vSQo6vyInHU8yWBXuAbaEA74cECb9nnYfe9jwodjfPBuB8X99W3xrvoYnrHnXgxTf98W2HEM2gEOwIF2HEDk9NTpOHYlAm+rg4tiXDyDjL1AjQ1n2hm20u7rZ1VX7rWX5eeIV9fbXssLRFXd7vVRT8e45Bk8uc6Tdd/mPVjCgbE4EGWHlzbZ4jU8PMZDC6zvHcNG5KzfI8Az7kTkPMY1+iQ4wYH5OOAZQ6w3rL3Gr0qZjJ/3jMCz2+2m3adsOmZ0VYDOZ3XtHMcOS++1Hm0Ca7v77Y07ngnBMiG6t2C/p2NcXgMi57w8761fcr1wNZoDUXZ4aZMtXkfj1Ov5LLC+dwybWKxe5PTkMcsiYZd77f9cN9z15oBnPim7Xn/9PWt0XLsBAvXr4RQSRq3ztwy6EDEsjIDtMbw3ItJaU4VzPJ/HImqjsL0qTrWZZ1KCfTjPCfoRmMGB+TgQZYeXNtniNVw9xlULrO8dYwaRkxzjGNfok+AEB+bjgOzjPR9R8z9ETgOJj0MIgS9molF00GwTZM1nmLydkdeU6HvVgd73NMLxozYJe9ROUXaCBAXbNkK/5R7gsQcHouxwTaKz9VsPLEY85hZ2lp/ZxN+5KzmJIbC9I9oG7gleW3AAkRMVsQMEXpqJnF7i1r3AzGbdBgyehcFbHsN6d8+9nbqX5+T1fR4rKbnXl6z+9ygxiEqu4cN9PoAP+MCBeTkQZYet/Eo5Dpw9xtmCl9czIuexdoCv4AQH4MCIHEDk7EDi4xKFQP1oaunAnms0bAVr7LSd13lYVg4qISsc4/k8Fp7OaNkvjyQ+UdcCT87zBMzADA7MwQFEzrHb2XuDwSO+/rEtqd8XwJPHjwZsH9/f2Bzj/mlfODAvBzxzOZucH4UPBP5A4IWpgBS17l8RV2w6w7yGytNJWQSgCNn13PTeEKr0xSNJgadjLNehZ09ec2zwhQNwoGcOWPjmpb2Net0z5pHXHjFzI/J+9s7lyeMj8czedfE5/gEOwIGROeCZy9noOkh8IPAvBN6biQK//BIzLbYE1Uxlzu1IagU28WlkR+F9b1Gbgv3++7F28nSMxSbo2RtXjg/GcAAO9MoBT3FoaYetX/eKd/R1I3LW5yGInNj36H7L+eBcLxzwzOUQOf8lzvHCBoFnt9utfupI6ZwRAdYyeP7tNwxjwT7bc82O6zZToubmhvrGsq94vT66Pq6nY1zeW7Z+wPXM3Q9pf9o/EweilxZa2uaa15kwzHwtETF4hvv3FOsRObHZGTjONcDDjBzwzOUQOW2UPY7yEwJvzaqfPMm/FyCrYi2jIeCavt2uCp3awAj8rmMQtRnYmSUFomwDvLnOG7ADOzgwNgei7PBevHb1c3h5jJeziJye96k+At/AAA7AATjwlAOeMYRN4dpPAhdvQEDVnF/MnHrtNOWzQfCHD087IYYpDyYSLM8shi/+0H51GERV6xyt4lR7ejrGpc2AO3XcAT/wgwPjciDKDi9tssVrOHmMk57iX2nHDG3heZ+InMe4loEHXANtBQdiOeAZQ8iu17cnqh4IPEHgtQGxvpNTlZVnRK0SONU8E5RYGAa/YxwVOlln1aYNIjYBU1uddUY1ffzob89eE98/345gBmZwoE8OeCYoR230le/Bt2N88xT/SrtlaAvP+ySfOMa1DDzgGmgrOBDLAc8YApHziTjHB3YIfD4tWuwZF8/1ckqgtXw+uvnJ3vXyub+RVNXfss22Xtusx+F/L5n5cgTnLezPfnalrc6e48r3M7cN1zZ336T9af/WHPBMUK7Y66O/aY1bL+ePmEml5XBa44HI2b4NWnOA88MBOBDPAc8YApHTTtHjSE8QeGkWuEStCbgMkM9MncUwxhtGYX5PgDuzviPtt99+nsF/6W9XK27L7z2f4cY+N8AGbODA3Bz45ZfHg42e9vnqseHtMd5GFBhkqHT0jHMy3B98P8Z3cAInOBDLAUTOJ+IZH/SDwEczofOeoHU10L33O4lkGUaYMbj3De5epYGSL7Crw8DT+Sz73pUqTrXt8hher+FQHYfAD/zgwLgciBDBPGw7mxEe42RE+2YQAbUWvwfPdMwM94cNPsZ3cAInOBDLAc8802ZPjn4UN640HIHnpkJTxNqAy0DnqviCkYw1kmuh06ZEPfYeMnJmjeuyb1i+vjqYYHkNe8fK2C5cE30TDsCBDByIEMH2bHPN5whPx/pPRPtmaAvP+8xwfxlsBddwrM+BEzjNxAFPkdNGwwkXzjhhXwi8MxM6PTvDVsB8dRrtTAYqy70uR+Kp0qgPErTh11afsP6sZqTN+lq2jpeF31xHPafBEAzhgC0HPMWhLXts9RnC0zEeRLRvhrbwvM8M94fdO8Z3cAInOBDLAU9dB5GzL7Ww06t9drvdvpoJnZ5r52wF0DUiDMYyzliqGlAbRtFeNpj/9luMyCkx9Wo/ibAFV6+N311vV7ADOzjQBwc8xaGteMzqM4SnY/yKaN8MbeF5nxnuD3t6jO/gBE5wIJYDiJydSntc9hKBt5eFjLXBUZWeVaB79Dg1Qsz6+nnvZ0AldF6d+ky7/GgXYagq5qP94+r3agXpCJGTquAfvKCPgAUcgANLDniKQ1f9ypHfITwd43FE+2ZoC8/7zHB/yz7L62PcBydwggP+HEDkXGplvO4YgS9mQqfEkSOBrNV3WOPR39DhTPJg/OuvMf2rVkCMEDlJUPLwEhtBW8CBXBzwFIes4ret42DXj/FIGzhu4Wf5meKN1v3ak8dwrX37tuYX54cDcGCbA4icHct6XPoSgddmgYwqKyMqzZaBHIHKtoHCcI+HS8QGXxYDB4ic43EPe0KbwoF+OOApDi3jL+vXxHPHOOaZgJY2FYda93lPHksobn1/nJ82gANwICMH/vpXv4E0G9+y1LF4DQJ3Efhk5uw9g5ISfC2ftd5jRgPBNdEulhzwdDjL/mSRZCJywn1L7nMs+AQHznEgOg5b+pCa1xb+ZwauIHLWJ+A2ifa5fjkDN7lHOAEH+ueAZwxhY3vvilr8EwSWCLw0Ewq1bmBExdkykJYAhFEFg5E5ECEcWlRxqg0+fKhPQJb9e+s1yTD9feT+zr3B7xoORC8dtGWjr3yGXT/Ge0TO+hjDJtE+1l41fZnfgjEcgAPRHEDkXGpkvB4AgY9mQmFU1VkJoiWqsrENTiDaCUSdLyKhUV+yGizwdI6lz5MM09+j+h/ngWu9cSBiUKzYYstn7PqxvhYRE2QQAT1ziQz315td4XqP9U9wAqfeOeCZx9ms9zyA7MYtRCLw3EzkVOfWNHLL4PfRsQhYcCq9O5W964+oytFAwd75z37u6RyLHbBxknb3fBYjvg/2cAAOeHEAkXNsbs0icnreJznD2H3Ey7ZyXHgzAwc88zibwcxIfYxzDYLAWzOhwzM4KULH8lkbHlHNifMZzfloM68lz71eW1VxCn9P51junwSFvj5aX+d+4LQVBxA5x+bSn//sHxdk8LGeecRvv43NEStbwnHgCRyYjwOyjyXfsn5G5BxEMuzvNp7dbrevZkJndKCtijeMMRiMxAFPR1Mcl2UVp7BH5KQPjtQHuRf43BsHomOv4ktqn22Snzn4Wov1o9+LQ6157ylyZri/1vhy/vYcpw1og4wc8IwhbPx8fwobV5wCgTdmgU1UFdoyWNM5MxoMrol2OcsBVSarQnnJb4/X1lO/PdfRKvefocrkbHvyfWwAHIADERwodrK3Z5vkZw6OebdtBhHw/7P3dsey28qWbnnQ8qBlQEdIHpztgeTBkQeSBy0PJA+OHvpdMkEebHnQ8qC3B31j3LXRC4uTVUUSIxMA8TFiBmvWD0gOjPxBIpEgyLkGlzN0IteAS3DgOAcIcg4RkOMmYhD42xYozKgnWDt7IzhmKNLjihSsnmOVkREZUeYhcmBSZF07uMMdMIADcAAOfORA0ZOznQlyfuzLZ/yO7tsRfGlN9EY95wjP96xvef+4HIAVWMEBPwcig5yeZLSY6BetLoHA97YAQlY2Wu0I4Sj7FR5GJB9TLSOveR3xOiIjMiPIyQAln4/oADCHA3NwIMJWZLSJ73acX9H9MYqNjXpOd5kedONx7oIVWMGBsTkQOf5s7/u/lojE8ZChCPxpC3RmZKTVjpB2dm8XItoAw34cyFjyHZHFKc4Q5OzHG2QW7OHA2hzoUSao9r9aXhPkPM7dFpyP/PbuQU5hgK4EAzgAB+DARw4csRFXv9OOt+JTHCDQhMA/bA6AsjkjZwX2BM25W3S7QH5UILQJJq84oED9Hq+d70Vu1OW8z722yMJAfl7JD5/Bj1U5kDHJtKeTHe8R5Dwutw68X7UxSpAzsi75qjqC5z4uZ2AFVity4JVtaP2sHU+CnE3hPX5cEPjNFujMyEyrBU9BEAVX24WJNsAwlwNZg1RPXZR9bGpZjHoNL/exBxdwgQPrciDLfkTodYKcx3kbnTgwykSigq0RXFObkT4QOvg4l8EKrODAOByIXA3iWWlLkLNE6Tg3IfC1NUiYkZ1WO0MR9QZRxOMo4rv2hTbVqXkc8Toyi1P9EnHP2zbv2v88FzoGDsCBqxzInlDe6uWW/wlyHud9ZPCv9OFVDjp/F/mc8O0435x9SlvgDgfG5UDkRKlnhcDPTZEtfgwCFQIik0cYIwWnOGX1OarmoAsP2vHw6k44Rs6g1bIRncGQMaHxzTfw507c51ngMxxo50B2DfTarrS+Juh0vP8jg3+lH0eQx8hJX/h2nG8jcIF7oL/gQDwHImM1BDmr8BovR0Dgq8fj8S9boDPDMSsOms7RGWso3HiFuxLG4mvN34jXHiPzut8z5JwByus+WElueFa4AAc+cYAg5xqykGFjR5CpSD7/+OMaXBmhH7kHuAYH5uCA9GLE2FNt/vKLAwMyOUeIDt7oHn6yBTmzMtVqAY3OWkNxO5QWbaiGbGSR/SITGcHByOyL8hzffQdn0D1wAA7AgZoDGcGvooPd5wzbVGM18+uMfh4Bn8ggp9oe4Rm5B/oBDsCBUTgwvs7VxtgcIGBF4G+bM5CRrVY733IGR1Ee3Ad98YwDkYalyEOWLGQ8CwMUZOmZLPE+3FiVAxnBr2JP3GeCnMflNqOfR5ChyBqzrPQ6zrcRuMA90F9wIJ4DkTEaT/Y8QU5reI/GhMD3tkBhVsZa7YDjPMcrRoxPG8bRu6VKHrKyHwlytnEBWQI/OAAHrnAgYzVA7Vs5X+OnHef8KkFOccLJsbqtrEnfK3LMb47LAliBFRzwcSDStnhs/LeE5UAgAoE/bYHOjCBI7cxoIxSUIBiMyoHIbIUiBwqiZj2/gqnlulFnBih5/ZnFG65Dn8KBNg5E6duMdj0DoDb8ZuFfhg89Qn9EBjkZF6whK7PINPcJH0fgQOTGsR6bEhHfok0QeChF2KOElM2ZkblWO+YKJLnun3bA0smBSKNSZCCT/5EDk/I8BDmRQacM0hZ8mp0DPWqeF33sOHsGQGvweJUgp2TSwa1nbcwu89z/GvJOP9PPWRx4pisd7yv20/4chONAIAyB3wwE/UTyjOy1WigVVPUImENIaaNd0d0Dw4yAYGYWp/o1Y7CtZZlwCAzgAByAA584kGFLap/K/Zog53FZnifI2b4CzM2zuj3GBMc5h54FKzhwbw5IH9b60f26nT9/hUW3aBgEHo/H14/H41+24EJGBlstpHIM24WMNsDQx4GMncgzszgLN2q5i3pdrsXZx0ewBEs4MCcHsieO3XqdIOdx3q0U5IwcJ8C545zDLoAVHLg3ByInSj3JNpo04wCBUAR+tgUKIwVqzwFX9hczt/dW0jMZ4ayMxx6czyhHwQAFWZ5J3rlX+BrJgYzA155f5XoPfX5cPjL62tMfvzaPFyI3wsjajDFS7mn7uNyAFVjBgecciNxPwVNi7I/Q6BaNg8Dj8fjKms0Z6cDsOd//9V/PBRzlBzaZHBAX9zjqfK9X9nKGXHsGYXA+k/NcC77BgRgOZKwKcNqmbVvo8+O8WCnI+csvcX5SL/8IHXic62AFVnAghwORdsUTe1GSHQcIhCPwQ/PsbFFaGdlsW2da1yzX5wwWPTig7EplFm+56fy/Z+bynQO4PfjCNdFTcAAOvOJAxsSS0z5t2yLIeZzfkRk3pV9+/PH4/TznZXsd//EH3g6caOM5h8AGbOBABgcix22eCaWfwqNbXAAE/o3A37ZAYaRgFYetPnvSplG6GUr3rteIdNwL15UB0Qu/uz9fL1y5bj9Ogz3Yj8yBovdnPRPkPC5fwiq6nz2D0vbyVpEBXcYCxzk3su7j3uhHONDOgciJUs/eEP8gAgcCWQiIbO1CpTYystq2DiEOtafvXBxYrZ2MmpU9M5YzNsFggIIMr6Y3eF44v8cB+VBbH2e2//HJjnN7niBn+6qvyGfVapc9eeI9cIEDcGA1DkSuLvTY92+zAlxcBwSEgHa68ijCjMyv2unXjo2ue6cdsDzDgYwAoKf+yfV+jRyYFDlmgHK9f87wle+CMxwYmwMZ+rbo3aizZxA0dj+55Cijvz2ZnJ5kiCjOqd0eGzO6eEA7a8g7/Uw/R3MgeqLUo2eJvIFAKgKKqnuUjwQgI7utdpY86dOe53fhSDvj94cC7DUPI173zOIUB6MNZsHMYzjH5wxyTR/BATjwjAOqn1h04qxngpzH+T1XkLO9tNX4GUbH++6ZDPM+GMIBONCLA9E2pf25/pUa3eJiIPBvBNoLixfyZ2S41QMABVXLtTmDRQYHog2J+K1ddjOe5d01IgcmRY4ZGI/R1++4wOf0ExyI40DkDtRF10af0eXH+ZHhR/gyOdtXfEXWivNssHS879CDYAUH4MBoHIicKPWUFpMd4QCBdAS+fjweirB7lFZGllvtrHscOc+zuzCknXH7QwHImn8Rr0cZLEYOTApuDFDG5Tp6iL6BAzkcyNC1RedGnUexWzNw9ptv4v0Iz8aF2njo1+bxQeTmpJ7nzJHzGbjJPcIFODAfByInSj2JN0qo4wCBLgi076BYlGLGDHXtpCvbjCWv8ynkwpeZzlpCXnMv4rVnxszDh8iBScGOAYqnr2aSI+6VPocDX3IgI2u+6NyoM0HOL/v0Hcej+qG06/ElNDZoHx9E1uz3POe5vnvXt3wOnnAADmRyIHKi1JNMJjvCAQJdEPjKms0ZKWzFgavPBEowJhnGJCPoN9JAMXJgUuSXAQqymyG7XAOejcqBrPrHRedGnUeyXaP2dX1fUf1Qh5OcPQAAIABJREFU2vXYVg1M2zcfikx+0ARBjSuvwQMOwIHVOBA5Ufrddw4+fd8lusVFQeDfCPxgcxQyMt6KI1fOvTdqWU2hrva8GohGGhHx2Ftjtr3WbuTApMgtAxSH80Abq+kjnvc+nM/Qs0XfRp4Jcp7jZGRfqG1fkFMlrc492/b70cvzWc3V1j/b/uJ/8IQD83AgOuYi/d3OB210zQECXRFo30WxCEJG1lvtJHpqRjgEmTYKB+50zshq1MZdHswkx+0Dk2jDWeSXCQpXv9OOR37AERzzOJBhW4qujTwT5DzHmci+UNu+IKcGJeeebe/7kc8L99r7Z6/PeA9c4cD4HIieKPVwoGtwi4uDgBBoX5ZShCEj823rNOHojK+MCz9mOyvLcss35//eLM5S+6SdD85nfNaWZylE+7POxknulz6HA/NzIHJCOHMjSPyvc1x8Zg9d73uDnH81Bzp1P65n27bjqRl3rv/QveAFB+DACByInCiVD9H+jEq84QCBIRD400DoT0IRKXhbJ0f/e5w6h0DTRrtSHAdDZVju8c35ni+L81+Px0M1dnW0y3LkwKTgxwBlHK7fSW55Fng1AweiApFqN9MHI8h5Tt6K/Ys6e/zhsiPuH83jgshgPiu5znFvBr3IPdKncOAYB6T/ouyIR7dqLMoBAkMgoLoJxwTr3feUzRmdAbcVbF+wyIPBO4z4fHycoznsrUtZsjilTNrrcmpTr62Muf/3DMbG5xGyTh/BATiw5YBbn5b2fvyRIOcW65H+z5hAbH/eMjiVX9Emu5EBd+9KmLbnbMWJ34M/HIADZzgQOUb1JKHU49IhAl3cxNoItAdHioBmZMEVp15nnB2MQ+Ge4xxd60Sc9RiR0u8li1MarH1gooFyLV8Rr71B3oIDZwf/aQMewYE4DkTaF9U6jgwsbW0BmZzneDJXkFM74557vu33I7kuLrL5UFv/bPuL/8ETDozPAem9rS12/u+x69rYmgMEhkGgfdOSWjlGLcd6JsjeoNH4Sq7Gmtfe/ooeiCjA53POy9Kyokjaa+xGD0yKDLP5kJe36AHwhAPjcyAqCFmWmEW1X/R2ffYMhsbvM5dcRfsW6pv2ey2ZnO0rvOYYjDswo4123oEhGMKBIxyIHqN5xmbsrF5G5ZyHQaA9C6wIaLQQ1o62XnsDRyja0o+rnaXct9xy/+8NyGtyoj48kxXuZ95rj82H0DOr6ReeF85H1dIqZXsIco7LsbmCnPIr2rGUb75n/x3veX2p9md14EUb9AMcgAOvOBBp432r7OpxKa9BYAgEtOxVm5h4FEyGQ1c7Sqol6Lp32lkTy8hC+YWrnlky9c82i7MokXYZzsjERl7XlDF0K/2+MgciamnVk7yRA6Biw8qZTM5zspzhE7fLVsnklD+h1+eecfv9yGdW29vr8T+YwAE4cGcOjK9T/yqDUc4gMBoCP9mchm++iZvBLU729uwLIGEk7mwk9p4temmVuKog6t61r733bDlA+8AkI9jLAMXJBdq6JkPgBm55HIhaKVDbFYKcef15VnYiB6fFFz57Tx+/Xw9Q22v1R/LRl3U0Lmc+9g/3CiZwYGUOjJ8d/ywBZ7R4F/ezKAJ/2wIxGcGS4tz5g0gYkpUMSaQzXjjqC8LX2RZbNdVediJj8yFhshK/eFb6Gw6szQGV6Ci2wHmuS39k2LFy77ITcPo4Blq9ULCLOiu5oL1Pik/RnvQQxfmCn+d5HZjRRjvvwBAM4cArDkQnj9W+xKv7eP2Z7AYHCAyLQPuuikUAFNSJnHUojk59ZgkVRqLw78w5mqd1ts2Z+9r/rjYYena0y2+0IS3yiqwiq/v8BhdwuR8HIoJcWv5ecyUzyKlr1dfm9Ws8MvrGY1OLb9G+kWFU9nLxIUotWrj3mnvgAz5wYH4OSN8V3Rdx9iTivBqfFtvCGQS6ItC+5LUo1AzHrhZ2lsHOr8gLd7LO0YZD/PQMPtS3r7I4pTTm2XyIQTKymiXjXAeu9eZARK3jbW3jTH8L/X1OpjL6xuNn1IOPc8+4J2MRdWiLz++dPG5/1r3n5z1whQNwwMGByNWx2wnT6/db2w9eg8CQCLTP4BYBUa3D6Cy54vCUs8fRQymXPrz7OdIJFye9gfcfDmiM9s2HMuqHaafhu3OL56OP4QAciKr5vF2umxFIK34WQc5zvM7oG4/vW7sYqtF57jm335edL5xxn30D87Zn3D4z/4MnHIADbg5EjlU947G6pnNtR3gNAsMh0F50vAh4RqZc7Tzh+GBcCvfenTUoqLkT8doz8FCfql7ukaM9EztjQKbJj3f9w+dgBAfgwOwciKhNuOfnZOjtYiMJcp6Ty4y+8fgatY/RPg6IrvHtWWJ5ri9n10fcP/0NB+biQHTpD0+NbTYdqq0nr4dGwLPstSjSyBmI4nTXZ2r1zKXAC0+yz9EZi/lZnFIq7ZsPRQzKa/ksr7eZSNn9z/XQE3AADkRzIKIe596gJCOQVnQ3Qc5zcpPRN/4gZ/vmQ9ETyfj653gYreton/6AA34ORCeLeWwHmw4NHdbj5rYItAdLirKLdnSK413OCqpqiVi5Pmew2HIgemZMXPQ54EezOCXD7ZsPRS2vLPJZznsD9W0/8T+yCwfgwMwciKjHuZfBlhFIK7qbIOc5mYwepPr8jXrjCE/pqsKZiDN1Oc/xcGY9yr3T16tyILIep/SyB9fadmzjSfwPAsMh8NXj8Wiv71eEJzprbutA4YS7FNc924k2GnvLCYssnD+fmSGT3Lb3WcTAfCuj3kzX9md24EYb9AMcgAOFAxETRs/0JkHOcXmXMdHv8Xm3A9V2TCN9f6+f1f6sRe45gyUcgAMuDkSuhn3mT5y/9+GCWNwQCLxDoH25ShEULU3dBjki/1fNP7I5MTKFf/U5YuC55bIvi1MTDQpcnjmU+dnW99FB4IJX633y+7Z+Bj/wgwNxHIgo/fHMthDkjOvHVhmZN8jZXuM7olxD8R90puzNuLxvlRt+T9+uzoHo2Ilnckx2ggMEpkSgPWBSlFRW4KQ4QB7hxciU/rvLOXow6M0uUNmIs0f7hgEZy+skp55aMMjoXWST54DLd+JAhM/zbPI22q4Vv0pnfKtzcjpvkPPX5gnTiEB/zUXK3pzj4p30K89C39+dA9Jvtb5zv/aMwWQnOEBgSgTaa/wVJaQ6UsqwdAvps/bI5sQAFu7V52gO+gaAV7I4pWR+aB6YZNQsldwqy6PuG16DBxyAA3fhgHuZmYKmz7AhyPkcm2eYZb0/b5Cz3f+PXjnz++/j9nsWv7gOHIAD9+SA9NuzGIfj/WeTpuf4JDvBAQLTItC+ZKUITKYjLgXwalBQ7onzPY3DXr9GZyh6A+vKyLxyfPt0ILyHybP33AP0PYOs2p/Prs/7YAMH4MCsHIiYKFJW3DM8Mn0r30Te8+d59pwzvj9vkPPrp3w70w/RNb7P3AvfXUPm6Gf6+Q4c2Bs3ud7zjb/OllS7Mq7lNyAQhoBnl0UpHM0aRGfSbRXA3k6kd1B+PMN5Ix4duPMO/jTAuHq0bxoWsdRyK5v6H/k8z2NkH8zgwNgccC8zk9/0qs8Jcr7G5xV20Z9F11WTHfWsitjb5LC9ZFV0Xc5Xwf/ovqX9ceWOvqFvZuZAdKkPz3j1r6uDVH4HAiMh0F7nrygbt/O/Fzip3yObE0Mn7mVkU3hS/9VfV7M4i8744+WAuMjiq3O0gS0y+mwjjVf3xmfINByAAyNzwL3M7F0QiyDn2PJQ7F3U2bNL7l4N8HbfP9qXeCcbI+sJ7m1suaV/6J9eHIieHPLU42wdq5YxK2cQ6IqAZ9lKURbRGXVbR5JsMQyVBgFbXjj/9wbTW7I4pSiUkdHW59G1tAr21NRq66fWfub34A8HvByI0J3vdpEmyOntQ7dMFHsXdY4LcrbX+I6QhxpHjSfc/UV7YAoH4EBPDkTHSTzPJvvAAQK3QKB9p8UiVNG1EWsHSK+9ASgUf+nHWc4R9dG2HPMF0lUDt/Xw1OWMrqVVMJyFR9wnug8OwIF3HHBnrh0J4hDkHJuXxdZFneOCnJ4Eh2hfwud/jc2jd7qHz+k/ODA/B6LHrL7kktaEnNaxLr8HARsCKi7bXuuvKODozLqtM/kuE6LcF+f5DcS2D6PrS3qD6KqB6zjaZTV6uUSRUQUFtn3G/2ACB+DAjBxw25sjtbMIco4tK8XWRZ3jgpzyRdrrckbzU2WwZtQV3DP9BgfgwJYD0WX9PPpSdoEDBG6FgGr2eBRSRo3E2qH0OIGeZ3dhSDvv+yN6qZQ45gugO7I4i8Jpr8uZJaPeIPF7TiA3YAQH4EAUB9ybKx7JUosOItW+1JGgaxS2s7Zb4xfx2uPf7tXklD/RXpcz2pfw7RSMXpxVxrhvuHsXDkRnvnvGrFrdywECt0OgfVa3KKLsbE5PoV0MSem/Gc7Rgz/P4KJw6nujtmivpaX+dQ/Y9wZ473YOnoFn3GPhMGe4sC4H3EvVjwZvou1crbcJcp7nd7Qd9fghmhjdO+bwJY5MBqCbz3MXzMAMDuRxIHqp+pHyN8f62zle3bM7vAcCXRDwODwSIs0m1M5z9GuPI5in7I4pGu7nFU7Rgwtf4Nyd+u+ppeXeJfiZjHtmFpGFV7LAZ/ADDsRywF3iQ/XLj/QZQc5jOB3BMuI7GRP67ff9bCXJHL7EUVlpx2lsrvF89A8cmJcD0XuW+FbOqYQhBwjcEgE5Qx4l4q5f9SyIUt73BaU8z+/CkXY+9ke0sfAGzSN2qWvPuo7GsMilggNwGAzgAByYmQPuHVFVbuUIHgQ5j+F0BMuI78wd5NQgZnxfwreZxthciuAnbdLncGAMDkQnlnj2QPjrlpEtHgoE/o2ANkfxKITo1OwSRClnb2DKg4ELS9r5sj/cA87CoXL2GAvdszuLsygq1Uz5EpOz/2fUNBWeviUUbc97Fh++D95wAA6IA+6VKWeCNgQ5x+bg/EHOdl8iw9c/OimAzh5bXugf+mdFDmSMtzy4PqvfXMaenEFgegTI5vQoC4xZBI7Rhe69QbmILE4pGNVMaedXdBHsEjRmyXp7Xzn6mzboBzhwngPupepnJtEIcp7vr0yOzx/knMOXYMn62HKQKXNcCy7MxoHolXNnJk5fY/ft9BEsHgAE3iDgqdMjQcqY4S2BFJ3J5ry/8YseVPic6X89Ho/I2ibtff3jjzm1c1my3t5Xrx0T2gcfOBDFAWf957ObsRHkHJvX0f6I/Np2Xj+ryVmGAu3XiOYpvn17H7XziHsAQzhwhQPRdsIzbtWYlQMElkDgN4Nj9UkZRjs/dZBTr6nNeV8jFB0092ZxRqf9a8fUtr6OxrPI5tmBfetz8fs2XoAf+MGBTxxw76p+dnOATP9J16Lfz2EQPXj1BDnflc1pX73lLulQfIf6LH8FfoIBHIADM3EgY5zl0Y2K+3CAwBIIKJtTUf12ZapaFM5MiNrp2XvNjG97nzn6PaKN6M2slNnoue/oLE4poZ8s9xpd37TI6Jklmp4+cPUl7dAfcGBVDrhtztnSHQQ5x5a9jP7xTNy/GrjM4Uv4/LOxObWqruW54eUdORC9Yk5lxzy4RZVXe2V7+AwEuiGgTDSP8GQ4giWYorPHKfQ8uwvD1duJng1TIN5X3F7F/KMPT1kJd725Wg7r12czmFbnO8+P/oUD/TngnKC9slIg03fSteDcOQwy+sfjz77yR+bwJXyD+XN9jEyAFxyAA1c5EL33gW/yJ7K82iv7w2cg0AUBEZ5szquKjd95jWL0YMI7wNOgIeP4q3lQmrHMTMFObxDZyy1kFTzhABzYcsC9WcCV2sTRdq+eiPLawDX4lNE/8UFO+Spa0t7WZ+7SDjU3y2vPssy252zFid+DPxxYgwMZ4yuPTnxXtzljPMs1QCAdgXmzOc8uC8PojGt0okseeANwmXVNlDHa3m9ZS9Y9xbHbn9eBGW3QD3Dg3hzQjqUluOI4XxmMZATRyrMR5DzP54z+yQlyenwJZ+Zz4WV9vjJRgJ4+z2swAzM40M6B6JVyvux2lSzhAIHlEFA2Z/sMr5RldKCqdoT0muWx7Qp6FCPnzqiJ5UpWFqeU0beWIGe0IS54Uy/3PjI5im7gPuBUBAfc5VGuDkYygmhFPxPkPC9LGf2TE+T8h8WXcNewLdws5yslHyL0A22elxUwA7PVOBCdQOJbqp45bl0ukMYDj42AitF6lHOGQ1icIZ2vZE64npV2PJwRjtGGwscT7XiefbRPQmQsqShy6cPaxy9kFSzhAByoOeDeLODqYCTTZyLIeV4GMvrHE+Q8Um+tvTxVxpJ1NjE8z9Nat/Ea/OBAPAcydKFnPKWyZxwgsDQC7YEUKVWyOeMV692MV7Sh8Gb8Khsi+/AsM4sOJJcgJwNpdMDddBTPcz9Ou/Xh1U3tMoJo6Obr/FUAsuAXdb4aIP9SLx3xTVRq5zoW5bfRS9ZVRqJcizNYwAE4MCIH3OVutvbl6uqQj1hlbJSbPS7meiBwCgGyOT8qBgxLBiZa4rxV7s7/PTNh4kKvws2eZWZZg2kFDzJ4wzXAGQ7AgSsccAeuWoIyWXpZNpUJqPPy4ubKnm/j6ZcjQc7vLbY5esm6MLo6aXBFH/Cb83IBZmC2Mgekn/Z0ufM9z+SXeKqyZxwgsDwCZHOurLR7PHv0MuqWwedHPI4MIqKUSPsyMwV7nQb4VVssN8MB/ig/YAImY3DAHaRp2XCNIOcYnHgmm/cKcso/acc7evWNfAvfAL/9eR2Y0Qb9AAfuwwHpp1djIMdnnokexXU4QAAEHo/HvNmcHmVwHwU8izF1Dza3hkUDFA8WvWuaeJaZafnDFqOI/73BZVcf0o5HFsARHOflgDsDQ0t3W/hAkLMNvxbsj/z2fkFO1RVvx9xd7mHrh7AipL2PHP1MG/QDHPjIgWj95xtDsVSd8B4IVAhoSe5HgT77ngYS0XV7aqfIs9yn/bnP4rTy96MzC707fWsCoOfhWWYWvYt9LZO+MgHI5cp6gmeH/04OuDMwWms+E+Qcm9/3C3J6khl++SV+wpQVIWPLhlMv0xZ9PQsHMjLZW1aHfIkjS9V7jty59nAIeOr/ScgynXcFVMnmnMtIRvPDl8U5Srp/ezkJdxZTHdTcvmbiYS55/NIx4t7B454ccGdgtNqZaDtY62V08nlOzxPk1ETokUO7sJ/HYfub6FJD4q0vm6n9ebfPz/9gCgfW5ID0Um1X3a9bV4d85uUoY9cjdonvgEAaAmRzflYSayrx6OePzvT1LnXqncVZBN+zy3q0gS4G32eokcFoeaR9OLYCB9wZGA47Q5BzfNkrNi3q7Anm/VwchQPnOZasC29WhIwvHyvYDp4RHooD0SsQpfNaV4d85uoZm3DAbPAVELgHAnNmczoGHJ+VAwo9Eovo7Ahfqr82/Bnl0LKDdl66B/qvBn6+fmh/bgd2tEE/wIF5OeCe4NGS3VY+EORsx7C1D979/pWNc3zmKa1zZkDrWbLuLv2wh6VDxt71L5+PL4P0EX00AgcyynQoS97zrF+PMnjlPkBgNATmzOYkqOJSjrHtRAY5vcHuMwOHDBluX7Iu4ymM9gYU7ve00ZHHWNMOOMIBOHCdAxEZGI4sM4Kc1/s0Sx7cdnHbXn6QU76KJnDbsI+QqS02lKJq66PWPub34A8HPnEgegWidJ9v/Np7s9yM8TDXAIHLCJDNiWKPM+6RQU5foFuDANWvGulQ0LW9XzIH1uprxz3TBjjCAThwlQNaArYNoLT875rAydTFutZV/Fb+XQtPjvy2T5DzNwsX3NnRe3j5fDr4v7Ic8+zwv4UD0kN7+sn5nrLjW+7x829/Gmngyr2AwIgIzJnNSVDFpSTj2okKcnpn/UfL4pSO0PKD9n7JyMAoht9Tb6z9mR240Qb9AAfm40BEBoYr8EKQc3w+FVsWde4T5NRGRe3YZwz8fdlN7c/rwIw26Ac4MB8HMlbAyVfxcGO0BJ0RY1zc0+II+LI5M+pYFAfU4zC6FA3t7CnsqCCnN1Nl1HomWobQzivJSZGZ6LNjWafjmWmjnTdgCIazccAdSHROprnv7ZUu99rHdeTgFaaOzzw+qzYmPHu0L1mXLpA8OHB41YZqic+md7hf+gwO3IMDGXsZ+DYc0sZyHCAAAgcQ8GRzZmaOyVHyFe69h4IezdBGBTl9WbxayjXq4dk0IMNol0GLz3gjj6PJMvcDJ0fngDsI49RnBDnHl5/oCUFPpqJ89bOHAqPt+GckMXgCwe3P6sCLNugHODAXB6JtgMZKvvGrsvQ5QAAEDiDgy+Z018QqAZS9s3MQgjHyG6Pxg5yjZnFKZLUMwZOBkbH8osinbxmGn4/IOJjCgXtyIGI5rXMSlSDn+LzLGOC2658rQc5vLUHOrCQGXxBgfM6184FnBEM44OBA1Hi1jI109kx0qb81NuQAARA4gcCc2ZwEVcY1cFFGw+MEj5zFWcTWs2kAA+xxZcThnNEG/bs6B9wTOa4Nh0q/oIPHl9H7BjnlT8xT/ob63uPLStFrnOmru3AgQ/+7anw/HlfKlpRxJWcQWBIBT4FyKbzMbE4NHu6iZO/2HGMHOZW9PPrhybDOysDQTKWzjt3d5IHnQVfDAT8HIrI4fYORT89LkNPf725Zyhjktt/zlUxO+Tnahbe9DyJkrc50Kq+p793eV47+pg36YQUOZIyRvGOjkVchjj6u5v4WRuBviyMUFdwqDlB9luJYQQnP+IxRPPBkcs4i5h6ZZOIBPTGjDuGe4e07DrizOL2DkU/9R5BzfB7fO8ip8jeePnDLW+3Pl9eUovL0lavPaYf+uDMHMsZHqmnswfDqRNcsY17uEwTCEPBsdiJBznAYi0PkzrrwKCKXQpu3HYKcDkH1ZGBE9UWRwfocESRAJufVA/QdfRfFgYjMMt9g5HO/E+T8jEUUF1rbzfBZW+/x8WgZ4M5V/oZszvFlpp3PPCMY9uVARhanxkc+faY4DQcIgMBFBDyZY5lBFXf9LIyOx+hEcUDttvfRRfFI/5kvAyNjEFeCnZSRcHCUNtrlHAzvjGGETvMNRj5zjyDnZyxG5WNGH3m4ddUJ8ZSkygoKkM05vsyMKsvcF9w5yoGMLE5fnWE2HLpq/fgdCPwbAV82Z8aylhJU8QS+MAxHDcOR7xHkdCkVTwZGRNZTkb/tmWxOdMkRHcF34MlVDkTYF99g5Mt+zQigFR3MBNOX2B/lV0YfefzUFr/Ck8SQERgQnz1B4Wt8OMobvge+cGBODmRN2Hj0vjBmw6EW68dvQeDfCHgcocygCrO+4xmZiEGoHF+PwZhJ2D0bEMkRy5x4YLA9nkzijNMnd+FAhC7z2JaPHMsIoBHk/Ij7Ga5n9JGHXy2+y8+GVTCffLDCt8gzfn0bp8/wn++C9WocyJis8a40ZcOhFuvHb0Hg3wh46gBKYSqjK9IJqttm1ncsI02Q06lQ/rIMTn78MU8eyeYcSx5Xc2B53vvyL2IC1TsY+RL7jABa8YWYXPoS+6N6IKOP+gc55yt/g19/jc9Hec/3wHdFDmRlccpX8eDbUo/ZORalLRCYHgE5Qqr90C6cGY4jzn17Pzn6etsGQU6nIvCUkfhv/y134oEB95iyuZVV/qefZuJARBanbzDykUv4QR8xGY1vGX3UP8gpn2Su8jdRJSRG4x/3M76OoI/u00cR9bxLLKKc5af4OKOayhwgAAImBDzLWhRUKQIfffYqFKdyWrMtgpwmUfx/zcw38UA255qy73PswA8sv+RARBZntO+QEUAr/hUTS1/y5aj8ZPTRGEHO+crfeHC7xouj/OF74AsH5uBA1Ni02OBy9k2cqoQgBwiAgBEB37KWjLoXRal8990cSnYFYxhlSDwOr1FU0pryTTxklpGgrhY6aQV9xzPG81yTphFZnCrjEdl/GQG04gMR5LzWl1H+SukXnT2DXgUpWw9P+ZuICYcar/JaWVeR8knb4AsH1uFARhanN8FDJQQ5QAAEzAh4lrVk1b6QQ4QzNI6hiho0rBvkVNFpT/9mTjxILqmr5ek3V//TDv0xIwcigoXewcg+ryLuuwSAtmeCnPt98I7vUf5K3T+evnEEOecrf+Px+65x4x13+Bxc4cAcHMjQ89L5Hl0vTLWCT0lnHCAAAmYEfEGVjJmT4kwSUBnD2EQZE4+zaxaVtObmm3iQXFJXawyZxBGnH2blQFQ9Yd9g5Dm3dI3in0SfM55nVg69uu8of6Xub0/fOIKccljmKn8TXVLiFTf47LluAxuwmYkDEStBah2v196J01/TRpdcCAQWROAPS/aYlpFvFUHU/7/8gtEZwehEDRrWDnJ+a5FH8SM7m9PTb8j2CLLNPcDDbA7Irrt9Bu9g5DknCHI+xyabR8+uF+Wv1JwdK8g5X/kbz3L/8bn4jKO8T9/BgescyCqv4dHz5TmVbMYBAiAQhMB8Rco1cMEQ9McgatDgCZYFiUtKs39a+J1ZRkIDPUpJ9JdJ9CJ9MCMHonSVdzDynFsEOZ9jMwofo/yVcYOcvpVaWfzOmpQYhZPcx/h6gz6ao4+iVoLU+l2vvTpKK/c4QAAEghHwFClXcf+tQoj6nxnf/oYnatBAkNM38ZCdzYlc9pdLnHL6YDYORJS78Q5GXnMqKwgkfyorcDsbh97db5S/Uvu4nr5xLVfXsMFT/iYrgAC/X+uZdxznc/BblQNZNtij4wtPtXKPAwRAIBiB+YqUUwOwKMl+56hBA0FOifvfU2ZzZgYWVnXmeO5+Og/s/dhH2RHvYOT1c2cNsAgCve6Hd/JZByQjXntKKWmZueuYs/wNdffbeP5ODvgcfO/EgaiVIFsb4R3faMUeBwiAQBICnqBKZuYYjlBfQx01OCXIKZH3TDzIkcmUSQbhfWXyTo4rz7IGlyI2CvAORt73A0HO9xiNIM/bQav7f0/JFmeQU77EfOVvPDjOwckR5IJ7gCszcyBiJch0ueIEAAAgAElEQVSebfBOnDoz9pPCRFwGBOZFwFOk/Jtv8pasexUORu6skSPIGS3tnomHrFnO2ilgAgJ9claf8P31OBMVHMz2DaKeo9ap5XX2s91JLguGUWdPcM4d5PSVv4nYHOxZX2gz0ztxj2ehP+GAnwNZmx57J07J4owePdM+CGwQ+MrmUPzznzmBTmWAYDT6YUCQcyNC9n992ZyZg3ANWjyDvX7cRq+APRyI5YAmQjRweBbkuPq+dzByDINM/UqQ81if7MnvVU4d/Z3H7rmDnHJMPHX3M2tzyr/X9fb6kffABQ7AAemHiJUge/pee474OEcWp324TIMg8B4BT5FybT6ypyQi3vMsbXYqr3XaIsj5XqLav+HJ5swcnBQ5JxNjHV3gc/7AbBUsVVe76ArnuUcQkCDnHHLr5NleW+MGOeecMO0hy6voX55zDp1FPz3vpyy7602o0piOAwRAoAMCviLlERkae06l6g1iBPpgQJAzQ0TnHJxIVntkVKEL+ugCcAf3MxyIWmLWS+dkDbakVwn8XJe1PR/S+d64QU75KnNOmFL65jrfz+hkvgvOM3EgszSeErd82GhMxwECINAJAU+R8qzaPb0GNT6F51SeuW0R5MwSUd/gJGtpRxk4enabzeU1sg3ecCCOA5FLzLxLyo5jQJDzOFY9ZUtByGKbIs4q1dT+fFH12uacMPUEjh39Qhvt3AZDMPRwIFqXF/vg0enlmcnizBo1cx0QeIKAxxHK3OzEO8tSlBHnd8aYIOcTEbK/7ZFJ9WdmKYniJIgn77jE52AEB9bgQNQEqHdJ2bm+IMh5Dq9esp4xMG5/tqggpxwT34Rp1mot+RG9Ji/a+3IOueA56aeZOCB9UMYX0Wfv+IUsTvvwmAZB4DwCHkcoawMi1faaSUHf5V4Jcp6XrOu/8MikuJedzdkz+HAXWeM50PF34ECUzdBAp+dkJ0HOOeSTIOecE6YKqLJsfQ4Zu4Od4hnG5VrUhoV7wVJvFrk2f+MAARAYAAHt7tiu5DKzxnCA2vvrbJ9HDVg9M2cDiJH1FnyDk6h+23MSynvUkcuXz7PyzPfpo2gORE18egcj53lAkPM8ZtFc22ufIKeckjknTElmmEPG9uSO9+g7FweiNiwsY5X67I0rsKO6dUhMYyBwHYGvLUHOzB2dWc6Sb0SjgmUEOZ9Jrm9wkjHYq50FvVahcJejQztgCQfm4kBkINBjM67jGflsWz3KhNH1fsqwe+16KXK5unwL34Rp1AZiW86X/3W9dnxpAwzhwIwcyNQ33v0EonX6szEj74MACDxB4A+LM6Hdz4uDEnn2FgfGAB4xgAQ5n4hO2Nu+wYlmKCPlca9tZBS9ckSv8J378SRyJ1T5GL05Q5Czfx8c4UBGFtCR+3j9nYwB8ZwTpmw0OoecveY3zwA+5zmQmTTl1zNkcYYNi2kYBK4h8L1l4BAVCNsLonhTy88r4dUMV1TferJyrrF+/F/5BieZA/Mir97ZUWR0NZ3D887HeQ1Oopapj1KrL1OXksl5XQYy+kl8b9dT0Z6Ib8I0cgKj+A31mWXrDn7RRruMgmEmhhlZ+EXPeOt7Z0xaRdsL2geBWyLgCahkbXSC859rdAly9hB6zQh6+jlzZrQ4Dzp7gtgeDFxY0g79AQf2ORC1m7p0ySg2PyN4VnToKM88I98z+slj3zJ8C49/Lx5krdgqMkB5qn1dO6NMcs/05TsOZO6m7l9x9m2GMucaIAAC5xHwbECUpaDYxTnXWBLkPC9Rnl9oZtDT15mbg5UBiuTUk+3iwcCFJe3QH3DgSw5E2QjpkpH0SEbwrOhPgpxfcuyMzGX00zxBznknTEfJ4D7DPb57XW7Bbl3stEJT8l7sX/TZo79Lf/3mGfLRCgiAQAQCng2IMuv/sblJUa7x56gBrMfIRMjDKG36BidyHjOXgRQHZYQ6ejjO8ToCjNfFODpTfKRNSDKCZ0V3EuS8LlMZ/TSX/+KbMM3AtsiAzv6Mq+u8ws6BHRyI4UBUqZtal5TX3nHJvx6Ph2IoHCAAAgMj4NmAKCuQQs2/GEOzZ8AJcvYUW80Qevo6u6ZWcShGClK4sKQdDyfBcX4cIzd5kT8xEkcyAzwEOa/3fUY/zRXk9E6YZpWmKj4EsnBdFkbSn9wL/bjHgQx9XXSJf7MhrYTlAAEQGBwBT4HyrGWxLFnPM5YEOXuKrifLujgWmc5E7VSwWVievJa+5gzm0RyILFHjX6raXpswU38S2Lkuv5G8LHZtriCnfBhPIoN0SpRPWLDdO3vwvs6paF1K+/TNihzI1iXezYaUxflVzwEi1wYBEDiOgAS2zdBo6dqegxLxHkvW2/rqaF9HGSGP03qc3fN+01MzV/0t+czOwpDss+QsR1aPyjTfoz9aOSD7G1lDyxvkk2/TPpFLkHMOuYnyWWo/1rNCQRmWWYd3wjQyg7vGubz2Z2DNweVWPc3v6edRORBd6qbojnL2rwyRT8EBAiAwCQK/Ngc5pUyznB/N1o+qvO90X1EDBoKcR9WCZgrbJyAKJ6P6szgSz86UmEBfFQ5ynpsLGpxE1tDyT4pooqh9yS5Bzjl4m2HjPEH4zCCn/A2Pjy/9nR2gkF/hD1LMwWfsJf10Rw5klbeT7vCvDPnr6ACO74EACIyBwLeWoKFmuJ8FOpzv+wdCGNI9Qxo1YCDIeUbq27OQ6r7NmojYyrsn+wU5rfuS1/AhmwMq3L+Vbef/HttQeKFl6pooIsiZzZNe14vyWWqOzxnk9E6YZpQFqDHXaw/uRTdw7iWjXHdt7mVOGMbojewJqjPjRb4LAiDwBIH2ulUyXpHL2Gqnh1p/8YYyasDgGcg+ofEt3/btkNojC0Ny659Njec/zjgYw4HPHIgObPgzvsuSMoKcq/A4ymepfU9PsK3HQPknSzJD4VJmNlbB3+M7ftZp5Vk4gwkciOdAhn4uukJnf0KUNoTlAAEQmBABjwMUnelRFBhL1uc1SB5HdUIRu3zL7YP02oHLyrguslrOcjgUZK3vhdfgAQfG54DqcBY5jjirXrBXN2hiqBzt+jMz+8QTRBufUxFynzGI9vRPjyCn5MGTzKC+i9YJe3qG+pxrynWErqDNXC4pMSkrCaroDu/+HSodpvrGHCAAAhMi4ClOnhVAoUZPvIGKGjAQ5LyiHjSD6OvzXsvWNQnifA7aAk84EMuBjOxvj02ocVAJnnIQ5FxFRjSQLgPcqPPcQc52Wai5lBn8L/3pz86q9Qav6/7lNXxwcUByW2Q44+zR03X/q743BwiAwMQIeJbFZs3WeDM/amXGaxk2gpwjibK3plZG4OKZI0MWNvrF5TjTTjyXogcn/mXq2mSlPtoDO5nBHP/gLJ4jI8nhM7vjet/D154D5j+sE43R+mGv35gsXUumR9Iv3Mt57mWt8Cy6wj8RwmZDtUfFaxCYFAHPJidZCu0///O8ssVAHceMIOdoYuyRzyIDWVnXxfGoz/7MreO8Ls/PGczgwGsORNty/zJ1LSnThFB9EORciee1nYl47VlF1DPIqVVbkpPXsn/08x7L1tWv+P+e/jvaz3wPvK9wQHIaoYeftakkK+8ydfW7fAgOEACByRHQ4KBdkWcFT5jNbe+rV/1NkHNEcfZkW5d+77VsPcYRiZWHghlncF6BAxmDE/9kx/c7Spsg5wp8Lc/4bPDren/+IKdEREFWnx7PzHSu+9GvP3yYOPGlLfplRg5EjSFrHbB97V8ptl0ZsuNi8BYIgMAsCHiWsmwVT8T/CpTMqPhnuecoA+VxTGeRJ/d9qtacj/datq5sqgj5fNemlpRQcsLXl05e0Nba/RKl+2ud4Fn2W/dTvdlQrXcJcq4kzzXHIl7fI8gp+fBtQiR+9Vi2zmRprf94vZKeG/1ZlU0p+YzQwc/a9OjmWo72VobUvgWvQQAEJkPAsyQ2K0PMn5ZeK7i1X0cNdAlytqoEbxZGVD8/c0Tq9/1OydoyO7rjy/2Nz8+MwYm/ZtarnU8Jcq4kd7V9iXjtsVk9l6sX/6NdLmpeSW9E4P2uTSZLx7cpNU94ff/+UvJC9qSHAqr+pIm9lSFFf3IGARCYEAHPkvWMpW5yfijSH2cwo4JfBDkdasGbhdFruZlkmLITcTLMgAJsz3Aga3Din5x8FTRqD+Zk6kd8mjaZjV6ZcJ8gp/wQz8qtomO0VPRdUDLic/+kSRsHCx6cwXFFDmQHOKVTVCbPi7V0IwcIgMANEWh3fDRYinBmtm16HE63crxHewQ5Rxbt9oH71iHo4ZgUefbX0bmHDG77iP/p1ygOZAU4/bL+bufTdl1JkHMeuZNPWOxKxNkTUHtWWiHb51BSg28TIummaPyf9SmTpfPIaJQNo93+HIjerHBP/v2lb16tDMnW0VwPBEDAjIBnyXqWs+NPUe9vKEYw1gQ5zWJlb04FsX1c/e//Pb+GTu2wsFuqry+dvKCtNfolY3CiMjZ+PqlO8auDIKcf84h+9LSZ4Xe24zlKkFNy4/H3Cybyx7Nr8RU/wh/s8HCyYMMZPO/MAclfkcWssyad/DGAn145FHwGAiAwNwKeJetZS1f8aeoYYhligpyjS7Hk1LtsXbKU5ZzsXcdTygD5vbMjzbP5+Z0R4IypmfVqmXrR3wQ5V5IZgpyF92fOCrr69EpPP4LJUl8/OjlBW/ful6wSdfW4QT6Fv/TNSBNQZ3Q43wUBEDiBQPuS9axC5MzexhhPgpwnxKXbV9sH8FvnMyPgUTsq9esYpyVGPra48T84z8iBrKXY/gmMd8vUi1Ju15FZGEkXUpOzTY8Q5Cy8P3P+2r5svUdWV/ElCHS2ydCMdox77tfnPQKcknW/nLNM/YzV4LsgMDECStduV5rRReCl6Dw1ktqf1YHXSG0Q5JxFfL3L1rNq85UByfZMoBNdNJIevPO9ZA1OYgJ375apF/1NkPPOHN4+G0HOwvuzZ4/PX/dHzzrf/kkV7HLdt7yGD+JAr6xtJWP4Ocgy9bNWg++DwKQIaGa3XYlkZYX5a3K0P7sDv55tEOScRXT9y9Z71+ck0In+6an7Vrh2VoBTQSc/nkeWqRf9TZDTj39En3razMggbMdz1CWR3mXrPf0IfAiPPLVznfu4K4ZarSk52yYqRP8fk9jEburFY+IMAosgoOVgbQYqa5ZH12m9V37/JYYEOWcSc2U1fdl/rf9nye4zhyimoLgXo1aM+T390YMDWQFOreTwT0AeXaZe9DdBzh4c63XNjNICHk4Xfo509i9b7+lHEOjEvvbSQ3e/bq8Ap2RakydefLVMXckiHCAAAgsh0L4MVs7gsyCG833qcrqVPhsPzSfoym7y8iBjwPhKDxDo9Panmx+0N1//ZAU4YwIMGowcXaZeNDhBzpXkNMNmeZZCF36OdvYvW8/Irn3mR/yv/zWfjl5JXnnW+fjZK8ApGffo3i3m34+mhLkfEACBeAQ82WEZdXli0te3inCt/8nkjJcw/xXas6+3TmdGjbNnAxS9T6BzLb2z5R//+/o/K8ApudW1/H13pWYWQU5/P0T0radNgpwOr6J949Et5zLGAXt+hD/ry8PTLT78D64zcKBngPPHHyM4omQuDhAAgUURUOZEm2LJcDrl3LTeJ7//EkOCnDOKvH+5mbKxew1QyqCFQOeXsomuAo+zHMgMcMZsCnC1jiFBzrNcmfn7Gf6mJ5toZP9CSzfbff+aRz3qc4oL9T3wGjzgwHUO9AxwxvgUSgphmfrIloh7A4FgBNpndKOCZSUAUs4ex/O6Abib8YzqN08/BdN+6uZ/sDv2PZ2bIt8EOtFNd9OxWc+TGeCM2WiopWYWQc4sno1wHYKcLufF70dk9E3xF1Quw1M7Fbs7glxzD3152HMMEOf7ny1949KttAMCIDAIAh5HpzgekWdmbb1GkCDnICJ46TZ+swc6e24gUPRGnLPjlR0ccvAchQOZAc6YjYbEJQUqrx4EOUfhYsZ9RPktxQbpvMZErdeHyM7kjCmXgV3LkGGuMRbPegY44yYrrpS+ueqD8DsQAIFBEdDy13aFm1HX7/ff2+/T8ax3aSNqsLDGAKG3OGsJxt8W2a35rJo49WCvx2sFUuR01ffFa/CAAx85kBngjNloSM/UWjOLIOdKshHlt9S2ThN+7Zi2BO6j/QtPckONUcYYoPRRTDa5o89po+YEr8fnQ+8AZ4yvrxWqHCAAAiDw/yPQHizJWKaiQRZG04dB1GCBIGeWWvFsHLaVKdXGKYOJXue4gIpPfra48T/YZnIgM8ApPeAJ/Gw5oppZrQdBzkze9b5WlN9S2zrPqqFRg5zyG7z1OLMnR2MCI1vdxP+9ZZ3rx3JQNl2+dq37Ml/HZGMrnkEdzlavit+DwI0QUCZFmzLNWurKTopt/VT3c9RggSBnpmrwZ2SII5lZGc+cKgKdPlmv5Z7X8+OaMalYy2XMYESBFq0kaT0Icq4k01F+S833+wY5NfjXxIJPB2YvU//lF9+9O3GgLfplJg5kT5LW+lWvY3ZSFwepw9nqUfF7ELgZAt83Oz0qAL5VYhH/x2STrGmcowYLBDmz1YO3tpYctRF2XJf+UKAzJsCypszP5IRzr/sczc60jtn1VM8mv8NxEORcSVai/JbaX71vkLN9o9Et1zInROUPsNnQvl3Y9gv/g9MzDvQOcMb5FEr64AABEACBLxDQ7G67QdCmIbWjGPHa43y2P6sDr95tRA0WCHJ+IVwJ//izM8RNDSZ6LmWp9QeBTnRWb33Z+/qSx/sEOFvrcNZqlSBnb25mXj/Kb6ntjcfPHG25+s8WP7/ua+FU4xb9miQH/ICaf7w+z4dsH2KrE+ICnEr24AABEACBXQTa63JmKE8Kjp83as8cgajBAkHOXQELftNfZ0u86VmUfOscsUzNJ/vPdALvj4lxj8xqTVrG8OFPsy4kyBnTT1H9397u1ja4/79fkLN9tdaWY/IN3Li/ag/fv11utn3I/+tg2mOSdCvP8il0H37eqQQHdTjNjhXNgcCdEGhf8ppRfFw7L/sV5JptEuS8k/zqWfwDGcla9mBm6xjV/2siJcZJWlMHoEvH73fJn+xeLQfRr+MGIxGbAhDkXE2Oo/nvyTZS5uQIh38CNHvSRStKqMc/vq1aTQ/N8rzZ8rqnn+N8Cldt7xF0NfcAAiAQhED7BiZRQbOtwpzFsIx+n1H9RSZnkIgeata/JE087l3Dp9YBcc4Sg4jRddZq9yddml0yQgHVmIkEDUYiNgUgyLmaXNT2IOK1J2twhCCnspvaV2lt+aVVFRG4P2vTk1mLfd/2I//fnxM9Jkm3chzrs49WFuTQQI0vgQAI5CKgwUe7wt8qt4j/PUG09md14NWzDYKcuRKWdzX/5gLi6UiBTgV+5Lz1lB+uDf6RHMhYGbG1z7FyFbUpAEHOSB6O2PaWt+7/7xHkjKnVrbqYbrxftacAyYgc5J7ol9E5IFnNniTdyvKcPkXeaI0rgQAIpCGgTIs2wyWHZKvk3P+zCUlbH5U+JsiZJljJF4oZ3Ig3owU60QUeXVB0Aucx8Myob721y7GDEedGQ1t1SpBzNbndctf9/z2CnP7JTi0Zzw6aMJk5hk1aTcfM/rzZm4Lt6eBYn4KNhraeEP+DAAi8REAbArQZ1IzBGUtX2vqo9DFBzpfCMPmHXz8ej/ZJi8KV+twjw2zPgSrvsSGRRx/UfczrPpgqiJAxUVhkp5xjByMKtkQeBDlXk9foQNv8Qc72Gvt7nMrWTfj6fezQXt/z3hx9oVIzv/8en2xUfIdn51ifQhsNcYAACIDAKQTa6/llzB55HNA5DFakY0GQ85RwTPhlTwmKPQ5mTGY8c5723pdOiKkjiJ7Y63/e8/NC+jg6eLMnO/GDkehdTwlyriaP0vd7XHa95/Exe9XkjAlwZtfhZJNRv41ZTU+s9rzKes6eiNjTufP7FBMO97hlEACBdwi0784cFTirFSnOj8f5ieortdvuXLzjKp8fQ6B9Q7FnfTlaoFOOlYd7Dv7SxjPe8P5HbmRMDtY2tLyOHYxk7XpKkHM1mYoOcnp8TK2Myj5iApzZdTiln1im/tFOrCbnPO9xDqh0k+x5se29zvE+RcTmhdl6muuBAAh0QEBLXI8r1b3varldhnLduzbvnes7gpwdRKzLJVUP7xw3jn5/tECndA9L3GL6+ign+N5x/JV9HB2weWaP7zMYIci5msxlyEw7ptlBzpgAp4KN2cETbPhxG9LOU641M4byIUbxw2N9CvGUAGeXISQXBYH7INBu8J4NqpzvK5g6s2Ea4d4Jct5Hat8/ScwASDwexcGq9YsGwegIdOQIevbZPfTc+TR+MBK1k/qepiPI+Yxjd32fIOdWDmLsuwIo2ctfdb278pbnom+dHBhlebp873v5FFv9yv8gAAI3QaB986EMB5Rlqe3OAkHOm4js4cdQse523uy1MWKgU06XAkl798t74NKLAwocZNe3qycA7jcYIcjZi8u9rpvhY7Y/W1YmZ0yAU8/fYwMTlqljm9tl7/4YjrQBaLxP8dPhUQ5fBAEQAIEXCLQ7TBmOkeqPYAjbMCDI+UIMbvmRNgCJC3T2qitYB3D2XisAq8AS+gIMenOgd+ZF/GBE/kP2QZCzN6+zr58xqdb+TNFBTtnzP8LsWo+JGJapY6Pb5e7eGGqFUsYkz54vvffePX2KbB+G64EACCQhMMcO6zhD7YacIGeSSA11GQ2MtCFIO3/22tDkw54j1Ps9bSRB9ndMn+/xgPc+Yt17EuC+gxGCnKvJW4YstWMaGeRU/fy4CcsedlyBm3bMaQMM78sBZW/Kjvf2p8v17+tTDDVo42ZAAAR8CLQPGDIcJM0yY8zbMCDI6ZOauVpS8e71Ap1yzKQ3yOps0xvo3XP49c7eFO/jByMKuPQ62n2WjKBZGRgyQXtOfvb0TUZ/eWo6R8iE+B5nv6WvClezztJPHrzbubXHN94D154cGC17U3pBtXNjfemePkWE3qZNEACBARBQAKTNoEUFz2qHi1nftj5SH0f1kydjbgBRuPUtrBvoVFYntTrb9UernVjh9xnBmNou7r3WYCQ2gKDBiDLEex3fN/ssmf1EqZ123ZPRX2P6Me0rrV7pXQU4e2SKYY/bZeJVv/LZvPiOlr2ZF+Ds6VP08mW4LgiAQAICbQYhYyaYIGdbH8npIciZIEpDX6J9QuOV89xrwLQX6Nl7T7WDY2ei22X0Fb58Ni6+0q0Kpu/xLvO9nGyL3oOR9sBPRh3x0u+e4Nm43M/QS+sFOWWr45anq89kC6UvCk+zzrOvyvof/2NtWcyQ9xWvIf95pNqbRR/onmL95t6TpkMP2rg5EACBdgTal8IUhRh11mzziobP+cwEOdslZf4WfgiVo9EDndIjmil3yhVtrYunnP+MTVGO2NX4IP4og5H2IGfmYJIgZ7t+WCfIqdqb7ZuBvrNJvQKc8ZMw7Vx7h510h/gYG/iJf453z8nnOX0gHmXotyM+xPY78m1ieTCKTzH/yI4nAAEQeIqACqa3KbOtcoz4v/UeV/89Qc6nArDYB7GBTi2V7ZEhckbn6P4IPrTp/NX16UjLyuIHI5oIVQBmhIMg52qyp+XNZ/T7le967IG4efUvbuf0mi+9ApyaYNQkaH0vM74uEySUwZm/L3vzT3pthBUge/pSgddYfAhwjuBNcQ8gsAAC7UHOjKBGrMKNVuj92yfIuYAoH37E2ECnBlJlMLDnQI3ynoJDsfUL+8s9etPbB9KjIw1M4jOTFeDU8tlRDoKcq8l0lO9S2yFPkNOrayL6uVfm+V1q0279Gv1/h+BtBNdoc18fjLo0vejDeFkdzacYxbfhPkAABAIQmGPQwPKQfYN51JGIGih4BgcBtKbJNwjEBjrFy14DquKsHTkrw4TlZ2265agOmvl7o+14Kt6uORiZw18pusdjH9eWzyjfpfSRzvGy1L8Pe9nj2etw1nZrG+QsHGLCtD+/634a8bV8iF4yWHj66pyTbU2A883AjI9BAAS8CMwxaGCw0OZERA0UPP3iZTStHUUgPtCpTLNXjtUon8nBi8+Ka5PhER33u9/TiAOTtQcj7StPngUqInQRmeLtOi/Kd6n7O355ZjsOLbq2V3BFq7xa7nu0377SHdLLTJjeq78d/Ct1N8WPWueM9FpyGm+rCHAeHZnxPRAAARsC7UHOjN1KPcG0dQ1w1EDB0y82MtPQaQTiA52qPTSyg1c7m1qKvEJWj8N5v3Mbow5MNBiJX9Uw8mCkPchZy3v06zvLSNazRfkudd/fOcjZK8Apmx+vq3J9+ldBzsIngp25fZKlh85eZ1QfovC0nOM3LRQfRvYpTg+a+AEIgMA8CHzfPNMqB7EozKizJ5i2rvGNGih4+mUeabnnncYHOlWHKKN2r0v/EOxcU1eOPDBRsCI+aDD6YIQg59nB9uzfj/JdaltxxyCndMWRoFyNg/P1HWtVnsFTwU4mTNf0I9TvM0zs5+g9Nhm657iRpwKBKRD4B0HOxt3lZxhERA0UCHJOIeQHbjI+0KlBV0bWt3OgRrBzjUHKyMFN8TmnlMLfg20ytKe22vno1A+v2pLumME3mOEeX+Hs+CxnsJ/HB+mznpOKdw3uqb7oWb6R2ZnH+566bHQfouatOKkVVvF4EeDc82J4DwRAIA0Bgpzxij7DmLy+BkHONIGa+ELxgU7JWkbmd+3QOV6XYKcc2RX0xSrPWGpujpp1ofvKyYiaZTDSJn9RdnBPxyjraxU5in7OPXyd790pyNl71cSdNhra8rrFdyHYeU99OFNwUzpTkx/4FBMP07h1EACBMwgQ5Nw6Mnf8P2pwRybnGVmb4bvSB1qyGuuQijejBpZeDZ7LQCW+SHss/tH9O3r74l+vWnWv+FV/piBZTlB9lgDnt816KcoO1v1WXhPk9OmwgmnUWSsMRtdZR+6vt12VTj1yn7N+pyXIWbgrH0I44UPMzZUyQVr6dX/Dl/QAACAASURBVIZzTskb9essPsUMYzLuEQRAoAEBgpyzOlxn7jtqcKd2z9zH/ncb6MtPAxBQMCE+0KkAzpkaV6M5kXIYPfx3yBBt7OuWL3HRMsqeyziPcjgvs2ymwUi7r6L+P9oHrd/L68MvOX5EDmb7TmtfvPv9HQLSKmnx7jkjP5dezZmU6cd3R5Cz7gPxLmfZcD/MZtM17+5X/TWb36rAel4JiT8ej8dXAeMSmgQBEACB0wi0Dxzchr92AsprggltTgpBztOCsfgPcgKdcigz9EfRIxFnDe7kQN59gPfO+R/1c2VcaAnlDJnDusc8W/fbZIORn5sn1DJ1ja41qkzMdl8Rertuc+Ygp+xO71rXKwQ4JTNR+kPlcNQ22Z1j6kz1i/pH/VTrjRleSzZzlqer7+RTcIAACIDAMAgQ5JzN4b9yvwQ5hxG4iW7k638vO4l3PMXPGYJQr5xa3T/ZnfFcOaL/NPBX4HmmjAsFKvIC5TMORn5tDhpKPl/JsPOzvGD1GDJ3RC6vfifaNswa5BTHegde1DerBOeigpy13pEdILtzDJ2mfug9gVBz4+zr3Pq4ss8cIAACIDAUAgQ5rzreM/2OIOdQQjfRzWjZiZa0xjudI2SknHUin31fA085mKsM/jL4ceQaGpQokBUdFHnW71fe173m7J5eZFgZkTMefzbrocygN0HOwrf2c3S/zRbklK2Ufbmib5y/ke7KyxJr59ERG/LqOxlBztI/wlZ9vBK+r7DP+kx4C/eZfIjCmXLWvefaH21aygECIAACwyFAkDPLePa8DkHO4QRvohtSoFOZXzmDDGXgzexgFkeznLVcSEEsAp4x/JkxsFlzI3cQO/Ng5O9mHZSpV7L05QrXIcj5WXfKPvbO3pT+kizl6q7PGPTifK+6p2XSdDW8s/q5BDZHkKviG1w9564IUe3+7ycay3CrIAACiyFAkDPLkPa8DkHOxcQ65HHbl4selQEFBKMHtledyJbfKeBJdkbbYFVZTDMHNgt/lBV0VB7av6fBiGz9rIcmWtrxKthHnxUActwvbXzCMdoWzNBf8uGicTgqFysGOCWLUX70Udz1vRLwlA1EP1zHQPjJF7tDYFO8kEzmckI+hWr3c4AACIDAsAgQ5FzBUYhyztRuO37DCgc39gEBZYI5+vxYG8qckPN2ZhAwy3f1XFpazaZF77mgTAtxYeb6WIWXuRsBCFtlQM4+GGn3U6JsYOnX+qxgVKaevPu1MoJ7o2I4Ym3h3GDKOLKUqUNqffLstXwI2URxhJUir3kifIST8LqbT5mbvSmcVcKKHdQ/DI94AwRAYDQEfmp2xjPq1HiCaa+N4KhOruO+opwzT7+MJhPcz2sEFHDQLG6OPN01q3M7cClZnhpA5m1Ak9OHZ7lSBiQKAt8l00L9nZu9eafBSLufogHuVuai/leG0FnO8/3nmK0U5Bw9U11ytCpXo/xolx6SrSwTp6sHPe/qQ9RcUbA2f8JBpasIcL4eI/EpCIDAIAhoE4I2pyXDAfUE09qesxWnnr+Pcs48/TKIKHAbJxDI23m9yI0GV3ebga8d1u1rBT3LgOXOtbg0qJceUQDwjlkW6lfZyPxB54w7qD9TQe01gTMmY4sMK+u46C3O7VhIDxZso86S0Z5/0vdRz+ZoV7b3znboiJxG+dGO/tlrowQ9pY88vnq7LB/B+cp39Hx6zrtNjO71q97TRFr+ZPismxY+8yt4HwRA4OYIEOS8YlBn+02Uc+ZxnG4uYrd9PM3m/pE6mJdTlzHgfeZY9n5fg3A9fxm05Du5bYMcDZKlM0pA805ZmnvcUGCgT+bTzBsM7SlMLY9r455kZ6+PIt7z2MW2523Fa6TfZwaoI/gwe5sEOD/JYpQfncmPMnkqmdLz5E++tek13W/xIeQLjT454O5bPW++fWGDoT2vhPdAAASGR2COIOdIDveM9xLlnHmM7fBCwg2+RKBdh5yVKfFuNef2lbOsAI6yIDVwUVBN+PTIuilZmbq+7kV/urcV+0oDsPwg9F03A2gbGEu/ZGaB5/d7Oz5ndXDm96VHXuk/PovDhwDnZ9mSXbsr12ofokyi6nkz5bxcS9fVn+5Dsi/fJnOSasQ+lhwKi4JR3lkTjLPX9H45gOFDEACB+yLwZ7PSzDA+eQq9hxGJv2aUc+ZxgqjvMr9++T61TmfRB3KCM4MXIzq/R+5JGZPS0/VARg7z3l8Jku59Vt7TUqnSns70wefBr/Dw6MWzduGumwG0bzqkoOMROXF8R7JW9BNnDxbSO46+oY1zOGpyqsdk2ahyE+VHz8DL2oeQjSu+wN65BElLkHLvO3qv9iHuvqqjpY81Ydon45b6m/OPzXgCEFgagfYgZ4vyPvrbUZ2eWe4ryjnzFL3WIJZjfgTy63RK/hTAkBN4VJfwPbCK4IAGaX2WpiuQ9Ov86uPpE7RvOhRl//Z4pIH7LH7BLPepgMge1rwXh4sCnGQkfynLCjTBOTDI4kC/CVPxXnaXAwRAAASmRqC91lW0wleW0CzO+Mj3GdFPGny0P/Pd6sdNrRAMN6+Ai4MX59pQxomcwgie0ya4PuNAWUbWJyCwQq2s9rq/mUEyj008p/t66NvMa2b23zM5X+l9TRpm9u9M11qJBzxrH7+n74Tp3yxPN4yCaAIEQGAIBNqdmWhDSGZEex/JiYzoJ8+Ajh37hlAF1pvos3xdPFfWFkufYuQ9QofM3Ga/ZWSyCZqgVPb03Q8NutpsoGq6ZfHMs7qh7Xlb8Rrt95mZuFk8GfU6WmI8Wv+PdD+j9hv3lafjo7AuE6b9+K4JRcqH3d2j4vlAYCEE2hyaDOeTIGdbHxWDGWGYPX2jkgkc90Ogz/L1wnctHSbYOb/jH6G3WtvsG9yUPbjz8vRaE0qHtNu/zJqxfTJ62zFy4BzVRoaf2aoTZv+9ZEQ4R/XhXdqdvZ+5//F8ohLc7Gc7tCKE5em158FrEACB6RFoL+if4XyydMbjeEYs5VXdpnbnVQaW474I5O++XnOSYOd4Tv2sAy3p0L4bcUhXrlTDWKVM2mxMZh09Taq03i+//4hhhp85q05y3Lf0Wr8Ay8f+HlkGHHjTBj6JONA/uCnZY/f0+469eDIQWBoBLSltczC0tCXaYHuWRLc9ZytOI/w+Isipvvc827dLS+L9H16BmfZlpy1cI9gZr6ujbUGv9qU7+2c5rbiUTLu7ttkYyX0Wb7QsvvV++f1HDAlyxnEY//oj317JYJYu4TpxnO+N7RjBTfF+lRUh9x9h8YQgAAIfEGjPsMooCI8Tds4Je+ag/fJLjNPgGfxjbD+I5+3eUK2f9k1EnvH76PsEO2P0QO+BQ8T1tYqgb+amdL+yN1fdnK19YiTK7u3xjXqGHl9lq8sJcvp1tlbh9NdtMXzZ8sf5/57c856fn3fEdJzgpuzqSitCbjeY4oFAAATeI9CeJZFR0N8TRJvPmXI6ZmorKiDtGdjJ6HKsgUC/TYlqmVKwUwO9OzrTPFNbv/avuVnsleoVr7C50J7m89TjzJRxfJXCW+9ZwTh0mg8DEgeu8xMe+ni4CpYqYyKZG6MkhBJK2Fxoz+PgPRAAgVshoAHUdWOv30Ytga6NHwOHtj4qfRyVDeGrmcqS9Vupl5cPM0ZWp2RDcpExWVPrNF6PN1AaJ8tC+p6NAD5lr7bZPg0qM2Wt2FrObf22h19mP971WvLXyd5s42bGmOeu/FvtuTTBpsn0PX2W/x7Zmy+HJHwIAiBwNwTalW+G0co3Bu24jHjPUdkQvs0WlFnMsRYCY2R1Sl61QYkC9gp2Zeg1rjEGzmMNRGR7Vs7erLVf+0qT777L45iCHyPa/bvcE/ryOpflo40TbJlbTghyXufhKjIsP3Ks5ByyN2vPgtcgAAK3R6B9KVhWlsRdnPQRniPKyfBkByh7iWUUt1c9Hx5QfS4nbIzBj/QaS9nvPZBRIFsDEY/ecvFW+k9Bf45PCAiPNmwz63GyBLitr971dZTvcud2pec85YRi+/Zd34/0OUHOe/sGV/XBWEvSi7xq53Rqb+JRgQAILIdA+87qUcufayNDdkQxVp5zlIPmc6S1GRbHmgj034F9O5hSEIzszvsMakrW5hi1sWqdrqxFJng+6z2VLqnxufaaepzXcHNg726j9gt5/VonK+Ain2w8PTc/H6N8aDj9mtOj4iP/UCsG3PqurT1NEDKW+uxP8AoEQGAxBNp3VpcTFW14VCuvTdnz+xo/GeSIPtNgsr7O9ddkcy6miHYeV7qpPYvrOgc/crlkd1K7M0Z/ROik0qYG/MroGytrs3CMTIsdBfB4PH5qtieS2cKBjLNT39BWkY/P54w+nP0aCsCxLP0zZyLkiCBnrl4dUSY13hl3EuGPhTcr3PcmeBcEQGA5BNo3HYoKmNVGjSVgXodNDnCNr/O1ahp6nEotXeZYGwGV05Cz5uKUrx3xXA5uZpaYU05XaKssRx8vw6LwUEF8BfI49hFo90+ox1m4do+zJitW0F1nn7FM4vj8r3vwJcp3IMi5phxKzjQeHVfO2Fho35fgXRAAgQURaM+UyjD2zEp7HU5lM511oo9+3xuQZqf1BZXSziOPt4S9HjwR8IzTJ0f1Tvne+IHNostZmr4j6NVbWrZfsLp+ph7ndewc+LvbyPA3iy4Z/awJNvlbY2an34t3Wx7Dw3FsfrScSs7GXQVS5ExjeZamVw4EL0EABNZGwFPvKtrAqP2xdqgrRmXus4IBEX2nmc6tQ3j9fy3j5ACBgoCy3tonZq7z8T23S8CTJe0x+mVPZ5UspnEzNmveKDuRyZsi0c/PP1jsiLixx5mI9/BTap7HvF41uKRAi2yKgpriGXU2Y/h11DfIWMGmlSJK8NC1MvVYhG6crU3pGeE/bsZmzX8mTJ/7EXwCAiCwKALtg4jIjMDaKB51PPhebfhev44MwniDDcxOLqqgnjy2Mrzaawln6AoNRCULDFL8gaYyCJkni0nLyNg1/YlQ77ytgdtrG/bucw1Qaz8i+vW7++Hztv4UfpJ3BflW+YMz7ZyJwFDB5mh9sp00kT4j6BmDu4LI8tPkr80zgcCE6Y7jwFsgAAIgIATaBxGRtR2LA6EZ7AgnZfU2NUtZMHafFYDw4kvmEzpri4DqdbbrMC9PX/OeQcp1nSOdUrKYMvus/VrKPNaEIsc5BNoztiNt3NZmatKwnSu0AYZwYAYO9AhybnHBn7juT2glm3S2bMQ8E6VFNyi4qRJOHCAAAiAAAk8QUGZJUZrXzhlLNhg8XOubd30bneXidRzEVWXwcYDAFgEFwNs3KHknLxGf14MUTeZsAyer/q8ByLxBzaKvS40s9NZWYt//r4zXguP1c+Rqha1sarDsuGfaAEc4MD4HRghybnlS/AnVj8Sf+NKfEh4aryoxxzs2yeSqxkFMmL73H/gGCIDA4ggoC6pdOWcYUjkTjnuljY84Rtb5kUPhxVyBLA4QeIaAZrbnDHbWcqIlagqYSH4y9Os2WJP9fx3Q1FIxDdRqPOZ7TXDzmYQef/9XCwcyuTw/b2eXO+5/Pl05b5+NGOTc6//V/AnpfPlNmuBSH+n551l+/kweCG4e9x34JgiAAAg8tIHHM4V67H0ZjoxBxLYuTet98/vP/Ru986y/77Q8mQMEXiFwj2BnraeUeaAAoJx2Oe/KcszQvc5raEJF9y2doyDuPQYfn3Xppw2xVCuWzM1X0nnss/ZVJpIXJ39ftSVu1/LKa/CAA/fmQEaQU1mHETy6gz8hfVwHM4WVf7wRg//xPiW4ecxf4FsgAAIg8AUCfzQbz6xBxPyzcL0N5fPry9l5NXhr/UxBjeMG/eh3CXR+Icr88wSB+wU7t7Ik3SjHvgRANfCSzOkvMwu0ZGPquspA1X2UQOa8S8OO6iMyN58I4MW3VX7iKPbPvycettqvo79X4N5xz7QBjnBgDg5kBDl1jUw+vPInIld97enZMikqn0I46E9+zv0mR/f6mODmReeBn4EACICAENhTrOfei84ClOEjQ+Jcn1zp12jnRY7Jlft6/Rvq0qDHjiIw3wZFr7l/TZ40ONj+KRBZBhCvziVLov49y3M1ENGKCDI3j0rise95lqpH27V6YB5j467JeYTuoE36Ag58yQHZy1oHRLzWNUbEvQRDa39APsIrH2L72Z5PQUILGwod8xH4FgiAAAg8RcBT1D8jU8hf13FMp6GnIxMdrNZgM8Z5UYCBAwSOIqBgpwIo7bs295RXrt1bh/9F8f+jInfpe+1L1aNXKGwDGshkb5nk+nAwlwOa2NjqAff/owY54Zqba1qdxm7pl9wFfgQCIAACXyIghdqmpJXF4zboe+0p06j1Xvn9awwz+jJuOR9L17+Ubf57j4Ay7xQgbw+moFte65Z74cNA5L1stX7Ds1Q9euKu9lVUI/dePOd56E848I4DymKs9UDEa4Kcd+ZhKXOjyXcOEAABEAABEwLtmUxaahBh1Ldt3r+e2xhGXHVvtti7/4/rSwKdJsWwYDPKam+vT/xuQMTnY+i58/3AQCRXKcy3VF2+0Hle8RswgwMzc4AgJ/y9xl9WguT6FFwNBEBgIQQ8S9WVveAOgm3b02YW14wIvzuLW0bQOm7ZuvpbtWyojbeQIjM/KkvZz+qMe39f+oS6v2YhO9Bce3Z1xsqE2lehNi3+1r11If27178EOeHFHi/239NkqZIxtFKBAwRAAARAIAgBKdp246QAZO3oR7xmGVh7P53p64w+ja2xqgEyTkSQ4lioWbI7z+iN+3xX+uPnx+PB8rE+wu5Zqq4SNxH+yF6bqkt+H/7zLPQlHDjKAYKccOU9V8pkKQkYfXwKrgoCILAYAu1L1TOMuwYU1OPMdSJU/2dvIOd+L3Z5n/hNBtZiSi3ocUvtTi0vypVFrpeFd8mwoOh/kBCdaNazVD1jQ8RiE/FRsuSU62ATxuJAxjhIZaTo99kwYLL0hNHnqyAAAiDgQkDBn3aDkVXUP66GYzsGDhxHa0M7oJfBW/Q5vm+VsczsqUtz0E5Zzt6+nHY0uV/zflSHlcmQseS6fQKWper4NmvqM/o9u98JcsK5z5yTX6hJOlaSjeVTcDcgAAILIeDZYEO1FaODYNTj7ONAaDl5dN+qffWvgqqfnYSI18rAw+lYSMElPao4JYeWgGes/Dp1ggJoJbDJ5EeSoJy4jKdWeOZSdflB8/Cfe6Wv4ICTA5qoj/aVyeQcmbMENk8YeL4KAiAAApEIKBOp3WBkGHY5DrG1G9txcGA5YhuZmTBaVhgf6FRfq84eBwhEICC9+tPj8WBJ+3j6TIMQZXQrgMYxNgKeWuGZS9W1omU8znNP9AkcyOIAQc7VuCY/T+MJkifG9ie4OxAAgcUQkGJuN0hZS9Vj6za24+DActQ2srI55SDmzVST1bmYwuvwuMoQ1BJoBWzal96Oqh/Gvi8GIR2I33hJyU27vGRO0Ml2xZdcwU8ZW9fQP6v3D0HOu8tAvQKEDQkbDT0/BwEQAIEoBDxLKzOWqstxyMnwu7uBvvZ8Gixm7LReHMTcrF0tM2a5apSWod0aAc32K8tTO2xek0V+9w43BTUl08rWRK5r9s3zeq5a4bJbLFV/J5d8ju6+PweKDxt1zksCuH9fHZdH+Wtka87jP3CnIAACiyPgqXeVUWhbzoKWnB03SHw3AqusndaLc5gb6FTAnyWsiyvFDo+vHbwV9FRtyPbMtQi5H79NgpodiBt8Sc8kQNYErGwWS9Xxu8bXlfRRdB8V/zXqTJAzmsPyw0pQU/4ZBwiAAAiAwGQIeAYRWcuYtXlAtHNC+68xViZtZjannMTcQKeeX3JBbZ3JlNmNblfLn5TFpkxEj46+l17TZIQCwgoMMwC5EfGrR5mrVngJZrBU/bX/cC89xLPSn/scKPog6kzCxz7u1/koP0v+lvwufP/KEPMSBEAABGZEwDOIyAx6MYBwG/Zr7akuapTz9qzd/ECnsFENRertzKjd7nfPcrzlgGu5lBxyT5mR64OCa7rj/PXK4IOA5v04/eqJ5qoVLrvFUvUsncB1zutRMMvE7Jkf63y//XnkQ6zmT+iZ5VPouQlovrLAfAYCIAACEyPg2bU0K+DFAGIsJ1XLZZwO25G2dM0+NVmp1zmxorv5rSuTUSUW5LRLp88YANU9KzNTz1CCmdTRvDlx3zyeJ4ifueqApepj+SjtQSCeBwyvceCIP9v6nfa+kd3dHnfwJ8pSc/lD8inkH7HiY9vT/A8CIAACN0XAk8UpI5sV7GIAcc3ZaneE9q+rrNpWJ+3K77VMp0+gU46THCaCLzdVijd8LOl5Off6E3f1V5bAa4Cjv6gaoKqRWa5RApi6vrIndD8sCbsh4UyPJH7s250z73/3Xa6NYqVJe5+d6V++C96jckB+6hX/9sxv2p99L8j5SoXv+RNlYrXY+khOlmvoXAKY8ilKEJNVV696j89AAARAYBEEZBjajZF22z5jlFu+ywCivb8cfV63kb0JUeGPsnP68YFg5yJKcuHHrAczJUj67EywcmGiBD26BrDt9i6rVrjsEitN2vvL0ee0QT+MwIGM5I/25zwb5Lyq7p/5Dq/ev3otfgcCIAACILAwAspE82TvZA0iGECM67hmzFiX4GZ9VqBTpRLaHb2WNjQYZ/Z4YWXKo4MACFgRkH/SopM//VbZ/rW9iH7Npojtfebod9qgH0bgAEFOq1GgMRAAARAAARA4goAnizNzwyGWqo/ruPZatl4GrWNwQ8FOzUpzgAAIgAAIXEdA5Qza7V1WrfBih7SqxXHftAGOcGB+DhDkvG4B+CUIgAAIgAAIXEDAl8WZOYhgADG206csljLY63FWNukYHNHyHw3SOUAABEAABM4joFqu7fYuc4WBruW4Z9oARzhwDw7MEeSUruUAARAAARAAgVsg4MnilCOmJeQZAS0GEHM4fb//nsOHZ5zT8nVtNDHGIEE7A0vW2KToFmqThwABEEhAQPVd23V4Zq1w2SOWqrf3maPfaYN+GIUDGUFOT136BLXOJUAABEAABEAgFgFfFmfmrqUMIOZwXFW+ICvw/SzQqfe1fL3P7ut7/cQmRbE6jdZBAATug4BnwyHZgFc2wv3ZOPZmzwbx3iiBL+5jHS5mBDn/4z8ceN7HevAkIAACIAACyyLwqyVLQo5ahgEvAxEGEA5HJqcNzSwro7L0Xa+zgq0eB9CFG8HOZdUuDw4CIHAAAd8kbKYN0goGgldgAAfgQM2BjDGSx8c9oJr5CgiAAAiAAAiMi4B2gPY4ITKsWcEr7d7uum/aycEys1brOx6OldUp/BXs/GlcNcGdgQAIgEAXBDwbDmWuMpH9kb3DtwADOAAHag78z/8ZP04iyNnFUHFREAABEACBsRDwLAOTEc+YoSzBq3FqLOLA1Q7cu9fZywULX/bOyuocj0cq+K76cxwgAAIgAAKPh2fDocza0MoYfWcL+RyM4MB6HCDIiU0DARAAARAAgXAE/mFzxDML+is4hXM4LwbKwt0LOvZ6T4PfMXZgr/tUmxNxgAAIgMDKCHh8lEz/RHaMlSa1LeM1/iocKBwgyLmyPePZQQAEQAAEkhD40xYszAxcyUkoDgPnObH45z/HCnRqYCpejVXnVRlMKifBAQIgAAIrIuBZaZIRWKgn6Ty7G89p2/HJ6Dc48JwDGbqI5eor2kqeGQRAAARA4N8IeOpcyZnJzpIYKxD13JnB0XuOjfpwxECnsoTHqqWmWp3fo7VAAARAYDEEtOHQcxty5jPp9ToIGfmalSaePjvTv3wXzGfhQEaQ01OGibJJixlcHhcEQAAE7oCAb7dSORaZta5YBnYfZ3bUQKcGwArAembDXf3FpkR30Lw8AwiAwFEEVLKjXX9mbzj044/t9+x4btqgH+DAeBzICHLqGu19r1IhHCAAAiAAAiAwFQK/GgzgJyOauaO6gk8sA3M4L+O0MXKgU3zTZlrjBDu1dJMDBEAABFZA4G+Ln5I5CSubMV5953HsfXvghWcBw7k5QJBzBdvFM4IACIAACHRAwFPIvzhamTuq61rlupzvg8Xogc6xgp0EOjsoTS4JAiCQioBKdLTbuOxSOgqoOu6bNsARDtyTAyqHJJ8y8o9MzlRjxcVAAARAAATGQECbmXich+wszrFqJXowdPXF7O3MEOgcJ9hJoHMMXcpdgAAIxCDg2RQxI2uqDlZ4auHhW8zuz3D/cPgZBzLGTQQ5Y6wSrYIACIAACAyLgKfGVTHemRvHUMz//k7jLIHOMYKdBDqHVbPcGAiAQAMCX9smYjM3HPo//+f+Nrr4fpzpazhwjQMEORtMAz8FARAAARAAgY8I+AYOcm4yllzUGRJkcV5zqGZzRGcKdIqfCvT34yabEX3Uc7wDAiAwNwKawGm3d9k+yi+/tN+z47lpg36AA+NygCDn3NaJuwcBEAABEBgOAc/yLzlPCkQpa6EOQka+JkNiXIctypn+r//K45eDu8oY0hIhyUYUJvvtsgPmcKqWGwIBELiIwFc2/ZlZL1w2hA2Hsm0f19v3CcBlZFzmCXKqLjIHCIAACIAACAyNgDK+fI5Pdp0rT30Z3/M7saSt5/2izBhHADK7DQVov/nm+XN5+/xfj8dDgQEOEAABEJgdAU9JnewNh9gUMcvecR2v/wCe2XhmBDk9G6BJF3OAAAiAAAiAwLAIfGsNcGYPHpTFmZ8dh+OX7fg9u172kkNnQFQDXzm0z57N9/4fw2ofbgwEQAAEjiOgSZt2nZm9EqBfyZJ2rBx40wb9AAeOcSAjyOmZdCHIedxu8U0QAAEQAIEOCPh2U5cTk70EjCzOY47TnR1MZUVmlkdwBjrVlmQmPrOTpUUdlCuXBAEQsCHwgyXASTkdfIY7+0M829z8JshpMxg0BAIgAAIgsC4Cv1oGDcWp+u673OXDZHHO7cwV3jjOGrhqkx93ADKzPS2/j8tK/ptl6+sqep4cBG6AgHRYUa0KWgAAIABJREFUu8378cdcO8GGQ+195uh32qAfZuFAtN9JJucNzCGPAAIgAAIg8AwBbUjic3qysyPkBJDF6es/Jxd6tjVrnc7i1GqDorgl7CwveqYNeR8EQGBkBHz+inRs0bcZZzYcwk/p6RNx7fn4F62XCHKObOu4NxAAARAAgQYEtBGJp7ZVcaCyg0tkcc7nuBWuRJ+VUTzz8nU5uDEBfDYhalCa/BQEQKAbAn9aJmWzV5t4ggnY+mifgfbh2EgcIMjZzdBwYRAAARAAgbkR8AwYilOQUUNma/Qp5I9TWvi3d1b2jAaYW97M9L82x/AvXyebc27dzd2DwGoI+LI4s20Cfgp+yp5/wnvw4hUHov1Uz+QLvuRqlpjnBQEQAIHBEZBh8joY2cu/dD33M9DePTHNrr/mdk5VZ9Qb6CSbc3AFze2BAAh8gcAfFnuvzd3c+vlVe1pNgF8BBnAADpzlwCu94vjME+T87QstzT8gAAIgAAIg0BEB7bDsdTi0rNZhdM+0QXaEtw/dnBitPQ1uZ96UyB/oZAa+oxLm0iAAAocR+Nrmsygz/oyf0frdmJIj2P7R/AvuB066OdCqe478vv2etSKQAwRAAARAAAS6I/CtvQ5ndmaEDLdnBhKnrN3BmQ/DHgH5I87mke/8/rsTb7I5u6tjbgAEQOAAAsoWatd9Kl9yRM86v8OGQ+395uh72qAfZuOAUw89a6sdE4KcBwwYXwEBEAABEIhFQBsN/WUZLBTDqCW0PbLj4naexhEsfXvn88y1Or2ZQWRzxupcWgcBEGhDwJfFmT3B5Z2Uwje5s0/Cs8HvLQcySoBtr3n+f4KcbfaNX4MACIAACBgQ8NS0qo1g9m7qmo1k4IAzWHOw5bVqdc64A7svO4hsToNipQkQAIEwBDxZnJqQzdb1TMbiq7T4J/x2bf5kbJDWzjGCnGGmj4ZBAARAAASOIPCrNYNThrHHbuoapPgCPGs7UO3OzT3w0+A3u07bs6VDR9/3Bvp/OqJA+A4IgAAIJCPgy+LM3nyOjRHv4R/gJ9GPvThAkDPZ3HA5EAABEACB2RD4wR7g7JEVoQCQd6kuzlsv523E6ypon+FUHg1kvvueL9j/92wKjfsFARBYAgFPFqfsTcbSz1pnszEi/tWIfg73NA8vM/zRdj6QybmEKeYhQQAEQGA8BPwBThlFZZLVDn3Gaw1SFFxtN8q0AYbPOaDBafaA+Ir8KPvU14/SExwgAAIgMAoCvixO6fQrOvbqb7TiBF/FaZ9oy2frwXIWLAlyjmKLuA8QAAEQAIHBEPDvpC7nIHvZVxlofPcdztksztkd7lNZw9k13ArXj5592ZzakIwDBEAABEZBYN4sTtUqv4MN5BnoRzjQjwMZQU6PDzmKzeA+QAAEQAAEFkAgJsD5zTe5GREl2OOtQdjPacFhnAt7ZeOMHOz0ZnNKZ3CAAAiAQG8E5s3ilM/iCRzMZSvxbegvOODlQEaQ07M5Wm97wfVBAARAAAQWQSAmwKmAT49lvGw25HWccETP46lB66ibE/kG1NqcjAMEQAAEeiPgy+L85z9zJ2a9E0/nbRX2HczgwD04QJCztx3i+iAAAiAAAgMhEBPglNPUow6nsiK0PB6nDQxG4MCIwU7foJoNiAZS5NwKCCyKwD9s9l5ZSmU1SNbZkxmFvR/B3nMP8LAnB1T2IlpvefTVoqaKxwYBEAABEMhCIC7AqSW70cZ2r31lYfR0Mrg2+O9xQMFOOaCj1Oz0ZXOyZD1LW3MdEACBPQS0W6/H7mRkQtV+i67nunfaAUs4sDYHMsZdBDn3bBDvgQAIgAAIDIRAXIBTG/7Ujnzma9UAxdEDg1E5MErNTl82508D6TRuBQRAYC0E5s7i1C7uo9oq7ou+gQNzcYAg51rWj6cFARAAARD4gEBcgFNBxl7ZajLwOGVgMAMHFOzUALdHzdoy6aB7aMfqjw/ahTdAAARAIAeBvww67JMezM7ilO5v17+0AYZwAA584gBBzhyrw1VAAARAAASGRCAuwKmgSXbR/hKwYZk6ju6sjq4yn7MH2JIbT+3afw2p5bgpEACBuyPwgy1I2KMWJ1mc+Cyz+izc95jcnSfI+fXdjRPPBwIgAAIgkIuAb1Cw5+T0CnAqYMMy9TGdrj2e8N5+X6lOZmaw0zcxgMOaq8e5GgisjsBXj8dDEyz7uvTs+5l6V/6KVrucvUe+D2ZwAA684kBGkNOzYk5lRjhAAARAAARAwIKAaufFOQiq8VeyKrPPHqMbh00k7rR9r35ToDNTfjwbEOGwWlQ0jYAACBxE4GebP6OMykydq2vhs9zLbuOH0Z8jcIAg50HzwddAAARAAATugsBvtgHBniHXrtHZg4RyPV82Gk7aXt/yXj4vMicMPEsmFXDgAAEQAIEMBJQ57tPL2XWRlcXpqYfsw8CJJ23RL3CgDwdUgqiMjaLOngkaJsYzLCXXAAEQAIEbI6AlXb7C/HuOS48siGK8NVhgmXofZ2qPC7zn6YvMbE5NULT3G0HOGxsRHg0EBkPgT4PO+qT3evgvniCBQ2/TRrvtA0MwHIcDGbWFPfqLIOdgRpXbAQEQAIGZEIjbYKg4NT0GCCXAqbNn45RxHJSCK2f6JCubU7Xo2vmmoAMHCIAACEQj8L1BX33WedlZnPJbyOL8jH+77aEtMIQDhQMEOaPtD+2DAAiAAAh0RiC2/qYMau8A5++/49gUx4bz/biQlc3p2QCDIGdnhc/lQWABBLQy5W9bkDOjfl09KavXmrzCXoMBHIADERwgyLmAGeQRQQAEQGBNBDQI+CPcidYS8a3znvm/si/IhsBJjHASR2ozK5uz/ZkJcq5pb3hqEMhE4FebbyP/QRM8mX6LruXZ6A3b326zwBAM78cBgpyZ9ohrgQAIgAAIJCGgGif/sg0CnjlACnD2GBzUgxEZ8mf3x/tgcxcOZGVztuNFkDNJyXMZEFgUAZXf8dm2HpslksXp6z8nF2iLfrkLBzKCnJ467lptyAECIAACIAACLxFQ9qYvw+GVsR8hwOkpeo1T96qf+WwMfijbKKNmXHt/E+R8qaL5EARAoBEB3waKWZNH9cQsWZxj2NR2W8dzgOG4HMgIcnrquLNZZaNB5OcgAAIgcHcElL3pq1H1ynkZIcBJHc5xnatX3OGz8/2mAOc//5mznLK9fwhy3t3S8Hwg0A8BDYjP69Bnv9EgfRuAjP6fLE5f/z3rV94H49U5QJCzn5XiyiAAAiAAAhYEcmpvFoeh9yZDGoBQhxMHtvBxhXNWPU7JVjueBDktap1GQAAENgh4l6lnBAH2AqbU4nTYGdpot9VgeGcMNTm+p3+c75HJuTFR/AsCIAACIOBCQLVM4mtvFkdghACnaoAqk7TcE2ewuDMHMnf99TisBDld2p12QAAECgLe3dRlMzLKf2wDCmRx4q/c2V/h2cbi91b/uP/3+IwsVy9WjjMIgAAIgMDj+7Sl6cVpGSHAKQOt+yj3xBks7syBbJnzlIBQTWAOEAABEHAi8JvV7mdOHtWBBbI48Vnu7LPwbGPxu9Y9Ea8JcjptHG2BAAiAwNIIqO6mMqVyDWnmctlXhtizk18udtl9xfXu0b896t7++KMDO2bllzZRPDwI2BH4werzKNCoFSGvfI2Iz9go0WFfaAMfDw4c5UCEHqvbJMhpN3Y0CAIgAAKrIdAnuKmaLsruqo1ar9eeLDOco6POEd/rwxXViVOwsccg3FMGQlnmHCAAAiDgQEB1OL0leXr4NNLn8qewq2AAB+BAFgeix2ueICerfxyWkjZAAARAYDIEvu6SuSkDnLmj8ztDrJ2lGSDgGGY5hlnXUUbRd9/934cylOUsvpODyM81CPc8t4ISHCAAAiDQioDqcP5l0kuf9Jv0baQefdY2WZwu+0I7HjsNjivg+Ewfud73+I3UcW+1lPweBEAABCZCQM69Zrf6OCI9lso+M7oyotSx6sODXvy763VLlqYyiXpsevFMxvS+b0OMidQstwoCIDAwAl4fSBOl8ide6cGIz3RNJmnxYe7q1/Bc43I7Qp9t22zvf4KcAxthbg0EQAAEnAhoafrf3QKc2ZudbA1m/b8GB54ltOM6Ie0OAs82IoYjZWnWMvXstUfOcFadloC2QGBdBOQHeW2bMuaf6b/I9z21jr1YuLGlPfoHDozHgUi9Vtpu73f8xnXtPE8OAiCwEALezIUzxkeZBqNsMFSMJzupj+c0neHUSt9VkFCDWcnQaFmaRZ6enT11lcRVaistZKx4VBAIRMC7TF1Z9M/0X+T7sgUr2UGelf6GA+NwIKMMUnt/E+QMNKQ0DQIgAAK9EVDtTa9Tf8bwKECjupeRzv7ZtglwjuMoneHSCt/VhIBqu6nOWoYTeVZ2zn5fAQBPv7HpUG9LwvVBYH4EvLupS1/3mniSnfDoVtoBRzgAB85xIMM/be8Tgpzz22yeAARAAAR2EfDvHnrG6PTayflVIIYi/eccmTP9zXfPYztzluYrOdNnvixO7YDMAQIgAAKtCHjL9fTYTd2rW8/bLOw8mMEBOECQs9UW8XsQAAEQAIGLCChjQcGBfGOs7IZezv+rwItvA5R8THv0I9f09rPkQpmNd8nSfCVr+sxTi1N98NtFHcjPQAAEQKAg4M3i7LWbule3em0cPgN4woE1OECQs9gVziAAAiAAAokIeJ35M06LHP8eu4y+C7gQ4FzD8TrD1ejvKsin0gji3mglG97JS+vn3oxplqonGg8uBQI3RcBXtkebv/Xyc/Bl8GWifRfah2PvOJAR5FRiwLv7eP05q4Buasx5LBAAgTUR6BPgHDV7U8EaBgWtjgK/f+1I/d/HNkuz1wC4NTjp+L1vmbp4h5O6ph3jqUHAiYB3R/Vek1ayK+0Df+z5O3vO53AEDrzmQEaQ01PT3WlHaAsEQAAEQKATAn1qcI5Ye7MEawhwvnZUcOSu4aNMnlWzNIts7Z01+PcOwn/upEu5LAiAwH0QUMmLa7p++zv5FHu6L+M9+Vrb++F/MIEDcCCbAwQ572MdeRIQAAEQGBwB7aKeW4NTy3EzDN3VwQMBThw/l+NXammq1uzKWZqvZFG4+OpwFu5Kr3GAAAiAQAsCHt+oZx1OTSC57BntgCUcgAMtHMiY7CGTs8Xm8VsQAAEQuAUCXz0eD1+9qXeGT5laGQbuVUDl3WcEOHHg3vH42eclS/OXX9arpflOrl597nFIa96y4dAtzBMPAQJdEVBN31qvXHstv6fnBJdfv17DwYElbYA9HJibA6q7/sofdHzm0XldjQ8XBwEQAAEQaEPAtxTrleMhJ1+Graejf8RwEuCc23l6xcGIz+RIiddkaV53WrV03983ZHG22QV+DQIg4JoAzhjUP/NvNOHm16+0CaZwAA5c40CGPiTIif0GARAAgaUR8GQpvDP0CmL87/99PQjyzHl3v0+A85rD8q7/7/K5sjS15JAsTZ8sx8jcr0trdR4eBEDAgYD0SLtN1ASv21c52p4mlXV9x3PQBjjCATjg4ABBTod9og0QAAEQAIEnCGiZuqfW1DOjN0twUwOGmGALDtEzbszwvmaCtVmDsjRnCNIfHfiO8j3h6ueBdJp0GwcIgAAIXEXANwGcMaB/ptM1KefXsbQJpnAADlznQIZOJJPzqu3jdyAAAiAwPQJxy9TlWM8UFGLX0evOyl0cvTpLc+QNsZ4NZmd737+TeuHwT9NrZh4ABECgJwLfWieAe/lCMZNIRc9yvovvw3PA5WwOZPjYBDl72lCuDQIgAALdEPhHyOy+lkVlGC9nQCemHiBOU7bTdPZ62smbLM0+yyjjApx/dtOoXBgEQOAuCPg2Yuy1ozrL1PHBzvpEfB/OZHAgq3wHQc672GOeAwRAAAROIaBggNegy6CMvqlQHRzVvXqMoBdHd7/Q3qeaZBpsaonMbEH4mrN3eB0X4NQydTYbOmUG+DIIgMAGAd8yddle1W/uobeZvMUvw/eDAyNyIGviR4kM7c+/MQ/8CwIgAAIgMDIC/ixOOdQ9HPmr11SA02MAHUaUNtodkS8xLFmaqrPaa6ngVW7e+XcKMMdtgqHgBAcIgAAItCDgLePTw/6wTP1Lf8DtX9Ae+MKB6xyQX57h53r6qMWW8FsQAAEQAIFkBLxZnLMFOOMyya4bfY8xXvP6CpqRpZnjNLY4psqijeM5u6knGxEuBwI3REC1OH16SnWeW3Tmld+yTN3Xf04u0Bb9sjIH5KdrrKgAZ8aKP43z2vGm/NENjTyPBAIgcF8EvFmcswU4ZWDjMskcRpU23jkmytIszpIcmSsDQX6Th5v6KDZr+o/7qmueDARAIBEB7wSwMiqzbY0m/N7ZUD4HIzgwLgc0OaJSWnf4U937Hn66xnrtHCfImWh8uRQIgAAItCLgW4qVVVfFNUhgB3WH0c9tQwFpOXqllmbGDLCLb6u3o2WaCka3O5qv2tAGIV+1KkV+DwIgsDwC3lqc8jeybYDqf8bqW9oHXzhQc6D4qHVAUn6PfNb6TxMeKtdT//UoZZGtk3pdz+N7/ry8VQQAEAABEJgEAQUDPA6KZhpnCTjpPuWAuJ6dduKwJEszf2DsdkLlzOdkE2mjIQKckxgfbhMEBkfgb5uPIH/DrVfftedZnhln2/GbwHY0DuwFKOvAZJlcJzCZr8/e6bt3n2uM2s63Hwa3WdweCIAACIDAvxGQwnYo/nl2qI7d6MSDpatPZmyHLM35nMetc6nBtZYGaeY8rxSEApyqn8cBAiAAAq0I+Hwj6cDsCWBdL7YkCL7OjP7VCvdcZ1CW2uwlUKnM5jpA2WPZ9NZf4v94n9c34YOP2WpZ+T0IgAAIJCGg2nXtzqqCGTMYajk6juelDQ+OmlkVd+R44mzOIUNbOddgWoMGyZYGF3lBzS0HmWFPMhpcBgQWQMBXi1P6cas3o//PyZzf6mD+xzds58A2m1I+YglS6rxd5h0tS7Sfr7/cmHvKdmginQMEQAAEQGASBDwOSXaWwlkDqDo3CsDggPbFoGRpykkdnTNnObbK9+sszXEyhaiTNInB4TZBYAIEvrb5Cj3qlPuylvr6C/hr8+JPoHL+wOCdfFrPpA8bWk5gvLlFEAABEBACnqL6mlkd2RgqoNYvu2xeJ7V1gEGW5thycVRmx8jSfCVH2jiNAwRAAARcCPiWqvfI4vRkLb3SuXzW6h/N8nv5cfXy7zqjUiVpxO/yx8T1PXy+o77hTN/zjAF/chkY2gEBEAABEIhF4FdLtsKouwHK4fLM3uHQH3HI5Qhr91gFlUflxExOWY97Vb9p4KJ+HCdL85X8aUkpBwiAAAg4EVBm+Cu9c+yzXmV88HuO9Y+jj2dpQ/a8BCvFjzpYWS//pmwQgcoevmfkNcVvj5xSj9NpZWkLBEAABAIRaN85VM5SpHG62jbZmy6jvt+OZvfV96WI+9V+4nd95adkaaovPTPd+3zxOJjbtv9iJ/VA60DTILAuAu21yqVPe032xejbrf7l/x44l0ClzttalSWjUude3MOn6+vTgf9H/CUn7bKq8TIHCIAACIDABAh4ak4p62sko0r2psOYf2yDLM2xeH5F5ubL0vzIw8+OKgHOCYwMtwgCkyLQvulQrzI+CnB91pO8HhULMivn96mu+GH8JrffNSb06ADKIk1qzLltEACB9RBQbZF25T9SDR4FXOfLRmvvA0c/1m0Iw7KcSQMmnLI5MVDfKdN2zizNV3KBs7meveKJQSATgfYgZy/fiCDnK9vh/+xVzUqWgc/pO+Hz3qffNNlUj2+uv1adZg4QAAEQAIEJEGhfjqXsvhGcAdUQ0r1cN15r/1YZBarBqCAxS5zG4PRZuVK/aUClfry3LKiOMAcIgAAIRCLQHuQ8q8Nd3yfIec2f0+SubGf5ky0tdStLWR5hqz9XX9EOWMKBOA5oosmX+KLVjxwgAAIgAAITIPCv5qCgHL+eBloGTI4owc3jGJCl2ZezLnnRQKtkaSqT5P4yIH31/QR6lVsEARCYHwGCnDPblFdLwUugUmcmde/hD7n8Ktq5Fx9840OVR+IAARAAARCYAIF/WIIiPXdhZGn6scAWWZrzO20K5q+RpfmM0wo4MIs+gWHhFkHgJgjMG+RUoEYTYDMHKcu9v8qulA9YBywJUM3v69CH9KGLAxqfFj3SflZ5Nw4QAAEQAIEJENCSzzYDIOfTZYzOtCOndo3MtfP9UwYEWmIlnHrVBDvTn3z3oxzJOdMgVTtCrs11ZW/iXE5gULhFELgZAqr7e94G17+RDe5p3xQErO+n9+u6dmWp+V2Wg9e1K8mu7Mubnpzl2vS9gwMa+yjBw6fzvrqZfeNxQAAEQOC2CCj1vs0AKADjMEZH29CA4d61Bs/3h4y4+kGDmZ5ZtUf7kO99lJmSpanBHvyuZUBBBrI3b2uCeDAQGBqBn5t9JNnl3jZPfpMmP1v9ve3v6+Xg8kFKsFKTc7pm+WOitT8HenOQ68OBbA5IJ2111vX/2ehyaFPNzYEACIDAZwQ0I9VuALIceIKbn/qKLM17OIpkab7TPVom+u1ndcUrEAABEEhHQBnk73TV68+VrZg9uN+7nmzOq0Bn2WhH53qzHfl4JVjJJOoYfbnXv7xH38CBzxzwl+pQeTcOEAABEACBCRDw1OPMmKGXY9060Jj191rapdlIGWwGGJ8dmJmcOcmIBoklS/PVQHNWnvrum8zNCYwHtwgCiyAwj590xCZqCXgJWLIcfE5/4kg/8x36dmUOaGLG55OqLU26c4AACIAACEyCQPsyLC1VyjCk/hk5twH0tacsCgXDVJsqI4Cc0X+rXUPBaDlZCk576wH5eOZ1AFvvS2Uzfng8HtQ7msR4cJsgsAgCnhUv8mFWs4M8L30OB+BANgf8AU75t98vYu94TBAAARC4BQJ/NM90aUlThgG7a41CsjRz+BPJUbI0rwQ4tZGQ9I8Cm9TbvIU54SFA4LYI/N3sK8nWR9oh2gZfOAAHVueAtwZn8W3J4rytaefBQAAE7oqAFHdR4tfOWvYUbVQVRGq9z1F+X2pdkaUZz5soXmqJH1maZ2VSmZq/EtS8qynhuUDg1gi077AuH0QrNKLsEu2CLRyAA6tyQH55XDIMtThvbd55OBAAgTsicDZQ8fH7GQZVAcFRgpRn7kOZG9pwQMvUMoLBGX2x4jVKLU31JbU0j8iisjQ1gaJyGDiHd7QcPBMIrIWAlioe0X2vvyP7QQkaAlEr+lE8M7yP4oDGWHG+uVYccYAACIAACEyGwGuH/J1Tn7X8Skvi393LCJ/XWZoU9J/ToStZmuIctTSPyp2yNJXppKXn7IY+mRHgdkEABN4i4KnLKT9llJ3WowIOtDun70O/0W+zcUArqjQOjRv/acKeOvFvzSNfAAEQAIGxEGh32hXUyzCKsUbsmoEkSzOn76P5RZbmWf5vszRxAMfS69wNCIBADAKeJesakGt1SrRto30whgNw4G4c0KaeSkLIGRdq4p4DBEAABEBgMgS0jPRsgOPL76vAc7QBVWZd6306fq+sPhlWzRySpRnf7xG8Ur9pcKl+jKvdMwZfHZz/1IY23CBLczLlzu2CAAjYEfAsWZde1dJK/Ig5/YgI34Q24QIceM2B+KzNre/OMnW7CaVBEAABEMhBoD3ImVFEX7VWfAGbY21pAKIlZXo+amm+djxGdszUd+KP+jJn1vcYv7L5fO56pZamBvRkaeboYq4CAiAwBwLtu6wXfayJU+pzzutfjOz7cG/w6i4ckB+fXzpKeh7/dw6bzF2CAAiAwAcE5ghyZmw6RJbm/A4hWZpXAqwlS/Mnaml+0I+8AQIgAAJbBLR88Yqu3f9NxmqYuwQ7eI75/TT6kD48ygEtS++z4kolmagtv7V8/A8CIAACEyEwR5BTBlHGzpWJpyxNGU6yNOd2tsQJZWlqkOjihnPwOmZbZGlOpKC5VRAAgSER8GVzyk4Q6JzbFzkatOF79DMceM8BJbZo9VU/H1qrmDhAAARAAAQmRqA9yJm18ZAcAy3r0mDgrOFTlqZ+p3ouCozhZMyHgfpejo8C031mds/z7ixP/d/XQFw1hcjSnFhJc+sgAALDIeDN5pTul3+CbwIGcAAOrMqB/Jqbe349Gw0NZ265IRAAARC4hsCekj/+XmaQsxh+GUJlY+4FhbZZmtS7mtNhJEtzn997nP/8nrI0f308HpqF/vqaOuBXIAACIAACBxDwZnMS6JzTVyl+KWf6Dw5c44DGdGMkLxDgPGD4+AoIgAAIzILAlWDK598oqNjDsKv+ojI0tUyZLM0+feDqd7I0P8vT54Dlu/fqLE1lZHOAAAiAAAjkIdC+EmZP3//449z23OUX0A48mJkD2izn2Z9WJL36U8Dv6F/+hjzvfNNZPyfAmWc7uRIIgAAIpCDQno2ggOPMzgj3ntt/ytLUzK2C0zhoRx3Cv8jSTNGHXAQEQAAEjiLw2+6Kkr3g5Zn3FOCgtE6uX4IfuBbemlzfC0Kqzvs2AKmJh72gI/7rUf919O8R4Dxq8fgeCIAACEyEgJa4thkgBaxwEMFgjwPFkSy1NJ+VGWjl4L1+r50dVUvz58fjQZbmRMqUWwUBEFgKga8ej4f0dZsP9ez3spt7dpX3wGVFDijwXwcmS532Oii5F5AkGBmjn57prXneZxf1pcw1DwsCILAaAqrh12YAlZG3osPFM3/sd7I0r8hSydLUbDK1NFfTwDwvCIDAzAjELFsvfpkCNGR1fvQ18L/mwWQbnFRiRB2YLJPgdbakSlEVGeAMFn4OyO/WJBUHCIAACIDATRHQzsttBrRXXU6c3P5OrmbV5aB+993zzaBa+XWv35OleVNFymOBAAgsi4Cy7tv8qHe/l53F5wGDbA68C1DuZU6+4zKfx+oK8H2Hr/Q1BwiAAAiAwM0R+NbinLNk/f7Ot2qvqp/l1LL8550TVT7XbLHqtilLU7LGAQLnabQ6AAAKXklEQVQgAAIgcD8E2kv/vAtOkNV5fz/LHcTcBim3NSc1QV1nUFJSqPhunN/po/k+l47GD7+f7eWJQAAEQOApAu01peQkuZ0z2uuLKVmaZ51cyZGcqFJLk6UwT1UOH4AACIDArRCQvtek1lm7ce77CkLJNuMfrYFBqWtealFul3qrXBRBynMyFC2jtD9af2iDXTYXupW55WFAAARA4BgC2uSk3SjheM/rdCtLU0XcydI8IwdkaR7TL3wLBEAABFZAQFlC7ZPGR/wxlq/P42+9C1RusymP9D/fOeOr8d01+SJdrKQDEg5WsL48IwiAAAjsIKAZrnYngGzOeZxuBaS1bEnONQXej3KfLM0d5cFbIAACIAAC/w+BvECnlq8zuZznd5VsSp23O3tvMyodPjVtHPXN+B5cqTmgBAQyN/+fSeIFCIAACKyLgHZ0rg3E9dcKnLGMaiwM6ixNBaJdfX3vdrS8RbU0tTEXNXzW1Y08OQiAAAicReD7VDsru06w85jftc2q3NaorJd+MwGMv3hvP/dO/auszV/x18+aKr4PAiAAAvdHwLNkXfWiFFQj0NkPAw12yNI867yVLE0NTlnacn99xxOCAAiAQCQCnhUyZ4IsyuyU7V/BB3sVrNzu+M1mOmf9Ib5/Ru74bm++sCQ90pLRNgiAAAhMjoDPIZejTZAzBwM5+mXZFFmaRx0tsjQnV1bcPgiAAAhMgIDPrzobSJEfpmCf/APtsD2yT1YvA99urFNnVhKsPOrj8L2z8sL3Z+SMVltpJSIHCIAACIAACLxEwFcwX/WJRnaqZ703DVaUqSF8WUp11ClTlqaWsShLE4fopQrgQxAAARAAASMCCnT6fKvWYIyCnyVwKD9CQUWXP6QM0hKwLJOv2iBJf/XmOvguR30XvtfKd35/Nw5Jlyq4SRkpo5GiKRAAARC4OwJK+fcZRGURuJznFdshS/MKF5WlqdILqqX5j7sLLM8HAiAAAiAwPAJ5mxFd8eEUdFRQsvazSrBS5zq7crsU/Mr1+M0V34bfwJuVOaDgJsvShzd13CAIgAAIjImAahF6jSiBzi8HDvUgYvtaWZoaTJCleYaDZGmOqUu4KxAAARAAgc8IKNCpXX/P2De+C15wAA6szAGCm59tCK9AAARAAAQaEPBmc8o5Yen6x0BnKZqvZVxaOkatqSNOnJwdZWmKo2RpNgg5PwUBEAABEOiCgFYZyJYdsXl8B5zgABxYkQNalSVdyUagXcwUFwUBEACB+yEgg+J3wFUHavTi99vMSuf/dZamsMBpO4KBsl5US1M1zaileT9dwxOBAAiAwIoIyJ5pFcIRO8h3wAkOwIFXHJAuucOfam0qsEm9zRWtIs8MAiAAAgkI+LM55aAoW9FZ5N4ZhHS3pTpWZGm+csq2n5GlmSDYXAIEQAAEQGAYBMjqJHi19YX4fy5OaDJ+L8CogJ3GUnt/mrjXaqRnf0zqD6OiuREQAAEQAIG7IRBXO0q7bGq5tjuw2Ks97Siq4K3qj5KledRBJ0vzbhqD5wEBEAABEDiLAFmdcwW1jvo4fG+sft0LRu4FIjXxsBd8ZNn0Wc3G90EABEAABEBgQAS0XCDOSdNunsp27BWYbLluydJUsJZamkc4oixNzXSXWpo4iwMKPLcEAiAAAiDQDQGVZjliT/kOOK3CgW1gstRkr7Mj97IiyYTspsa4MAiAAAiAAAiMj4AciVhnSku6WwKO0b8lS/NK/8sx1Qy5nE9q64wv59whCIAACIBAfwS+D6mJHu3H0f4VP+nOvykT2/Uy7jowqdfiep0xia/YX/9wByAAAiAAAiCwDAJyUmKdsZE2JVKW5i+//N8HWZpH+7w4s3Ja5bCSpbmMauBBQQAEQAAEzAiwfD3a56T9d/5dHZwsq3DqIOU2QEnmpFkJ0BwIgAAIgAAIgEAsAjG7re85mcrqzKzVqSzN33//VEvzP/7jndPH55/67O9/Z2myA2Ks3NE6CIAACIDAughoJYQmEfE9wOAsB94FKesMSr3mAAEQAAEQAAEQAIHlENAykhxnWzUuo4KddZamaoLiOB/BoMzia+aeLM3lRJ8HBgEQAAEQ6ISAbC61Otfz1coKmRKs3G6Qs61DiW/WSUC5LAiAAAiAAAiAwNwIKMh1JCjm+46WjGvX8ivZnfoNWZpn+4IszblllLsHARAAARC4HwJaDqxA11mbzvf7YfYuULld8n0/1vJEIAACIAACIAACIDABApo97uM0q27nf/7npyxPZWRu/xTQVAaoAqNkaR7tI2UJKEuELM0JhI9bBAEQAAEQWBoBZeypNqImJI/aeb7XhtV2h++6NiUZlUuLIw8PAiAAAiAAAiBwFwT6BTrbHNXVHX0Niv54PB6qpUkNprtII88BAiAAAiCwIgKanFR2Z04pofn9r7L0W2f5QnWwss6qZJfvFaWJZwYBEAABEAABEFgeAQXJcKzHdvrrLE12vlxeZAEABEAABEDgpgjIJ1PQTnb/7hO6dWblNlgpHMoffs9Nyc5jgQAIgAAIgAAIgEAUAprtZsnUGAMKsjSjWE67IAACIAACIDAXAvLPlJ2owKeyPRX8HG1iWn6L7qv8kVk5F8e4WxAAARAAARAAARC4JQKqD7VC5sBomRHKZFAtTZUOIFvhlqLFQ4EACIAACICADQEFPuU7RPgzJVCps3yTErAs5XFKdqXtYWgIBEAABEAABEAABEAABCIRkCMb4TjT5qfsi7IkSwMFDhAAARAAARAAARC4goAmR+VT7PlX2x3BS7BSZ+pWXkGb34AACIAACIAACIAACEyLQGSWwJ4zftf3yNKcVgS4cRAAARAAARAAARAAARAAARAAARAAARAAgTsgoOXrWqp01wCk+7lK1oSyJMjSvIME8AwgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAK3QUDLmkYrcu8OUF5pT1ma2gRAy8WU+coBAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAwMAKrb0q0zdIUHhwgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAITIqBNiVbI6iRLc0JycssgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgcBSBrx+Px583q9Wp5yk7jpKleZQJfA8EQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEJkdAm+v8PWGwU/esWprKSqWW5uQk5PZB4P9r745tGASCKApuiS7NpbhE6wVIBCaxzxAwSCQI7mAgWn1uCRAgQIAAAQIECBAgQIAAAQIEVgjUeKffu79p3nPGNVKaK96yMQgQIECAAAECBAgQIECAAAECBAjcQKBkZwnJMwqXR3OU0nxJad7ga/OIBAgQIECAAAECBAgQIECAAAECBP4o0JqWpTsrNh4VI1cdL6X5nJnHzLRWqI0AAQIECBAgQIAAAQIECBAgQIAAAQLLBUp41tSnguQvndn3Kc3GtBEgQIAAAQIECBAgQIAAAQIECBAgQOASgZKeFSm34mcF0E97jYG28y65UZMSIECAAAECBAgQIECAAAECBAhcJ/AGVnHbfyZ+zmYAAAAASUVORK5CYII="}}},{"metadata":{},"cell_type":"markdown","source":"# Go through this https://arxiv.org/abs/1612.08242 for understanding YOLO better"},{"metadata":{"trusted":true},"cell_type":"code","source":"import ast\nimport os, cv2\nfrom skimage import io\nfrom matplotlib import pyplot as plt\nimport pandas as pd\nimport numpy as np","execution_count":null,"outputs":[]},{"metadata":{"_uuid":"d629ff2d2480ee46fbb7e2d37f6b5fab8052498a","_cell_guid":"79c7e3d0-c299-4dcb-8224-4455121ee9b0","trusted":true},"cell_type":"code","source":"train = pd.read_csv('/kaggle/input/global-wheat-detection/train.csv')\ntrain['image_id'] = train['image_id']+'.jpg'\ntrain['bbox_'] = [ast.literal_eval(i) for i in train['bbox'].values.tolist()]\ntrain = train.groupby('image_id')['bbox'].apply(list).reset_index(name='bbox')","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"train.head(3)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"all_images=[]\nfor i in range(0,train.shape[0]):\n    obj_l = []\n    for z in train['bbox'][i]:\n        z = ast.literal_eval(z)\n        xym = {}\n        xym['name'] = 'wheat'\n        xym['xmin'] = z[0]\n        xym['ymin'] = z[1]\n        xym['xmax'] = z[2]+z[0]\n        xym['ymax'] = z[3]+z[1]\n        obj_l.append(xym)\n    \n    dicting = {}\n    dicting['object'] = obj_l\n    dicting['filename'] = '/kaggle/input/global-wheat-detection/train/'+train['image_id'][i]\n    dicting['width'] = 1024\n    dicting['height'] = 1024\n    all_images.append(dicting)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"all_images[0]","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"\nfor i in all_images[:3]:\n    path = i['filename']\n    img = io.imread(path, plugin='matplotlib')\n    for z in i['object']:\n        cv2.rectangle(img, (int(z['xmin']), int(z['ymin'])), (int(z['xmax']), int(z['ymax'])), (0,255,255), 2)\n    plt.figure(figsize=(15,10))\n    plt.title('Image')\n    plt.imshow(img)\n    plt.show()\n    ","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"LABELS = ['wheat']\n\nIMAGE_H, IMAGE_W = 416, 416\nGRID_H,  GRID_W  = 13 , 13\nBOX              = 10\nCLASS            = len(LABELS)\nCLASS_WEIGHTS    = np.ones(CLASS, dtype='float32')\nOBJ_THRESHOLD    = 0.3\nNMS_THRESHOLD    = 0.3\n\nNO_OBJECT_SCALE  = 1.0\nOBJECT_SCALE     = 5.0\nCOORD_SCALE      = 1.0\nCLASS_SCALE      = 1.0\nBATCH_SIZE       = 16\nWARM_UP_BATCHES  = 100\nTRUE_BOX_BUFFER  = 50","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"def IOU(ann, centroids):\n    w, h = ann\n    similarities = []\n\n    for centroid in centroids:\n        c_w, c_h = centroid\n\n        if c_w >= w and c_h >= h:\n            similarity = w*h/(c_w*c_h)\n        elif c_w >= w and c_h <= h:\n            similarity = w*c_h/(w*h + (c_w-w)*c_h)\n        elif c_w <= w and c_h >= h:\n            similarity = c_w*h/(w*h + c_w*(c_h-h))\n        else: #means both w,h are bigger than c_w and c_h respectively\n            similarity = (c_w*c_h)/(w*h)\n        similarities.append(similarity) # will become (k,) shape\n\n    return np.array(similarities)\n\ndef avg_IOU(anns, centroids):\n    n,d = anns.shape\n    sum = 0.\n\n    for i in range(anns.shape[0]):\n        sum+= max(IOU(anns[i], centroids))\n\n    return sum/n\n\n\ndef print_anchors(centroids):\n    anchors = centroids.copy()\n\n    widths = anchors[:, 0]\n    sorted_indices = np.argsort(widths)\n\n    r = \"anchors: [\"\n    for i in sorted_indices[:-1]:\n        r += '%0.2f,%0.2f, ' % (anchors[i,0], anchors[i,1])\n\n    #there should not be comma after last anchor, that's why\n    r += '%0.2f,%0.2f' % (anchors[sorted_indices[-1:],0], anchors[sorted_indices[-1:],1])\n    r += \"]\"\n\n    print(r)\n\ndef run_kmeans(ann_dims, anchor_num):\n    ann_num = ann_dims.shape[0]\n    iterations = 0\n    prev_assignments = np.ones(ann_num)*(-1)\n    iteration = 0\n    old_distances = np.zeros((ann_num, anchor_num))\n\n    indices = [random.randrange(ann_dims.shape[0]) for i in range(anchor_num)]\n    centroids = ann_dims[indices]\n    anchor_dim = ann_dims.shape[1]\n\n    while True:\n        distances = []\n        iteration += 1\n        for i in range(ann_num):\n            d = 1 - IOU(ann_dims[i], centroids)\n            distances.append(d)\n        distances = np.array(distances) # distances.shape = (ann_num, anchor_num)\n\n        print(\"iteration {}: dists = {}\".format(iteration, np.sum(np.abs(old_distances-distances))))\n\n        #assign samples to centroids\n        assignments = np.argmin(distances,axis=1)\n\n        if (assignments == prev_assignments).all() :\n            return centroids\n\n        #calculate new centroids\n        centroid_sums=np.zeros((anchor_num, anchor_dim), np.float)\n        for i in range(ann_num):\n            centroid_sums[assignments[i]]+=ann_dims[i]\n        for j in range(anchor_num):\n            centroids[j] = centroid_sums[j]/(np.sum(assignments==j) + 1e-6)\n\n        prev_assignments = assignments.copy()\n        old_distances = distances.copy()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"import random\ngrid_w = IMAGE_W/32\ngrid_h = IMAGE_H/32\n\n# run k_mean to find the anchors\nannotation_dims = []\nfor image in all_images:\n    cell_w = image['width']/grid_w\n    cell_h = image['height']/grid_h\n\n    for obj in image['object']:\n        relative_w = (float(obj['xmax']) - float(obj['xmin']))/cell_w\n        relatice_h = (float(obj[\"ymax\"]) - float(obj['ymin']))/cell_h\n        annotation_dims.append(tuple(map(float, (relative_w,relatice_h))))\n        \nannotation_dims = np.array(annotation_dims)\nnum_anchors=5\ncentroids = run_kmeans(annotation_dims, num_anchors)\nprint('centroids',centroids)\n# write anchors to file\nprint('\\naverage IOU for', num_anchors, 'anchors:', '%0.2f' % avg_IOU(annotation_dims, centroids))\nprint_anchors(centroids)\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"Go through this https://www.kaggle.com/ashoksrinivas/data-augmentation-data-generation-yolovii?scriptVersionId=33702717 for Data Augumentation & Data Generation process (Next STEP)"},{"metadata":{"trusted":true},"cell_type":"code","source":"","execution_count":null,"outputs":[]}],"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"pygments_lexer":"ipython3","nbconvert_exporter":"python","version":"3.6.4","file_extension":".py","codemirror_mode":{"name":"ipython","version":3},"name":"python","mimetype":"text/x-python"}},"nbformat":4,"nbformat_minor":4}