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answer
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int64
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null
ground_truth
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/550.jpg" } ]
<image>Find the area of the triangle. Round to the nearest hundredth.
A
64,998
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/551.jpg" } ]
<image>Find x.
A
64,999
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/552.jpg" } ]
<image>Find the area of the figure.
C
65,000
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/553.jpg" } ]
<image>Find m \angle R.
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65,001
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/554.jpg" } ]
<image>In the figure at the right, which cannot be true if m \parallel l and m \angle 1 = 73?
A
65,002
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/555.jpg" } ]
<image>Find y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/556.jpg" } ]
<image>In the figure, m \angle 1 = 58, m \angle 2 = 47, and m \angle 3 = 26. Find the measure of \angle 7.
C
65,004
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/557.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/558.jpg" } ]
<image>Find the measure of \angle 1 if A B \perp B C.
D
65,006
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/559.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
65,007
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/560.jpg" } ]
<image>Find the area of the shaded sector. Round to the nearest tenth.
B
65,008
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/561.jpg" } ]
<image>Find x so that p \parallel q.
C
65,009
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/562.jpg" } ]
<image>\triangle W X Y and \triangle X Y Z are isosceles and m \angle X Y Z = 128. Find the measure of \angle W X Y.
C
65,010
null
C
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VhXeurqbCaeaxs0FyikYip/CtZ0YZS+T40/sbWdfg1q9KljDIElajTInVSLnTzOoGF7+7qY5QKs/J4QS7u8K0d0c4N54klddbiJoGOUUjpyiQU4ikC1wIpvj+8THsJgOtZTY2NbnZ0uJlVZ2LcqdIjb8VtNQAB/7363zpaz/m0ECCvCrhqN/Ia975bt7ysqWUmq/2xCowfnwP7bv2cjbuZskD29iy+V7KTKIYFgRBmG1mWXGVZ2DfDjoOnmQgVTw3ZazivrZNrFjWgO2GiyEZl8+H11WCiSBZQA0HCESjxG6iuJIluH++j6cuhugJ6ScZ9/ZGePSeUj75aAtlDhPfOz5GIquQKag8fm6CiWSeP3ugkYcWlGK8YnVJAoyyhFE2YDeB22qk1mPlwQU+cgWVoViWQ30xdnWF2dMTYSCSnczZujLyIZ5VmEjlOToU50v7h/HYjCypckyeQlxU6cRpEWskN0tL9rL3h1/ji1//Kc8MJSmoMiXNW3j9+z7A21+5Ar/DcNU3AGr4Wfbt2knH8QCW1ofZvHUzK2stYhO7IAjCLDSriit14ii7du7j6IUwhclVq020rbuX+Te8aqUzlJbidbtwyJBVQcuGCAQjRJMade6p39qaS21sbPSwrzfKSCzHRCrP3t4Im5o9/N3Lmil3mvjawWECiTw5ReNgf4wP/7yTiWSe1y6ruOZ4HEkCs0HCbDDgMBtw24zMK7Pz+uWVpPMKncEUe3v0/VqH+mMEkvnJz73UQrwyNX5XVwSzQaKqxMyqS6nxTR6aSm2YDGKvz43Q4t20f/8rfPE/f8HxkSQF1YRv0UO85QPv4y0PLqLMZrx6q1lL0nmwnV27DzOo1bJp8zba1rfwIoHvwh1WiI3S23mRnkB6Gh7NgLOqgZZ5LVTYRTktCHPB7CmutBQXnjfmBqOflVs2smJJHdcaIfhSZE8pPk8JDgOEVEANERyP6DMG3VP/8Rgkie3zfDx9McwvY0E0DXZcDPPw/FLedF8lH93eSIXTzL91DNATylBQNc6Pp/jzx7oIJPO8Y7Ufn/1FI7z165ckLEYJixFKLAZK7SZW1Lh43/oaYukCp0eT7O4Ks7srzOmxJImsvk/tytT4JBDNFOgOZfi/0wGsRpkmn40NjXoLcW2Di6oSkRr/YpTYRXZ99yt86b9+yamxNAXNStXKV/K2334Pr9/cgsdy9RUrADX4LEcPHOCZzgQGTzWF8bN0/E+AA1fblxW6yOGusD5DU4szcHQHP/nqKHt9DaxctZpVC8pv5bcpAKAQPLObH/zH5/nh8djUYl+uJJVz32vexW//YbMorgRhjpg1xVVh+CA7dx/kRG8CvTyQKFm0iS1r72X+zWQAmXyU+jy47DJEVdCyTIxPEI2m0HDdVFtmcZWD9Y1uDvRFmUjlGY5l6eiJsKHJTaPPxvvX11DhNPOZnX2cGE6gaBqDsSx//1QPgUSOD26spc5z3WcfAX2/lk2WsJlkXBYjVS4LbS0ePqo0MhbL8sxgfHK/Vk8oPRl2qmqQLaiTLcRQusDJ0QTfOKynxt9T4WBzs4ctLR7urSnBLVLjJymR8zz9nS/zpf9+nGfH0yiSk4ZNr+Vdv/1OfmN1HU6T/KLPIy2bIpVKkS5o5Cc6OfR4H0efuFbAqEIhXxyjo4bpPvwE/cefxlS/hQ+UNIji6nbQEgTGBuntHSX+3JC9KZEc1dhKPJSKpUpBmDNmxx1SjXBy5w72P3OBcL74PtFUw6q2jSxfXIv1Zioggw9fqRuXU4IogEo4eGnG4M2d1DLKEttbvezsDPH0xTCqBk9fDPHgfB+NPhs2k4HXLqug3GnmH57qpb1b/zfhVIHP7xlgLJ7jQ1sbWFTlmNLXlyQwGSRMBgMO9P1aTaU2XrWknExeoTeUZl9fjN1dYQ70xRiNXxH5cJXU+L19Uf6pXU+NX1FTwpYWD23NXuaV27HcpanxWryL9h98na99u1hYGTzMv//NvPf9b+XhZZXYjC9eWBUfBU3Tg281VSGfVci/5Ofon6cUcigFKGRy5Asiv/22yAcJjA0yHLj5wgr01fOyqioqXnqhWhCEWWJWFFeZrr3sbD/C6eF0cfyHhGvRJtrW3su8m06uNuPz+XC57EhDcTQ0MhMBgtEoSa0O102u0q+sK2FdvZtD/THiWYXuiQx7e6Osb3Tjd1mwGGW2tngptZv45FO9/OxMkJyiksypfPfYGOPFk4QbGj033ZaTJbAYZSxGPfLBazexxF/CO1b7SWQVzo4nae/WIx9ODCeIPD/yIaeQ4nJq/GPnJrAYZOo8FtY16C3EDY1uatyWuyPyQQly4tc/5H++9ytOjqZRTOUse/TtvP99b2LrAh8Ww/X9DCRnDfdseIQ3WJeSfokekxYf4NmTJzndE0aRXNQtWcbSpY2Uli9gabNvGr4p4aUooQDjQ8OM5YofkJ1UtS5k0eL6KRyCkbBWL2PT0nrs03ydgiDcOZKmaTe9ZeBW05Qs6WSaTF6Z3N8gGa3Y7Tas0xCSqeRSpFKZy/MAZTM2uw2bZXpGjjx9McRf/7qbvT1RAJZXO/nEIy28fFHZ5WtQNXpDGT67q4/vHh0lXtwbZTJIrKwt4c/ub+SRhWUYr/OGfaO04jXkCio5RWMimefYUIxdXRHau8NcDKTJXGNlxCBJmAwSZqOMwyQzr/xSaryH+2pd17V3bPbRSJ59jK/92+f5xhMXSOJlycvfzgd++7fYPt+L+UZ+T5pCPp/XV55e4q+x0P0k//mFL/CVX10ga6hny7s/yG9/4JUsshkwmUyY7tIVxNtHI37q53ztXz/Hl57q12dFuhfzyDt+m99711aqp/J2VTZgNpnF704Q5pBZsXIlGSzYXZZb9s7OYLZTYr517xvXN7hZU+fimYE4mYLK6dEk+/v01atLhYdBlmgqtfI3DzVT7jDx1QPDjCVy5BWNIwNxPvKLTiaSBd6w/NonCW/GZOSD2YAdvYVY57XwsoV6avxgJMOBfr2FuK83ymAkg/KC1HiVeAYCyTxHBmL8+95BfDYjy/zOyRbiPZWOW3L9t52WoPvsaZ4920tKkfDcu5VHfuOVtN1oYQUgGTCZDZiuI3ZMsVkwGaXiXCUJg8mM1W7HfmNb84QpyxMMjDM8HOBSU9Dkq6C6vpE6t+P6p0MIgjCnzYriarazmw1sa/XS0RPhyECcgqqx42KYba1e7p93uZUjSxKVJWY+tK2BCqeJf+0YpGsiTUHVuBBI8xe/6iKQyPGutdWUOm7tapAe+SBPpsZ77UYWVDp484pKUjmFi8E0Hd1hdndFeGYwzkRK3yV0ZWo8eZVYpsBgNMtTF8OYDb1UuyysqXextcXLxmY3DV7bc3K9Zo3sIH093fQNZ9HkcuYvW869y+qw36KVRWGGUMMExocYHssWPyDjKaukyu9HRPIKgnCJKK5uk7ZmL6vqJjg+lKCgahwdjHOwL8raehdOy+VfgyTpq0bvWVdDZYmFT+/o4+hQHFXTGI5n+eSOXsaTOX53Ux0N3tv3PlmWJKxGPTXeZTVS5jSzqq6E39lYRzid59RIgt1d+n6ts2MpkvlrRT4odE6k+dHJcWwmmZZiHtiWFg9r6t1UlMyOW5QSGGFkeJRAHrCWUlFVQblX/DnNdVoywPjIECORYotcclBaWYW/2jWlcVmCIMxN4m5wm7isRrY2e9nTHeX0aIKsorKzM8yWFi8bmzwv+Pc2k4FXLSmnzGHmH57uYWenfpIwki7wxX2DBBJ5/mRrPUv9ztv/zXA5Nd5m0r+3GreFbfP01PiRWJbD/fp+rb09EXrDmRdJjS9wfDjBVw8O47YZWVzloK3Zw5ZmL0v8TkpmZGq8RjYUIhSKkNSATCdPfuEj7P3Pv7jO06USJUteyXvf9x7esMF/ay9VmFaFYIDxwREmDwoavZRV+PFXiJdSQRAuE68It4kkwdZWL786N8GZsQSqBvv7ohzqj7GyzoX1KptZLUaZzc0e/tE+j08+3ctPnw2SLegnCb93/PJJwk1NN3+S8GbokQ8yJgNg1gdPt5bZec2yCjJ5le6JNHt7i6nxA1HG4/nJfduKqpG+IjV+JJalvSvCZ4x9VDrNrKwtoa3Fy+YmDy1lNswzIjVeI5FIkEgk9e9DK5BNxsgmr/fzJfKROOnc9BzlF24XlXBgnOHhUSabgu5yKvx+/GKzlSAIVxDF1W1U7jSzpUUfiXMxmCKVU9nVFaat2cPKOtdVP8dkkFjqd/LJl7dS5jDz7aOjxDIFsgWVpy6GmEjm+dP7G3j5orIZM67mcmq8jMsKpQ4T99aU8J511cQyBZ4dTdJe3K91eiRB7Gqp8TmIpgv0hDL87NkgVqNMg8/KhmLkw9p6F363BfmOVJUauWyWbDZ/8+ncwuyhpQiOjzI8EpmMhLGWllPl9+OZGX96giDMELMiimEu6Qtn+OgvOvn+8TEAPDYjn3y0hfesq3nRjd2qphFM5PnCvkG+vH+I0bgesmOUJZpLbXxkWwNvWlGJY4afxNOAgqKRU1RyBZXxRI6jg3F2d0Xo6AnTGbycGv98BlkqzlWUcZoNLKzQIx/amr2sqCnBY7997xWUXJp0KkWmMLU/H9loxWa3YzPf4F1ZyZFKJUlnFTQMmG127HYLRrGP/tbL97L7W1/gn//xR5xOaYCR2k2/yQf++EO86b47054XBGFmEitXt1mdx8KmJjf7eqMMRDJEMwV2d0XY1ORhyYvsn5IliXKnmT/eUk+508S/tg9wMaifJOwMpvmrx/WThO9eW025c+ZuCpe4IjXebMBtM9Hos/GKxeVkCyp9oTT7+6KTqfHDseemxk+2EDMFxhI59vfH+NeOAUodJpZXX06Nn19un5YMtGsxmG04zTZu+y3VYMZeYsZecru/sKBGAowPDTGWuZSH56K0wo/fb7uzFyYIwowjiqvbTJYk7i8OdB6IZNA02NkV5uGFPhZVOV60zSVJ+ubxd62podJp4VM7enlmUD9JOBLP8emdfQSSOX5vUx2Nvtnxgn9lanyJxYDXZmRxlZO3rvKTzCqcH0/S0RNhd1eEY0NxwtdIjY9kCvSHszx+fgKLUabWbWFtvWsyNb7OY707UuOFW0QjHRhnbGiESwcFkU2oyTG6jz5N7kZfSY0lVDQ2M6+5EjGrWRDmHtEWvAMUVeOfdvfzj7v6GU/kkCV4x+pq/vT+BlrLri/MNFdQ2dcb5ZNP9/L0xdBkoKfdLPPqJeV8eFsD91bP7uWNq6XGnxjWW4i7u8NcCKRI56+eGi9LxRaiUcZukplXZmNTk4ctLV5W1rkou8U5YcJcU6B/17f44j99jh+dLB5kQMZotmCxGG84hkGuuI9XvfOD/P5b1oj9WoIwB4mVqzvAUBzovONiiMfPh1A12HExxEMLfNddXJmNMhubPHz2lfP41I5efnIqQKagksqp/OhkgGAyz8e2N9LW4rlDm75v3rVS4x9aUEq2oDIUzXKwP0p7V5i9vVH6I1mUKyIfMsXU+FgGgsk8zwwm+OL+ITw2I0urnLS16MXWokrHjN+rJtxhapjx8SGGR9NXHGJQKeTSFHIv8nlXJeGssePyleEQhZUgzEmiuLpDllU7Wdfo5kB/jEi6QH8ky57uyGQL63qYDBKLqxz8w6MtlDlM/Pczo0TT+knCHZ1hJpJ5PnZ/I69cXDZDIgxuztVS4+dX2Hnj8kpSeYXOYJo9PRHauyIcGYgRSOYnP1dPjVdI5SGaKTAUzbKjM4zF2EdViZnVdSVsafGyqclDk892y2Y4CrOTlgkSGBtmJHz1ldIbY8BTVkGVvxKxfioIc5Moru4Qk0Fme6uPXZ0RdnWFUTWNpy+GeWC+77qLK9BXweq9Vv7ywSbKnWa+tG+Q4Zg+k/DYcII//WUnE8kcb76vihLL3Pp1vyA13mHmvtoSPrC+lmi6wOnRBLu7I7R3hXl2NEkid7XIB4VIukDXRJofnwpgM8k0+WxsbNQjH9bUu6gssdzRHDHhzlOCAcYHhxkvFD9g8NG8Yg3r1s/Hd8PvWyyUz7+PVU2zY1+kIAg3bm7dbWeZ1XUu1ta7ODwQI5lTuBBMsa9XH+hccQMn/mRJosxh5g/b6qhwmvjn3QOcD6RQVI2uiQx//eseAok8711fc0OPO9tcSo23m/QWYrXbwtZWL9lCA6PxHEcG9MHTe3qi9ITS5JVrp8afHEnw9UMjuKwG7qlwTLYQl/mduKziz+buohINjDMyPEr60kFBTz3Ltr+W97x9I+VTWBSWDSaMt/A0qyAId5a4S9xBVpPMtlYvu7sjHOiLoqgaOy6G2N7q5eGFpTf0WJIEJRYjb19VTYXTzKee7uPQQAxV0xhL5PhscfP8H7TV01w6998x66nxlyMfPDYjLaU2Xr20nExepSeUZl9vlN2dEQ72RxmN566eGp8pMBrPsbc3yud29VPuNHNfjR75sLnZQ2uZHctV0vWFOUTLEhwfZWg4hL72KWEtraS6rgG/wyZae4IgvIAoru6wDU1u1tS5ODoYJ6eonBhJcKAvyroGN27bjf96rCaZly8qo9Ru5lM7enniQghF1YhmCnz14DDjiTwf2d7AiprZfZLwRl2ZGl9iAZ/dxFJ/Ce9cU008U+DsWJL2bj1f6+RIgmjmcuTDcwdPF+gNZfjl2SAWo0y9x8L6Bg9tLR7WN7ip8dyp1HjhllGD+mb2yZ6gjKe8kqrqKvECKgjCVYnXhjvMaTGytcVDR3eYY8MJ8orGzs4wW1u9bGnxTukxzQaZ9Y1uPv2KVnw7+vjxyXHSBZV0XuUnpwNMpPJ8bHsDW1u9d20hYJAlbLKEzaTv16ossbChycMfbakjmMxzbChOe1eY9u4IncE0mYK+kVnV0NPlFb2FGE4XODue4ttHR3FaDMwvtxcjHzzcV1OC1y7WNWY7NRogMDzMWOpyeGh5pZ9qv527869HEISXIoqrO0wC2lq8rDo3wcnRJIqqcag/xqH+GKvrXNinGBFgMkgsqnTw94+0UO4w8V9HRggXTxLu6goTSuX56PYGfmNx+V3f1np+arzHZqLBa+XRe0rJ5FUGIhkO9MVo7w6zvzfGYDRz7dT4eI5D/TH+fc8APoeJe/165ENbk4eFlQ5sJhH5MLto5ALjjA0NE7o0Z9tSSnmVH3+Z+F0KgnB1oriaAXx2E1tavOzpiXJ2PEm6oLKzM8zmZg/rGtxTflyDLFHntfLnDzZS5jTxxX1DDEWz5BWN48MJ/uyXXQQTeX5zZZXYpH2Fy6nxl1uIiyqd/ObKKpJZhQuBlB750B3h6GCciZQe+XBlanwSPTV+IJzliQshLAaZGreZNfVu2pq9bGxy0+AVqfEzn0owEGBoaJxLwR6yp5zKqmr8YlFSEIRrEHfUGUCSYFurl8fPT3BuXE9/3tMT4VB/jPtqSjDfxMqSLEGpw8wfbK6j0mnmn3YPcHZcXyHrDmX4+JM9BJJ53r++hsqSuXuS8GYYZAmDLGEtthArSsysqXfxO5vqCKXynCqmxrd3Rzg3niRVTI3XrmghJtBbiBcCaX5wYhyHSaal1MbGJn2/1qo615w+yTlrqTGC48MMj11OZS8pr6Sqxo9D1MWCIFyDKK5miCqXmbZmD/t6o3RPpElkFXZ3hWlr9rD8JjefS+h7u35rpZ9yp77R/UDf5ZOE/7S7n0Aixx+01V13Qvzd6vmp8R6rkTqPhQfm66nxw7Esh/uLkQ+9UfrDGQrXSI0PJPMcHUrw5QNDeKxGFlc5aGv2sqXFw+IqJ06LaDvdcbkggdEhRoKXeoImSsur8FeXI347giBciyiuZghZ0kfiPHE+RPeEPmJjd3eElw3EWOp3Tkv7yGqSeeSeUkodJj71dC+/Ph+iUDxJ+PVDw4wncnxkewMra103/w3dJa6WGj+v3M7r7q0glVPonkiztzfK7u4wh/tjjCdeJDU+lmV3V4RP75SpKjGzsvZyanxzqQ2TSI2/7ZSJccaHhhmf7Al6Kauqwu8Xq4yCIFybKK5mkEafjU1Nbvb3RRmKZgml8rR3R9jU5OGeSse0fA2zQWZdg36SsNTexw9PjpPO6ycJf/pssDiTsIH75/mQxX6gG/aC1HinmeW1Jbx3XQ3RTIEzxdT43cXU+Hj2hanxXJEa/9PTQawmmUavlQ2Nbra0eFhT78bvEqnxt55KPDDOyPAIieIBBqmkjIqqaqqd4ocvCMK1ieJqBjHIEtvn+XjqYpihaBZNg52dYR6e72NhhWPabqZGWWJhhYO/e6SFcqeZ/zw8QiiVJ1tQ6eiJEPqFfpLw1Usr7vqThDfrBanxLgubW7x8ZFsDY/EczwzqkQ97eiJ0TaTJvSA1XiWWhYlUnlOjCb55ZIQSi4GF5XY2t3jY0uxlWXUJnilkogkvJU8wMMbQ8ASTTUFfOVXV1ZSLH7cgCC9CvETMMPdUOtjQ6OZAX5RgMs9ILEtHT5SNzfpA4elikCVqPVb+9P5Gyp0m/mPvIAMR/SThqdEkf/6rLoLJPG9d5cctThJOiytT4ymmxjeX2njV4jLSBZW+UIb9fXqQ6cG+KMOxq6fGR9N6avy+vhj/3D5Iud3IvdV6C7GtxcP8cpEaPy2UEIGxYYbHcsUP6OGh/mo/oikoCMKLEXfNGcYoS2xr9bKjM8xTF0KoGuzoDPHgfO+0FlegnyT0OUz8zsZaKpxmPrern2fH9JOEvaEMf/dkD4FEjg9sqMXvskzr1xaelxoPlNpNLPE7efsqP/FsgXPjSTp6orR3hTk+nCCSvkpqfE4hms7TG87y+PkJrEaZWo+FdfVuPTW+0U2dx3rXhsXeDC0xzvjIIKPxSz1BJ2UVfvx+F6J0FQThxYjiaga6r6aEdfUuDvVFiWUVekIZ9vZG2dDkoXqai5xLJwnffF8V5Q79JOG+3iiqpp9m+5f2AcYTef5oSz3zy8VJwlvpOanxNj01fn2jhz/cXEcwlefE0OXIhwuB1DVT40MpPTX+u8fGcJgNzCuzsakY+bCy1kWpQwQ0XY98IMD40AgTkz1BL2V+P/5K8bIpCMKLkzRN0176nwm3246LYf7miW46uiMALPM7+ftHW3jForJb9jVzisozA3E+taOXX52dIF+MELCZZB5ZWMrHtjeyul6cJLwTNA3yqqrvw8orDEazHOyP0t4VYV9vlIFIBuUqf8kSetFmNspYDBJem4mlxdT4Lc36QYmpTgGY67RClnQqRSpb0NuzkgGzzY7DbsUoFgIFQXgRoriaoVI5hb96vJv/2DtIpqBilCU+vK2BP9lSf0tXHgqqxsVAin/c1cf3j4+RzOmrI2ajzPp6Fx+7v5EH5/tEsvgdpmga+YJGVlFJZhW6gin29Or7tZ4ZjBNM5q/6eZIEpsliS8bvMrO6zsWWFg8bmzw0+mwYxe9WEAThpojiagb7xZkgH3+ih8MDMQDWNbj5u5c188B83y39uoqqMRLL8vmOAb5+aGRyvMuleYUf3trAa5dVYDWJnSczgYb+O8sVVLIFlXC6wKmRBB3degvxzFiSZE656ufKkoTZoO/7sptkmkpteuRDs4fV9W6R2i8IgjAForiawaLpAn/2WBdfPTBEXtUwGyT+8sEm/qCtjhLLrd33oWoQSef5xsFh/n3PIH2RDFCcV+ix8Ieb63j7aj8em9i/M9NcaiHmilEOI7EshwditHdH2NsToSd0OTX++YyyhNkgYzFKuK1GFlU6ipEPHpZUOSkRJ0cFQRBekiiuZjBNgx+eGOPvn+rl5EgCgPtbvfzNy5rZ1OS59V8fSGYVfnxqnH/c1c+p4jXo8wpNvH9dDR/YUEuNW5wknMlUTSOn6IVWOq/SM5FmX6++qnWoP8ZoPHfVz5MkvdiyFFuIFU4T99WW0NbsZVOTm9Yy+03NvRQEQZirRHE1w40ncvzpLzr55pERVA0cZgMff7iJD26su21tuUxBZefFEJ96uo+Onggal04ZGnjT8kr+eGs9CyumJ0FeuPUKqqafLizoo4/OjiVp74rQ3h3m1EiCWPZaLUQwGWQsRhmbUabea2V9gx75sLbBTY1IjRcEQQBEcTXjqRp868gw//B0HxcCKSTgFYvK+KuHmlhVd/tO7uUUlWODcT61o49fngk+5yThwwtK+ej2BtY1uG/b9QjTQ9P0YitbUMkqKoF4jmNDcX3wdE+UzmCK7NWOIVI8hVjcr1ViMTC/zM7mZj3yYXlNCV7RMhYE4S4liqtZoD+c4WO/7OR/jo0B4LEa+ftHW3jfuhqMt3GYb0HV6Aqm+Mdd/Xzv2BiJ4iZps1FmbZ2Lj21v4OGFpeIk4SymapBX9I3xmbzKQKSYGt8d4WBx5uXVtmtJFPdrGfWVrVK7kXurnWxp8bK5ycOCCoc4ACEIwl1DFFezgKppfHnfEJ/e2UdfOIMEvGF5BX/+QBNL/c7bfi0jsRz/vmeArx8cJlA88m+SJRZU2Pnw1gZev7wSm7iRzgmKenm/ViKrcCGYYk+33kI8NhQnlCpc9fNkCYwGPVvLapSpcVtYU++irdnLhkY39V6rKMIFQZizRHE1S5wfT/Knj3Xxk1MBACqdZj758hbevtp/20ebaMWThP95eITP7xmgN3T5JGGt28IfbK7jHav9eO2iLTSXXIp8yBYjH0KpPCeHE+zuCtPRHeFcIEU6r171cw2ShMkoYTHIOMwyLaWXUuO9rKorocwhIh8EQZg7RHE1Syiqxr+09/PZXf2MxXPIErxtlZ8/vb/xjoyl0dCDTv/v1Dif3dXPieHLJwl9dhPvWVvN72yso9YjThLOVVemxmfyCsPRLIcGYsXU+Ah94etMjbcbWVzppK24X2txlROHSI0XBGEWE8XVLHJ0MM5f/KqLX52bAKDBa+WTj7bw5vuq7tg1ZQoq7V1hPvl0L7u7Lp8kdFgMvPFe/SThokpxkvBuoGqanq2lqCRzCt3BNHt6I7R3hTkyEJ9sIT/fc1LjjTJVdhOrakvYMt/HxiYPzaUiNV4QhNlFFFezSF5R+fSOPv5pdz/hdAFZkvjA+ho+ur2Beq/1Dl6XxonhOJ96upefnwmSKy5XWE0yD87z8bHtDWy4DblcwsxSuJQar6hEUgWeHdNT43d3RXh2NDl5IOL5ZAnMBhmzUcZmlGh0W9jQ5GFLq481DS780zy8XBAEYbqJ4mqW2dsT4a8e72ZHZxiAhRUO/uHRFl69tPyOXldB1eiZSPO5XX1859gYiWJWktkgs6quhI9tb+CRe8rECsRdSo98KA6eLqiMxXMcKabG7+mJ0D2Rnoz3eD6DJGEx6itbLpOBheU22uZ52dLiY1m1E5dIjRcEYYYRxdUskymofPyJbj7fMUgip2CQJf6orY4PbW2443PgVE1jNJbjC/sG+eqBIcYTehvIKEvML7fzoa31vHF5JXaxn+aup2oa+eIpxFRO4eK3ztDxnTPs89t5xu9g1HL158ilyAeLUV/ZKrcaWV7tZMt8H5ubPcwrt2MRqfGCINxhoriahZ44P8HfPtHDvt4oACtrS/i7l7XwyD2ld/jKiicJM3m+dXiEf90zSPdEGtA3MFe7zPz+pjretbYanzhJKBSp4ykSnzpI/AvHUR9oIP9HK+msdeqp8RdCnBxJEC1c/RSiLIFJlrGYZKxGiTqnhXUNLtrm+1jX4KLWY73tp2kFQRDEevostKHRzeo6F88MxskWVE4OJ9jfF2V9oxuP7c7+SiUJvDYT71lXQ3mJmc/u7OfYUBxF1RiKZvn0jj4CyTy/s7H2ju4TE2YOtS+GdDGMLa9iqS3Bem8FdV4rGxo9/NGWeoLJHMeHErR3hmjvDHNxIk22+JZQ1SCr6Pu6YsBEssCZiRTfOTmO0yTT6rOxucVDW6uP+2pK8DlEUS8Iwq0nVq5mIQ346ekAf/dkD0cH4wBsavLw8Zc1s63Ve2cv7gqZgsqe7giferqXnV1hVK14ktBs4HXLKviTrfUsuc0hqMLMk/vBeVJ/vRdtPIX1o2uwfWi1viRV9PzU+MFohgN9MdovhtjfE2UgkeNqL2KXIh8sxVOIPouBpVUOtszzsbnFyz2VDhF2KwjCLSFWrmYhCdjc5GF1rYsTwwkUVePIQIyDfVHW1LtmTEaQ1SizpcWL127kMzv6+L/TAXKKRiKn8L0TYwSSOT62vZGNTR4x8PduVVBReqOovTEM9/gwtHqfU1iB/p+XCiSXFUodJu6pdPKW+6pIZAt0BlPs6Ymy+0KIY4NxJoqnEDX0gxaFnEIypxBO5emPZXmqO4LVKON3mFhTp7cQNzS6afTZRGq8IAjTQhRXs5TPbqKtxUNHT4QzY0kyBZWdXWG2tHhZ3zhzBiibDBL3Vpfw94+2UOYw8e2jo8QyCpm8ypMXwoRSBT66rYFHF5Vhuo1zEoWZQRlKoHZFIKcgN7oxtHpe8nMMsoRNlrCZZNw2I1UuC6vr3XxwQy2hVJ5To0naO8O0d4Y4O54iXTyFqAE5RSOnKMSzChOpPBdCGX74bBCH2UBzqZWNjR7amj2sqndR4RSp8YIgTI0ormYpSYJtrV6eOD/B2bEkGrC/N8qh/igra0swz6ATU0ZZornUxl882ESZw8yXDwwxFs+RU1QOD8T408e6CCbzvOm+yhmz6ibcHmpfFKUzAhIYGl3ILZ4b+vxLpweNZgMOswGv3US918oD87xkCo2MxLIcGYiz+2KIPd0R+qJZLqVrqZreus4UVKKZAuOJHMeGEnzl4DAeq5FFlY7J1PglVU6c1zjBKAiC8HyiuJrFKkvMbG72sKcnStdEmkRWYXd3hLYWLytqSu705T2HLElUlVj4oy11lDtN/GvHAJ3BNAVV40Igxd880U0wlePda2soE5uO7xpqTwz1Yhi50oHc4kG6yVOkkgTmYkxDCXoLcX65g9cuqyCZU+gJpdnXG+WJs0EO9seIXzEL8coWYiSdZyiaob07jGWXTIXTzKraEjY3e9jU5KGlzC5WWgVBuCZRXM1isiSxrdXHE+fDdE2k0YD2rgiHF8RY5nfOuP0jkgQem4l3rammwmnmMzv7eGYwjqJpDMeyfGZnP4FEnt/dVEejT5wknOu0VB61O4I6ksS4pkrfbzXNT1lZkrCaJKzFFmJFiZkVNSXUuSwMx3OcGU8BYDPKSBKkisWWpj23hRhKFeieSPPTZ4PYTDL1XivrG1xsafGypt5Ntcsi9g0KgjBJFFezXIPXyqYmN/t6IwxGs4TSedq7w2xq9szYmX52s4FXLSmnzGHiU0/38XRnCFWDcCrPl/cPMZ7I8aGtDSyrFicJ5zK1P47SFQFVQ25yI8/z3PKvaZQlDCYDE8k8A6EMAGZZ4v1rq3nP+hqODcdp74qwtzdKZzA1OcpJ1TQyBa3YQoRAMs/pkQT/fWSUEouRBRV2Njfr+7XurS6545EogiDcWeIVYJYzyBLbWr08dTHEYDSLpsGuzggPL4hxT4Vjxr6bthhlNjd78dpNfHZnHz8+FSBbUEnkFH54YpxAMs/HtjfQ1uydsd+DcHPU3uJ+K7MBudGNXOe6LV83mMzRHc6QKAaT1rotLK12ck+Vg9ZyO7+xuJx0XqU/nGZ/X4z2rjAH+mMMR7OTkQ+KqpFSNVJ5lUi6wEg8y/6+KP/aPkCpw8TyaidtLR42N3lYUOEQqfGCcJcRxdUcsLDSwYZGN/t6owSTeUbiOTp6Imxs8tBcarvTl3dNJoPEMr+TTzyinyT87yOjRDMFMgWVHRfDhJJ5PrK9gd9YXIbJIG5Oc43SE0XtDCPXOjG0epBuU+ZUXzjDxWBqslBqLLUxv8KBXJxheCnyocxhYonfyVtX+YlnClwIpNjTE6G9K8Lx4TjhdAHQTyHmFY28opBAIZzO0xfO8Pj5EFajRI3bwrp6N20tXtY1uKj3WJFnWMteEITpJYqrOcBYXL3a0RnmifMhVE1jx8UwD8zzzejiCvSVt0aflT9/oIlyh5kv7h9kJKafJDw6FOfPH+tiIpnnLfdVidNac4gayqB2R9EiOQwrKq8rgmG69AbTXBhNTv53g8/KvHL7C/6dHvlgwGYCj82I32VhXaOb39tcx0Qyz8nhOO3dETq6I5wbT5EproSpGmQLeujppdT4c+Mp/uf4GE6zgZZSGxubPGxp8XBfbQllDhH5IAhzjSiu5ojl1SWsr3dzoC9GLFOgN5xhb0+UjU0eatyWO315L0qWJCqcZn6/TT9J+M/tA1wIpCioGp3BNB9/sodgMsd719VQLrKH5gS9JRgGTdMjGG7TZIGCqtEbztAT0fdblZhkmt1Wyp0vfkpRQl9pNRkMOM0GvDYTDV4rDy0oJVNQGYpmOdQXpb07wv6+KH3hDMV4LRRNI53XSOdVoukCo/EcRwbjfGn/EF6bkSX+YuRDs5dFlQ4x2FwQ5gBRXM0RZqPM1lYvO7vCtHdHUFSNnV1h7p/vpcZdfqcv7yVJEritRt622k+508ynd/RxeCA2eZLwc7v7CSTz/P6mOppm+Gqc8NLU3hhqZwTJaUJu8iBXvHDl6FYYjmbpDKXJFSufep+N1krHDQ93fk5qPFBqN7GwwsEbV+ip8d0Tab2F2B3hmcE4wWQeuEpqfDrPQCTLzothLMY+/C4zq+pctDV72djoprHUhlG0EAVh1hHF1Ryypt7F2noXhwdipPMqZ8eS7OuNsqHRPWtaD3aTgVcsKqPUbuLTO/p48sIEigbhVIGvHhhmPJ7jQ9saZlyOl3ADFA2lJ4rSE8XQ7EZu9bxg5M2t0hfOcDGQmvzvRp+V+eU3X6xfLTV+ZZ2L92+oJZLKc3o0SUe3/sbnzFiSZO7KyAeVnAJkFSZSBS4E0/z4VAC7yUCjz8rGRjebmz2srndR6TQjiRMegjDjieJqDrGbDWxt9bK7O8Kh/hgFVWNXZ5jtrV4eWlB6py/vulmMMhubPHzqFSbKdhr50ckAmYJKMqfw41MBgqk8H93WwNZW7w2vOAh3njqaRO2OQKZw3SNvpktvIMWFkSv2W3mttJZN76rZ81PjfTYTdV4r2+d5yeRVvS04EKO9O8K+3ijdE3qYLhQjH/IameIpxPFEjhPDCb5+aAS31cg9k5EPXpb6HZRYxUu4IMxE4i9zjtnY5GFNvYtjQ3HyisbxoTgH+mKsa3DjmkUvxCaDxJIqBx9/pIVSp5n/OjxCJK2fJNzVGSacyvPhbQ28akk5ZnGScFaZjGDQQG503bbiKpVT6IlmGEnlACi3GWnxWCmx3Nq/C0kCs0HGbJApseip8fPK7Lx6aQWpvEJfKM2+3hjt3WEO98cYiecmP/f5LcShaIaOngif291PhVMPRG0rpsa3ltlm1NgrQbibzZ67rXBdXBYjW1q8dHRHODGcIKto7OoKs7VVf7c7mxhkiQavlT+7v5Fyu4kv7htiKJYlp2gcG0rwF7/qJpjM81v3VYl38LOI0htD7QwjldswtHiQSm5Py3ogkuFiME0xF5SGUjvzq5y3PUftytR4j81IhdPMvdUlvHONn1imwLnxJB3d+n6tkyNJYpli5MM1UuN/cUZPja/z6Knxbc0e1ja4qXFbRAtREO4QcUeaYyQJtjR7+HWdi1MjCVQNDvbFONgXY3WdG9ttyhKaLrIkUe4w83ub6yh3mvnn9n7OjV8+SfiJJ3sJJPK8f30NlbfpJi1MnZZV9JE3A3GMKyr0U4K3qQDoDWW4OP7c/VZXi2C43S61EO3FU4g1bisbm7z80RaVQCLHsaE4Hd0R9vREuBhMk52MfHhhavyzo0m+9YyeGj+v3MbmJg+bWzysqC7Be5NzGwVBuH6iuJqDSh2XBjrr+TupvMLurnBxDtrtScGeTpIELquRt67yU+E08+kdvRzoj6FqGiPxLP/c3k8wmeMPNtfTUiZOEs5k6kActSsCij7y5vbmW6W4MKbvtzJK0OixzLgZlpJ0OfKhxGLAZzfSXGrj5YvKSOcVBiNZDvbpLcQDfVEGo9nLkQ+qRkpVSOWZTI0/2B/j83sHKbWbWOZ30tbsYXOzh4UVdqwmEfkgCLeKKK7mIFmCbS1enjwf4lzxnfreniiH+qOsqHHO2rRzm0nmkXtK8TmMfHpHH78+H0JRNSLpAl8/OMJ4IseHtzWwsnb2FZB3C7U3qs8TNMj6yJvG2/O7CqXydEcyRHIKANUlFlpLbTN+LM2VqfFuq5Fyh5nFVQ7esrKKeKZAZzA1GflwbChBKHU58mEyNT6rEE7pqfFPXAhhNcpUu8ysqdcjH9Y3umnwWmfcoHdBmM1EcTVH1XgsbGr2sKc3Qm8oQzRbYHdXhLZm76weiGwxyqxv8PCpl5sos/fxw5PjpPMqqbzCT08HmUgW+Oj2BrbPEycJZyK1J4pyMYJc40Bu8SDd4s3kl/SH9f1WkyNvymzMr5x9fwdXS41f0+DmdzbWEUrlOTWSmEyNPzueJJ2/Vmp8nvOBFD84MY7DbKDZZ2Njk5u2Zg+r6lwirFcQbpIoruYoWdJH4jx5IURvKIOmQXt3hMMDUZb4bzw0cSYxGSQWVTr425e1UOo08c1DI4SLJwnbu8OE0nk+vLWeVy+tmPErE3cTLZpF6YmiTaQxbKy5rS3BnuePvPFamTcN+VZ30vNT4312E/VeKw/M95EpqIxEsxwa0AdP7+uN0RfJoBR7iM9PjR+L5zg6FOcrB4bx2owsrnIUIx88LK5y4hCp8YJwQ0RxNYe1lNrY0Ohmb0+E0XiOYDJHR3eUzc1e5s+Ajbw3wyBL1Hst/On2RiocZv5j7yCDUf0k4cnhBH/5q24mknneuso/qyIo5jKlL4Z6MQJqcb/VvNtzelVVNXrDabpCaQDsBolmjwX/DB8LdaOk56fGO0zMr3Dw+nsrSeYUuifS7O3RV7WODMYZT+iRD9dMje8MYzXKVJaYWVWrn0Lc0OSmpdSGcZZuLRCE20XcdeYww6WBzhfD/PJsEFWDnZ1hHlzgm/XFFeirc2UOMx/cWEu508w/7e7nzFiSgqrRHcrwiad6CSTzvH99LX6XaHPcaZPzBG1G5CY3kt9xW77uSDxHVyhDtpjBUOe10VrhwDCLV2+vh0GSsJkup8ZXlpi5r7aE962vIZIucGYsSXt3mI6uCKdHkySK+9GuTI2PF1PjO4NpfnI6gN1soMFrYUODm7YWD2vq3VSViNR4QXg+UVzNcUuqHKxvcLGvN0I4XWAwmmVPd4RNTR4avDPrpNRUXDpJ+Jb7qih3mPj0zj729UZRNY2xRI5/bR8gkMjzh211M+LY/V1L01B7oqjdESSjjGSSb1sEw6WRN5P7rUqtzL9NswxniuenxnttJmo9Fra0eMlsVfS24KCeGr+3N0pXME3+ytT4yciHAoFEjpMjSb55ZBSX1cDCcjubii3EZdUluMVKsSCI4mquMxkuD3R++mIYVdNDRR+c75sTxdUlNpPMwwtL8TlMfGZHH786N0FB1YhkCnzz8AiB4knC1bMwimIu0JJ51PEUWjIPSGT++RnyT/Vh2liDcXMtxvsqkG7RQO7eQOp5+61szJvmkTezzeXUeCixGCh1mGgts/MbS/TU+P5whv29UTq6IxzsjzESy04Wp5daiKnJ1Pgse3uj/Ev7AOVOM8urnZOp8fPL7SI1XrgrieLqLrCyVh/ofLAvRiKn0BlMs7c3yoYmD1VzKHjTYpRZW+/mHx5todRu4gcnxknlFVJ5hZ+fCU7OJHxgvk8cO7/d7CYMi8uQWzyonRG0UJrC3iGUI6PwpRNIXiuGJaUYN9di2lSDYVEp0jSEXmYLKj2RDIPFkTI+i4EWjwWPTQRqXun5qfGVTjPL/E7evlpPjT8/fjny4cRwgugVqfGXIh/01Pg8PRNpHjs7gc0kU+u2sK5BHzy9rsFNrccyqw/TCML1kjRN0176nwmz3ZMXQvztr7vZ2xsF4L6aEj7+smZevqjsDl/Z9FNUjcFoln/fM8A3Do1MZv+YDBKLKx18aGsDr723Aqt4R31baekC6lgS5dkJCnuGKHQMopwOosVzxfRMGclqAIsR2e/AuLJSX9XaUI2hyQ1T+H11BVN84qlevnl4BIAV1U7+8qEmXr20Yrq/vTlL0/TVqkwxyiGYyHF8OEFHd5g9PRHOBy6nxj+fQZawGGQsJpkSs4HWMhsbm/QW4n01JfgcosgV5iZRXN0lElmFv3q8iy/sGyJbUDEZJD6ytYE/2Vo/J8diqJpGKJXnGwdH+I+9g/RHMoC+76Tea+UPNtfy9lXVuG1i8fa20jTIq2hZBS2joAVSFI6NUegYIr9nCLUrDDkVZAnJYgCLAcluQm50YVxfrRdbq6uQq65vM/zTF0L89RVvKv7fknI+8UgLi6/z84UXUjXIKyqZgko6rzAU0ZPg27sjHOyL0h/Jol7ltiIBRoMeiGo1yvjsJpZUOSZT4++pdGATqfHCHCGKq7uEBvzsdIC/e7KHZwbjAGxsdPO3L2vm/nm+O3txt4gGJDIF/vfkOJ/bPcDp0QRQnFfoNPHetdX89oZaqufYkfxZRdXQcgpkFbR0AaU/RuHgCIWOIZSDI6hDcf0XaZQvF1tuC4YFPoybivu1lpUhua7+O/z6vkH+9JddBDIFZOD3N9XyD69oFTfxaaSoGllFJZtXSeQUuoLpyRbi0cE4E8WV4+e7tO/rUrHld5lZXadHPqxvdNPks4n2vTBrieLqLhJK5fnzx7r42sFhCqqG1SjzFw808gdt9Tgtc/dmk86rPH0xxGd29LKnJ4pG8ZShxcibVlTyR231LLjLTo/NWIq+qkVWQYvnUC6GKewdIt8xhHJ8HC2UubQEUmwhGpDL7RiWV2DcXINpY42en2UxEMsU+PSOPj61oxdVgxqnmY9tb+B3ttQjbtm3hgYUFG0yDT6UynN6NEFHMTX+zFiSVP4aLURJwlwc9eM0G2j0WdnYqA+eXlXrEoPZhVlFFFd3EU2D7x8f4xNP9fBs8fTUg/N9/PVDTWxs8tzZi7vFsgWVo4MxPrOjj1+c1U8SAtiLpww/uq2BtQ3uO3yVwnPo6ZZo2QJkFNRQBuVUQG8hdgyinA9BuqAP0zTLSBYjks2IXOvEsNbP+WXlfDKZ5Uf9MQA2NLr564eaeGhB6Z39vu4ilzKzsgWVTF5lJJblyGCcju4I+3oj9IQyk3+Lz2eUL7cQPTYj91TY2VxsIS71O3HeptFJgjAVori6y4zEsvzZL7v4ryMjaOjHsP/24WY+uLF2zo+KySsaFwMp/ml3P987PkayGJpoMcqsa3DxkW0NPLygVLQiZipVQ8urkC2gZRTU4QSFQ6MUOgYp7B9G7Y+BooFB36/161YP/7CyglNufcXjLfdV8fePNNPom91jb2YzVdPIFvSVrWROoTeUZl9vlPbuMEcG4owWT3U+n37eoVhsmWQqnWbuq3GxudnNxiYPrWW2WTuQ/m6gKQWyqTiJVA5FtuIoceCwGuf0CrIoru4yqqbxzcMjfPLpXjqDaSTgNxaX8ZcPNbGydu5nQCmqxnA0y3/sHeTrh4YJJi+fJLyn0sGfbKnn9fdWiD05s4FS3K+VKaCl8ijdUQr7hvSVrWfG+Krfzt9t9JM0G7DIEn+ypZ6/faQFo2Euv6TPLgVVL7QyBX3G4bnx5GQL8eRIgnhWuernyZKE2aBHR9hMMvUeK+sa9MHTa+pd1LgtIjX+jtEoJCfof/YgezoOcPTUOXoGxwjFsygaaEgYzQ7clXW0LrqX1Rvb2LR2GQ3euXWwShRXd6HuiTR/9lgX3z8+BoDPbuQTj7Tw3nU1GO+CVRtVg3AqzzcPD/PvewbpDesnCQ2yRL3Hwu9uquOda/x4RRbS7FIo7tfKFBgdTvCpvYN8/mIIDWgttfHnDzbxjtX+O32VwjXoB0kvtxADiTxHh2J0dEfY0xPlYjBFXrn67cpwRQvRZTEwv9zOpmY3m5u8LK8pwSNOBd8GGrnIEKfbf8IPfvQ4+88MEU1lyeXzFArqc0+QShKybMRoMmOxuahouY8HX/+bvP7RtTSUzI0VSFFc3YUUVeOL+wb5zM4+BiJZJAneuLySv3ig6a45oq4ByazCT06N87ld/ZwYuXySsMxh5N1rqvngxjpqPeIk4Wx0qC/Kx5/o4ZfnJgB4YJ6Pv3lZExsbPXf2woTrpmoaOUUjm1dJ5RUGIlkO9F1KjY8yGM1ytbvXpcgHa3GIdanDxL3VTtqavGxudrOgwjHnt0DcdkqS0bO7+d+vfYP/3X2OsUSaXF7l+ooLCdlowuZtYPmDb+Q9738Lmxpss75lKMr5u9Clgc5PXwwzEAmgabC7K8zD830sqnTcrpFvd5QEOC0GXndvJWVOM5/e0Ut7VwRV0wgk8/zH3kECiTx/vLWeeyrvjoJzLumLZLgwkZ787waflfl3+cib2UaWJKxGvUhy24xUOM0sqXLwWyuriGcVLgaKqfFdEY4Pxwmni6nxvDA1vjeU4dfnQthMMtUuC2vrXZOp8Q1eK/JdsGJ/q2jZIBf3/Jiv/ft/8eSZcRLZwnOKKtloo6Ssihp/GSUWA0o6QnBshNHxKBkVQEMt5EgGuzj082+SyWQp/OG72FY/u8ezieLqLrWgwsGGRjd7eyMEEnnG4jk6eiJsavbQehfdhGwmmfvnefHZjHx2Zz8/OxMgr2jEsgrfOTZKIJnnI9vq2TDHT1POJXlFpWciTV9IL67cViPNPhulIg18VjPIEnazAbvZgNduotqlj9b53U11TKTynByO09EVoaMnwrnxFJliaryqMRkNEc1AIJnn7HiS7x0fw2kx0OyzsanJQ1uLh/tqXZSJ58l107IBzu78Pl/8l/9kR2eYbKFYVklmXNULWPuy/8crH9zA0qYy7CYZGdA0DSUbY7zrOLt+/hN+/tQBOkN50FTyiWFO7vgp3/VVUfWHr+Ye5+wtekVxdZcyyhJbW73s6Azz+LkJVA12dYZ5cH7pXVVcgR5kuLLWxSceaabUYeK7R0dJ5BTSeZXHz08QSuf5yNZ6HrmnTJwknAWGozk6J9Lkivtz6r0W5pXbxEy7OURCP4RiMhhwWgz47CYavVYeWlBKOq8yHM1yqD9KR0+E/b1R+sKXU+MVVSOtaqTzKpF0gZFYjmeG4nz5wBBem54av7k4eHpxlQO7WRxuuSolTu+Rx/nOl77JjothssW/N4PDz+Jtr+ed73odm+aV4bBZMBnl57b5NB++8moaF93Hxk0/47++/J889mwYRVPJR3s4vvfX/GrlKuY9Uj9ri5TZet3CNLjX72R9g4v9vVGimQJ9kSx7eyNsanJT65ndS7I3ymiQmFdu5y8fbKLcYeIrB4cJJHJkCyoH+qL82WNdBJJ53ri8UrzYznC94TQXA5dbgo1eG/PusjcMdxtZ0iNVLEYZtxXKHSYWVtp54/JKEjmF7ok0e69IjQ8UTwnrUWoaiaxCIqswkcrTH8nwdGcYWzHyYVVdCW3NHjY0emguFanxugKhiwd4/Dvf5JenQ5OFlcnbyvpXv4ffe+/LWVTuwGK8xs9KkjCYLDh8dSx54A28U1bJfu5LPNmTQdPyRHtOc2jH0xxf/w5WeWbnz1sUV3cxs1FmS4uXnZ0RdnWFUVSNnZ1h7p/nu+uKK9DbDtVuC3+8pZ4yp4l/6xikJ5Qmr2icGU/x8Sd6mEjledeaanxzcB7jXNEbznAxmAL0FY5Gr/WuW4292xlkCbtswG4y4LGb8LssrKx18b71tURSeZ4dK0Y+9ER4djQ5mXmnXdFCjGUgkMhzMZjiJ6cCOMwGGrxWNjS62dzsZXWdiyrX3ZkaXwh1cmzHT/jx7j4SxVagoaSBlY++nd/9wG+wtNzGteqq55BkjPZyFq7bzitfdZJn/30HQwVQswH6Lx7n6JkoKzd4ZuXmdlFc3eVW17tY2+DiUH+UVF7l/HiK/b1RNja6KXfefS8csgReh4n3rK2h3GHmH3f1cXw4gaJq9EcyfGZHH4FEnt/dVEvdXViAznTJnELPRJrRmB5GWeE001JmwyFWG+9aEvo2CKdFbyGW2k3Ue61sa/WSyauMxXM8M6gPnt7bG6F74nJqvKpppPN6CzGcLjAaz3F8OME3Do3gthlZUK6nxrcVU+Nd1rvglqolGTh7iCd/0UF/sphDZvTSsuZlvOkdr2LZ9RZWk2TMvmbmr9jMqsY9DHXmQMsTHunn3KlzxNevwzULq6u74JkgvBi7ycCWZi+7OsMc7I9RUDV2dYXZPs/Lw3fpmJBLJwlfu6yCMoeJz+zsY2dnGFWDYDLPF/cNEkjk+JOt9Syuct7pyxWu0B/OcDGQQinur2nwWZlXbr8rTsAK10eS9FV7s1HGZYUyp4nWcjv/b2kFyZxCXzjN/l498uHwQIyRWG7y9FtB1SjkFJI5hVA6z2Akw56eKP/cPkC5w8R9NSWTqfHzy+1zMjW+EOjizN6naL+YRC+tZNyNy9j8yteyrbnkBgurItlGZXUTS+6p4RedPShAIRYhMNDPSGEdrlnYKBDFlcCGRjdr690cG4qTUzSOD8XZ3xtlXYMb993wTuwarCaZbfO8+OwmPrurj5+eDpBTNOJZhe8dHyOQzPPRbQ1savbc6UsVivquaAmC3hIU+62EFyNLEjaThM2kzzCsLDFzb3UJ71hTTSxd4HwgRUdPhI4uPTU+milGPmiQUzRySoF4FiaSObon0vzibBCbSabWbZlMjV9b76bWMwdS47U0I91nOLjnOMG8XnJKtmrm3beNh7c245jyArGMrcRNhb8Ch9RDTAMtmyAeGieQ1FgwC/dd3b13TmGSy2qkrcVDe3eY48MJcorG7q4I21q9bGnx3unLu6PMBpkVtSV84pEWyhwmvv3MKPGsfpLwyQshQqk8H97WwCsWld0V6fYzXW8ozcWgvpndJEs0+mw0eEX7Vrh+RlnCaDbgMBvw2UzUeKxsbHLzh5vrCCTzHB/SB0/v7YlwIZAmq1yOfMgUR/lE0jCeyPPsWIrvHB2jxGKgtcymD55u8rC8pmRW7tvUUiP0nTvMkQsJ9O9apqRuPss3b2Gx++Za74bS+Wx8+8f5xgNhciogGbF7K6ixz87XVVFcCUgStDV7WF3n4uRIAlWDQ/0xDvRFWVPvuuvn7BlliZYyG3/xQBNlDhNf2T/MWPEk4eGBGH/xWBcTyRxvXlElThLeQRPJPF0T6cmVhRq3hdYyG2aRxi1MkSSB2SBhNhgpsUCpw0RzqY1H7ykjnVcYil5OjT/QF2MgmplMjVdUjVROIZVTCKfyDMeyHOqP8e97Bim1m1jqd05GPiyqdGA1zfTnqUZqdIjuk6fozRS/SYOH2ualrF5di+VmayCTDbe/haWV2mQbVpJk5Jn+Y7kGUVwJAJQ6zLQ1eycD+FJ5hd1dEba0eFnX4L7TlwfkiQ6c5tDOp9m9/yTn+0cJJwsYLE58/kbmL9/Atgc2s3JhDSUv+qxWCPWe5tlnzzMSv87JT7KdqvlLuOeeJv6wrZ5yh5l/6xigc0I/SXguoJ8kDCbyvGddjQirvEP6whkuBtKTN7cGn4155aIlKEyfK1PjPcXU+EWVDt5yn54a3xVMsacnSkd3mKNDcUKpF0mND2d48oKeGu8vMbOm3sXmZi/rG9w0+mZgaryWIzg2yLlz/eSKH5I9fuoWLmNp+XSUEhKSbGCubFMTxZUA6KfktrR6eOKCi/PjKTRgX2+UQ30xVtaW3NGNmVp6mGOP/Q/f/PbPOdgZIJnNky8UUDVAkunrvsCpw7t54mc/oe117+Rtr9/OonLz1Y/vanF6Dz3Gt7/6Aw6Pqdd3AXIV637rt3l/UyPL3CbetbaaCqeJz+7q55nBOIqqMRjN8o+7+wkk8/ze5jrRiroD9Jbgc/dbiZE3wq10tdT4NfVuPrixllAqz+mRBO3dYfb0RDkzliSdv0ZqfCLPuUCKH5wI4LTINPlsbGjU92utrHNRMRNObishJsa66O6/VFpJuMqraF64AJ9YsH8BUVwJk2rcFjY1edjTE6EnlCGWKdDeHaatRd8jcEfkxzjyf//Jl776Qw70xSbD6iZpCgVVoZDPku09yi+/FiedU3jfW1/GktKr/MWrcaKhIIHxKLHY9a5cOUllciiafpLQYTbwqiUVlDrMfHpnHzsuhlA1vS31lQNDxZOEDSyrFicJbxdF1egNZegpzhN0mA00l9qovEtziITb7/mp8aV2Ew1eK/fP95HJq4zEshweiNHRrafG94Qyk6dalSsiHyJpGInlODoY52sHh/HYjCyqdLC5ycPmZg9Lqpw4LLe/mtESESLDAwynL424seEpq6GhqVwUElchfibCJFnSBzo/dSFETyiDBrR3RzjUH2OZ33kHlqkVAsd28PgvH+dQb4ysqmEpW8DaB1/Fqx7ZwEK/jUKol1N7H+fnv9zF0a4wmfAFdv/0pzQ21VH9ymX4nr/gpiRIxOMkUhpITvzz5tHSVInjxb412cs9C2vwXNHts5pk2lo8eO0mPrerjx+fHCdbPEn4w5PjBFN5PrKtgbZmr4gBuA1GYlk6g5fnydV7rMwrs2EQP3zhDpGelxpf5jSxoMLB6+6tIJlV6Aml2derF1tHBmOMxfUVocnU+JxCIldMjQ9n2dUVwWqUqXCaWFnnoq3Jw8YmNy1l9ttymKYQjxMeGSNUjLZCLsHtq6amWryBuRpRXAnP0VRqY0OTmz29EUZiOSZSeTp6IrS1eFhY4bi9F5Pt5+ThQzxzaoS0qmEoW86j7/oA7379Jpo8VkwGCZoaaVm8nKWtdXz5y9/m18+GSA0c5eDB46xdeQ8ba5+7/0lLxInHEyQVkJyNrPmNd/PuN22g+kXfCMoYrTas1ue+gJkNMvdWO/nbh5sptZv47yMjxIonCZ++GCacKvChrfW8cnG5fq3CLaNHMKQnN8I2FvOtBGGmMDwn8sFElcvCihoX715bTSSd52wxNX5PT4RTo0kS2cup8TlFJaeoxNCz9rom0vzstJ4aX+exsr7RzeYmD2vqS/C7bkXkg0Y2nSQSiZAvfkSyOCjxlVEudkBclSiuhOcwyhJbW7w8fTHML84EUTXY3RXm4QW+215c5QfPc+7sBXrjCkh2WtZsY/u2DcwrczBZq8hmrM5yFm7dzpbTpzjTtZPeTJjuCxfo7g2wrraaK+smNREjHk+Q0kByl1Lhr6a21DvlBGCjLNFcZuNP72+kzGHiS/uHGI3rJwmPDMb4i8e7mUjmect9VXdkKf9u0RN6Yb6VGHkjzFTXSo3f0uIlnVcZT+Q4NhinvTvCvt4oF4OpF02NPzmS4L+OjOC2GJlfbmdTs5u2Zi/3Vk9XarxGJpMmFr0UwQBYrNhcblziZe2qRHElvMDiKicbGt3s740ykcozHM3R0R1hU5OHRp/tNl2FQmh4iKHRMVIqYK2lddE8WhqdvHARSMJQ0kJLawt15e30DijERocZGR8noVXjvuLfK/EEiXiCtAZWtw+f28PNxqgYJAm/y8Lvb66j3GniX9oHuRhMkVc0LgRS/N1TPQSSed67vppyh1hCn26ZvErPRJqhaBaAMoeJ5jLbXR2AK8wueuSDjNmgp8aXO020ltl55ZJyUjmFgXCG/X1ROnr0bRrD0ezVU+NTeQajGfb1Rvm3jkHKHCburS5GPjR6WFBhn2I0iUahoJDJ5iY/IhlNmG02bHPkdN90E68+wguYDPrq1c7OME9eCKFoGrs6IzwwP3YbiyuNeCxOPKGfXJTd5VSWl1N6rTAVyYrX48bjsiGRQEvGSSSSpFS4nG2nkYgniCVSqMi4vD48Hg/T8dogSeC1m3j76mrKnWY+u7OfwwMxFFVjKJrln3b3E0jm+P3NdTTdtp/h3WEgkqFzIj35zl7fbyVG3giz15Wp8d5iavzSaidvW+UnlilwIZhiT3eEju4IJ4YTRK6SGh/LQrCYGv+rcxPYTAZqXGbWXkqNb3BR77FedwtRVVUUpXDlRSLLMmLh6upEcSVc1YoaJ+saXBzoixLPKnSH0uzribKpyYPfZbkNV6CRy2XJ5fS5XrLdSYnDjuOalZCE0WTCZNT/1LVCjlw+P7k/QKcSj8eIJ5JomHB7vbg9jmkpri5xmA28cnE5pXZ9JuGTF/SThKFUnq8fHCaQyPOhrfV37vTlHNRbnCd4idhvJcw1z0mNt5uo9VjZ0Ojm9zbXMZHMc2I4oafG9+o5hdnC1VLjC4wncpwZT/E/x8awm2WavDZeu6ycNyyvfMnXdVmWkA1XlFKFAvlslowK9pt5Ec1P0HNsN7/42RFGFQ2QsFfdw5oHX8UDi1xXj9SZBURxJVyV1WRgS4uXXZ0ROnoikwOd75/n4xWLb0dxBZqmTQZCSkYjRoPxRd4laeTzBfIFfROoZDBiNBie9wQvkEgkSCQzaLIXj8+L2z39fwJWo8ymZg9em4kyRz8/OjlOtqASzyr8+NQ4E8k8H95Wz7ZWn1hdmQZX5lsZiiNvmn1il60wN0nSpcgHPTW+zGGmqdTGyxaWks4rDEf1JPj27ggH+qL0RzKoV0mND6VgNJbjzFiS3nCGz7yi9UXyDCVMJjN2e7EzAGi5LJlEgoTKC09lXzeN3HgvJ5/4Ad/+3xMkNUBy0LTBybJX2mZtYQWiuBJexNp6N2sbXBweiJEpqDw7lmRfX5QNTe7bMBfLQP261/LBylW8IakhOStpaam+9hNWyxGPRYkn9AgJyVGCq8SJ88o/ejVBPB4nkVTB6MZb6sFjSzD87HEOHzrB+YEQOdmKq7KRhStWsmJRE+X2qS16mw0yS6ud/O3D+sicbx4eIZopkM6r7OgME0rl+dC2PP9vSfkdDWid7SLpAt0TGUIpfY3SX2KmtcyG5S4f2STcPWRJf0N3ZWr8/Ao7G5rcPH0xzOPnghwZiBNOF17wuQVVYyKVpy+cIZIuUH7NsFIJu92Oz+tCJoAKaOk40fERRjMa9c4plkFaiuHeM+zfe4pQ+tJrtx9f7QIW1szuSReiuBKuyWExsKXZy+6uCIcHYuQVjV2dYba3enlgvu8Wf3UZZ1UzS8obJpPYDQbDNd/JaJkB+voGGAoogERJRRUVZeXP3ayuxYnHYyRSGrLTgz3Zyc4vPMbTvzpEdzBNXlHQkJANJsw2N3XLH+J1b3sLj65rwjOFvxSjLNFUauNj2xsoc5j44r4hhmNZcorK0aE4f/Ur/SThb62swmkRf4pT0R/O0BlMTb4zb/AV91vd2csShNsuks5PnjDc2xvh/HiKRE4lnVfIFq4dmOx3mVlT53qJN8wSZpebsuoqXHIXIRVQIkyM9dLdm2XNkqmtFOcD3Zzd/zQdnZdiVAy4a5tZum4NjbenQXLLiFd04ZokYGOTmzX1Lo4NxSmoGseG4uzvjbK2wUXJLS4IJNmAUb6eFQiF4KkjHDl6ir60BpKbhnnzaGqqeO4TPB8nEU+QzGho9LL3Z0PsS4UIxrMUnjcJJxmPEdv1XUaGx5h4//t4yyNLKJ3CtytLEpUlFn53Ux3lTjP/vLuf8wH9WPXFYJpPPNVLIJHnfetrqCwRJwlvVG84/dz9Vl4b864zgkFLBRno6aJ7JI6+1cOKr66J5pYaptItvvR4XSPx4huC4uO11lxxqEIQpkcmr9IZTNFe3Nh+fDjBRCpHJq/vsSoolwcgX4vPbuLNyyt53/oaDC8RRGrwlFHR3EqDfR+hhAZalvHBLk4dO88rF9/74kHMV5MP0nlsJz/9+SECef1KJWslzUs3sm19NbN73UoUV8JL8NhMtDV7aO8Kc2o0Saagsrs7zLZWL5uaPXf68gCN9OB+HvvpL9hxdIScBuaapaxaeS+Ln5ccrCb0GIaUCloyRCAlYSrxs3DzKlYua6HMohAfPs/xI8/wbPc4yVyK4Nmn+OH3SikrL+V16/xT+oOXJPDYjLx1ZRXlThOf3dnHgb4YiqYxHMvyLx36ScI/aKunpVScJLxeqqbRO5GmqzjyxmaSafJZqfFcz1tejVTvER776hf45u5BFECytbL9re/lAy013Pioco1k7xF++ZX/4JvtQ6iAZJ/Htt98Dx+c0uMJwnMpqsZILMv+vijtXXokQ38ko29Yz+sho+pVqikJfaKESZaIZZXJj5c7zbxrtZ8PbavHez3bPEzl+OuXsHS+k+NH42hoZEcucHLPU+xpu4eHG27gzaGWZuR0Bz/79g/ZO5guZmcZ8TYtZt2D21kyB96NiOJKeFGSBG3NHlbXu3h2LImqwcG+GAf6o6yqd2GdUmbKdNHIjhzhF//1Db77y6OMplUwV7Fi+4Ns27QE3/Oe3Vo8PhkgiiZR0rqN17/7Xbzh/kWU24zIEmhKnsTwMR771tf49k8P0J9IM3psN7s7lrNk4W+w1DP1hpPdbODRe8omTxL++twEigbhVIH/PDSinyTcVs/KWtfN/VjuEuPxHF0TaZI5/YZR69Zbgtc3CkQhOD5Mb3c3E+EkGmCwm7C5vFMcQlsgODZMT1c3E+Hi5nq7Uc9SE6+ywhRF0wWODT2v1ZdVSBeHPitXq6YAu0lmQYWdzU1eyp0mnr4Yor07Mvn/y51m3rXGz4e31uNzXGPI/QuYqWicz8oNK3j8RDvjCmiFKF1HnuL/fjCfpg+8gvkl1/FIapLRk0/xP1/4Aj84OEy6WO+ZfK3ct/01vGZzLddK3JlNxJ+98JIqSsxsbvbQ0R3hYlC/mbV3Rdja4mVV3Z0qBDTSQ4f56Te+xDf/dx+90Ryq7KSl7dW87rUv4z6/9QURC7l4nHg8SVYD2buY7a95A69/+SoaS0zP+bcOx0Ze/ZYY4eAE337iPPH0IM+ePMXZzk0sXlV6U9ENVqPMhkYP//CokTK7iR+cGCdTUEnkFP7v2QATqTwf2VbP9nk+ZHGU8EX1hjNcmOrIGzVCcHyYkbFLny9TUlZJld9/4+2N5zxepvgBGVdZBX6/HxEKIVyvTEGl64pW34mhBIFUnkxeedFWn1GWqHFb2NCoZ1itrnNR67HSGUzzbx39HOiPTa5qTa2w0pl8LSxd/yDbO07w/RNRNFRy4U72/e9XkLUc73vby7m36lr7rzTysWFO7/gB//1fP2LnmTGSOX3NSrJUsGDDo7zxDVuom+IhoplGFFfCS5IlPVT0ifOhyflte3v1ZenlNSW3ZWjoc2mkB/bz469/mW/+5AD9sRyK5KB+02t527vfxIOLy7BcpQKyLniI931yNW9IKWCw4fZ6cDtNLyiWJIMZz7w1rF69j4NHLnJ0Ik+gu5Punn5iK0u5icUrQD9GvbjKyV8/3EyZ08R/HhohnC6Qyavs7ooQTuf5ky15XrO0YoppyneH3uePvCluZr8eWjZIYHyE0fClzXYmfOVVVPnLphSKqKWDBMeGGYtcejwz3rIq/FN8POHuoKgao8VWX0d3hIP9MfrDGdLX0erz2o2srHXR1uxhQ6ObeeV2HGYD1uKw6LPjKb60f5CfnwmSyevPy5sprAAw2KletolHX3+O84Pf49iEAmqB5Pg5dn3rs3QdfppNDz5I29rlLGyowuMwoiQnGOm7yOkje9nTsZdDJ3oIxFOTm+wlcynzNr2ad33wN9lYZ5szfy+iuBKuS53HyqYmD3t6ogxEMoTTBdq7I7Q1e1jid97GK9FI9u7hR1//Ev/90yMMxHOocgnNW97Au9//Nl5+Xy0O09ULEslSgrfSiefSf7/IypBkLqOxqYn6aifHJmIUQmOMBgJMFMAzDTstjbJEo8/KR7Y1UuYw84W9gwxG9ZOEx4cS/PWvewgm87xtlX+aZoPNLTlFpTeUZiCsrxR5bEaaS234HNf3s1InAgSGRhi/lDIreymvqsLvn9ovV5kIMj48wvil0+4GD2VVVVRN8fGEuSuaKXB8KE57V4S9PRHOBfRW36Wwz2u1+mwmmQXldtqaPWxu9rKs2onXZsJq0mMYrhwOf3o0yad39PK/J8dJT1dhBYCE0VnHiofexLtCET7/tV9xIaaCWiAbH6f72NMMndvHT79iwWwyIssSKAUKhTy5bIZsJks2r0yuvsn2Su7Z+gbe99tv5f4FXsxz6L2keNUWrotBltja6uWpiyEGIhk0Ddq7whya72NRleM2tbA04t27+eFXv8S3fnGUoUQe1VjKwgffzHvf+xYeWFJ5zcJqkiRd54uKCZ+vFJ/PhUwMJRcnFo4SS2k8Z1jhTZAliQqnmQ9uqKXcYeKfdg9wdjxJQdXoCqb55NN9BJN5PrChhqqSWX4ueZoNRbN0BtPklOeOvLm+56FKPBBgdHhM338HSM4yKqr8VDmn8uquEgsGGBkZJX3p8RylVFT68U81/0eYM7IFlc5gmo7uCHu6wxwfSRBI5Isb0RXyL9rqM7O+wTO577XWY8VqlLGZ9DmEV3u6P3vVwsrEu9b4+dBNFVZFkgFb2UK2vOl3sTrdfO0b/8fhwRQqGmohRzqeIx1/qccw4qhaxJbXv5N3vmk791SUYH3h0NhZTRRXwnWbX25nQ6ObvT1RxhM5xhJ5OnoibG7xXHc7ZuoUYhd38r2vfpnvPHaCkUQezernvle+jfe+67VsmleKbZpbaFa7DYddX6ZWtBzZbI5cTh/PMF0kCdw2I2+5r4oyp5nP7uxjX28URdMYiWf5fMcAwYR+klCMdLnsZlqCkCcYHGd4dIJLZ6dMvnIq/X7Kp/KKqGUJBkYZHg495/Eqpvp4wqymahojsRwHJlt9UfrDWdJ5hfSLtPoAvDYj99WWTLb65pc7cFgM2IqtvpeKS3h2NMmnrlpYVfOhrfWU3mxhdYlsxF4+j41v/EPql67jyR99n58+fYSuYBb1xT5PMuGoaGHVQ6/hta96gLUL/bgdVoxzq64CRHEl3ACjrO+92nExzK/OTaBqGru7wjw033eLiyuF6IWn+J8vf5nvPH6asWQenI1sfM07ee87foNVDW4st+Jdj8GA4TYNJrWbDbxsYSk+u5F/3NnPr85NUFA1wukC3zwyyngyz4e3NbD6jh0gmFmuHHkjS+gjb643xkIJERgbZuRyTxB3ub6ZfUrrg2qIYOB5j1dWQZW/emqPJ8w60UyBE8NxOrouz/eLZRUyef1UX+FFWn3zy+xsbvawudnDvdVOvHYTNpOM1Wh4TqvvpVytsKpwmnlnccVq2gqrSyQDZkcZTSse4q3z1/LoO3s5f/QwR09fpG84SDgSI5lVkG0leHxlVNXNY/F9K1m+pJWaUhcOuxXLHN5TKoor4YYs8ztZ3+Bmf2+USKZAfyTLnp4om5o91HluxTw3jUT3bn749a/z3cdPMZYsIHvns+3N7+U9b3mYZX7nDb0A3dBXzucp5Avo22iMmMwmTLdwC43VKLO+wcMnHjFR6jDx/eNjpPMqyZzCz88ECaX0AuvB+Xf3ScJEVqE7lGEsrhczFU4zraU2HObrK4O1ZJDg6DBj8eJ7bMlOWWUVfr9rSidB1XiQwMgwY4lLPUE7pRVV+Kun9njCzJctqHQF03T0RNjTHeHYUJxA8qVbfQZZosZlZkOjXkytrnNR57Hq+6aKrb6pnA+6VmH1rjV+/uRWFFaTJGSjBYe7AnuJj6qGxax7eZ6CoqCqKqoKyLL+JtVowmyxYDabmGMdwKsSxZVwQ8xGmS2tHnZ2hdnZGUYpDnR+YL73lhRXysRxnvjB//DDXx1nNFnAWH4vj7ztfbzrjdtYUGbjut/4KEMc+r8f8r8/PchAFtyLHuS1r3sN2xd7rnED1EgmEsSSKb3VY3TgdDlx3NT495dmMkgsqnLwVw/pMwm/cWiYUEo/SdjRHSWc7iKYzPO6ZRVz+l3fi+mPZOgMpFCLU70bvXoEw/XWm4VggPHhUYKXNp8bfZRV+vFXTK1yzk8EGR8aYeJST9DopbTSj79SbGafK1RNY7TY6mt/fquvoJIraJPPx+e71Orb3ORhQ5OH+eV2nDfQ6nspd66wei5JNmK2GTGLHGRAFFfCFKyudbGu3sXB/iipnMqFQIq9vVE2NnmouObgzynQklzcv4sdOw/SG88j+Zbw0G+9l3e/eTvzS2+wT6/liY31ceHEM5xNgodWNkbSaJNnB58vR2B8nEAgggbILh+lXu+UZgzeKKMs0eC18uFt+kzC/9g7yEBEP0l4cjjB3/y6m4lEnrev8eO+C08SXtkSBL0l2Fp2va/oKpFggJGRcbLFj8juMir9fqqmdFNQiATGGRkeJ3fp8Vz65ni/uMnMatFMgZPDcX0jek+Uc+NJ4ll939RLtfrmldnY3OydbPX5rmj1GQ3Xe6jmpZ0eTfDpHX13vLASXujue2UWbprNbGBLi5ddXRH290UpqPreq/tbfTxyT+m0fR0t0c3ZU6c515dAkTws2/ZyXvnKLTdeWAHIdmw2GxaTQqGgEgsGCYUj5DQ/tqs9VnaQnu5ueoczaEg4q2qpra7Gd5sWi2RJotxh5gMbaoszCQc4PZqgoGp0T2T41I5eAskcH9xYi991d+3s6Q1l6AzqI2/MBj3Sov56V021tL75fDRS3HgrYS2toKrKj2cqv1stVXy82OTjWXzlVPn9eO/OhcVZK1tQ6Z7QT/Xps/rijF/HqT6DJFHtMrO+0U1bs5c19S5qPRZsJsNNtfpeiiisZjZRXAlTsr7Rzdp6F88MxsgpGieHE+zvjbKh0Y3bNj1Pq+xAN93dfYxkNeSyBdy74l6W1jumdrJE9lBZUUl5qRUpmCI/cpFzF7voTSzknheMbFCYOH2Ew4eO05PUQHJS2zqPpqapzRacKkkCt9XIm1ZUUu4w89mdvXT0RPUWRSLHf+wdJJjM84dtdSyocNzGK7tzgokcXRMpYlm9p1fjttBaZr/+sFVlgsD4MKOByUAqvOVVVFVXMaU118IEgcAwI5M9RhlveSX+qT6ecNuomsZY/MpTfTF6Q5nrbvWtqClhc7OHjY0e5lfYcZoNk5lTN9vqeymisJr5RHElTEmJxUhbi4fdxc2cOUXTBzrP87Kt1TsNX0EhMDzMyGiAnAbWsir8lRV4p3xm10zdwgUsnN/Angtniaf7OPjYT2mqr8H36HIqJ5evFKJdu/nJ93/Er58ZJqOBoXIxK1bey5K6O3O7tJsMPLTAVzxJ2Mcvzl4+SfitZ0YJJHJ8eFsDaxvm/njgvnBGnxJQvOc1+mzMu+6WIKjRAIGREcYuBVJRYOzIj/jH9z/BF81TeG5pBTLJOLF08b9lF6UVVVT5745id7aJZQqcHE7oG9F7Ipwb0wv1l2z1Ga/S6nPcmlbfSxGF1ewgiithSiQJNjd5WFvv4uRwHEWDIwMxDvRFWVvvwn6dJ7euScsSmpggFEmhAZnOJ/nyxw7w7b8xXt8Lh1TC4le+m3e+49WsrtSvxVK/knUb1nH4eA97BzLEujv47mf7OfbkSlYsbabCphIbOseJI0c5eWGYSFoBYymLNm5l64alTHG/87SwGGXW1Lv5xKMtlDnNfPfoGKm8QjKn8MuzE0wUTxI+vKD0lr9rvpN6whkuBq7Yb+W9gXmCaOSCAcaHRgkrlz9ayCSIZBJEpuMCzcXN8WVzZYjH7JYrqHSHLgV46m8ExxP5yfEyeUV9yVbf5mYPa+rd1N2GVt9LEYXV7CGKK2HKfA59oHN7d4QzY0lSxdl4W1u8rG+8yVUULU48kSCZ0l9AtHyK6ESK6PV+vuSmIpIgW7jiY6ZSlj74Gl4/MkboO09yZiJLfKyTozsGOL3HiFEGtZAnm81RUFQ02U79hlfy+je8gnWNjjt+rN5kkFhY4eAvHmyk1G7iaweHmUjpe0L29Ub588f0k4RvWF6JdQ6eJCyoGr0TaXpD+sgbp8VAc6mNypLrXVFUCQUCDI+Mk3/pfzwlskffHC+m3twZl1p9B/tidHRHONAfpTecIZ3Tx8tkX6TV57EZWVFdbPU1uVlQbsdpMd62Vt9LEYXV7CKKK2HKZAnamr08URfi7FgSDdjfF+FgX5SVtSU3N3RYzZHNZMnlrxFlPCUy5tKF3P+OP8Jb28j/fOen7DkzRDyXppC78t9JmNwNLH/oDbz1N1/F5kV+7DMkmMUgS9R5rPzJ1nrKnSY+v2eQvnCGnKJxejTJ3z7RQzCZ411ravBM0963mWIklqVzIk2moN9Y6j1WWq975A2gxgmMjzAylphcrTDYXHh9pXjsU1lpUkhHw4QmIqQVAAlnaQWV/mocc6+2nbFimQKnRhK0d+uz+s5eZ6vPapRpLbOzuUlfnVpeU0Kpw4TNqGdOGQ3yjClWRGE1+8ytV1/htqt2m9nU7KGjJ0L3RJp4RqG9J8KWVi8rakqm/sBGPxvf9lcse/WHyE2pvpIxO0pwlTzvpikZsXqbWP3KD7Bw4/+j7/xpTj57gd7hIPF0AdnmparpHu69717uaamhtMQ24/KkZEmizGnmvetqKHOY+afd/Zwc0U8S9oYyfHZnP8Fknt/ZWEeNe+6cJNRPCV5uCTb5bqQlCBSCBAPDjF4OpKJq+St4x/vfz8sXTSGjLddDx/e/wVe+/ARdehhacTN7+W09+HC3yRVUekJ6gGdHd7TY6suRzr90q8/vMrOuwU1bs4c19S7qvdYrWn3SjAznFYXV7CSKK+GmyJLE1hYPT11w0T2RRgM6uiMc6o+xzO+8iaV0I9YSL9aS6dgc/zySAZOtBF+1A3d5HQvWPFBMFAZkGaPRjNlixmScOe9cn08CXFYjr19eQZnDxD/u6mN3V0RviyRyfHHfEMFknj9qq+eeyrmxubo3lOZiQN85LnGj+VaghAKMD40wfjmQivKaBloW1lBRceMrV8pYD4V4lPDkQUFPMel97hS0M4FWbPUd6o9NBnj2hDKk8yrpvPLirT6rkeU1TjY3ednQ5GZBhZ0SixGbSQ/wNM7w/YmnRxJ8emcfPxaF1awjiivhpjX6bGxsdLOnJ8JQNEsolaejO0Jbs2dm39glGYPZit18K8b23B52k4EH5vvw2U18blcfP302SEHViKQLfOfoGIFEno9sa7j5PXB3WDqv0hPKMBzToz/LHCaaS224LNf7EqaRCgQYHRkjdmmyrKWU8io/Vb6ptASLjzc8Ovl4kr2U8ko/fvfMWumcjWKZAqdHLp3qi3J2LEksU5jciP7irT4bm5ouz+orc5j1U30mGdMMavW9lCsLq5QorGYdUVwJN80oS2xp9fLUxRBD0SyqBru7wjw438fCCsd1jyURpsZilFlV5+LjL2uh1GHiO0fHSOYUUjmFx89N6DMJtzbwyD2z9yThQERvCV66qTZ4rcwru/6RN1BgIjDO8EiAyYQrbzmVVVVUTamHV3y84Ssez1dOZXU1YurNjcspKr0TV2/1pfMqeVXlaotTsgR+l4V1DS7amjysaXBT77FiM8vYjAbMxpnZ6nsplwor0QqcvURxJUyLeyocbGx0s683SjCZZziWY09PhM3NHppLxRyQW81kkFhQYefPH2iizGHmKwf0tmCmoHKgL8pfPN5FMJnjjSsqsZlmX0yAPvImPfnfjT4b88pv4HmlRvTw0LFM8QMyJeWV+Kv9OKZyl1IjBAPDDF/xeK7SCqr8fsSz/aVNtvoG9FN9B/v0Vl/qOlp9bquR5dXO4qk+z6xr9b0UUVjNDaK4EqaFySDR1uLl6YthnrgQQtU0dndFeGB+TBRXt4lBlqj1WPmjtjrKHCY+v2eAnpB+kvDZ0SQff7KXYDLPu9dW47XPruWVntDlfCujrI+8afRd//NKywQIjI0wGrnUEzThK6+iqqqcKTUF00ECo0OXH0+yUFpehd/vveORHTNVPFvg9EiyOKsvwtmxJNHraPVZjDKtpZdbfctrSii7FOA5y1p9L0UUVnOHKK6EabOipoT1jW7290WJZxV6Qmn29UTZ3OSheg6dWpvJZAlKnWbes7aacqeZz+3q4/iwfpKwL5zhH3cVTxJuqqXueufx3WHhVJ7uiRThtJ5O5XeZaS2z31CWlxIMEhgeIXDF5vPyykqqphhIpUwECAxd+XheyiqrqJpaj3FOyisavaE0e3r0WX1Hh+KMxYun+goqOeXqrT6DBFUleqvvUoBng9eKzSRjM83eVt9LEYXV3CKKK2HaWIwybc0ednaGae+OUFA1dnWFuX+el99wl9/py7trSECJ1chrl+knCT+zs49dnWFUTWM8meNL+4cIJHL88dZ6Flc57/TlvqS+cIaLgTTqFEfegEosGGBkZJxLU28kZzkV/mr8zqmsM6lEgwFGRsYmH092lVHh9+OfUo9xbtA0GE/kONwfpaMnwv7eG2v13VvtZHOTHuC5sMJBifU2tvqUJOMXn2HnL37JziNnGQhlkJ1VNC/dwP2PPMSWVc24b+Hd8lqF1bvX+PljUVjNSqK4EqbV2gY36xpcHOqPkSmonB1Psq8vysYmD6UO8a7+drKZZLa1evHajHxuVz//92yAvKIRzRT43vFxgsWN7puaPXf6Ul9UbyjDxeBUR94AWo7g+CjDoyEmE6585VT6/ZRP5Smp5ZgYH2No+PLjmYqPd7dNvUlkFU6PJujoirCnV5/UEM0UJjOnXqzV1zLZ6nOzvKaE8jt0qk9NDnHiye/xta/+Lwd7w6SyOQqKBnIv3eeOc2jPLva+5p28+7ceZP4tOAkqCqu5SRRXwrSymw20NXvZ1Rnh0ECMvKKxuyvM9lYvDy0ovdOXd9exGGXuq3Xx8Zc1U+Yw8a1nRknkFFJ5hV+fDxFK5fnQ1npevqh8Rm4EVjWNnlCanuLIG5tJpslnw++6gTazOlHczD4ZcIWnvJKqKj9TalarEwQCQ4yMXxqiI+Mpq6TKXz3nw0On2uqTJagqMbO2GOC5tt5Fg9dWLKYMWO5Uq68wwbk9P+EbX/g2u7qiKNZSahYtYn6dEyXQzblzXYz0HOXX/wOyycbvvrONmmn8JYvCau4SxZUwrSRgQ5ObNQ0ujg7FKagax4YS7O+Nsr7RTcl15xIJ08VkkJhXbufPHmii3GnmS/uHGE/kyBZUDvbH+MtfdRNMFHjzfZU3P3B7mo3GcnRNpEnl9DWiOo+VeeW2GyoEtUSQwOgIY4lLPUG7vj/K75rS5nM1FiA4Msx4crLHSGlFJX7/nZ8/Od0mW33FU30H+qL0hNIkc9fX6lvmd+in+ho9LKx04LJentV354t5jXjPKfY//gs6uhJYatfyst96H299+TIqbTJkQ/Qc/AXf/tq3+NWzJ9m343EW3buY31xbOi2/51MjCT4jCqs5S9zphGnnsZpoa/bQ3hXh5EiCbEGlvTvCtnk+2mZ4C2quMsgS1W4Lv79ZP0n4rx0DdE2kySsaZ8ZTfOKpHoKpHO9ZV0PpDDpJ2BfWW4KXbt+NPj3f6kbkgwECw6OELvcEKav0459iIFU+GGR8aITgZE/QS3mln6qKmfNzuxmJrMKZMX1W357uCGfGUkQy+eto9Uk0+557qq/CacZqkrGZZEyyPLMy77QEw71nOXGsh5S9ibYHX8/b3riR+SVmZAnQ3LgefA3ZZISxz/03R7vPc+L4WR5dvYnSm6yuTo3oI21+fEoUVnOVKK6EaScVBzqvqQtxejSBqsGh/hgHeiOsqXNhNc219/ezgyyBz2HinWuqiyNz+jk6FEdRNfojGT63u59AIs/vba6jwTszThL2hNJ0Bq7It/LaaL2h4kolHNA3s2eLH5HdZVT6/finlBCiEAqMMzQ8zmRT0F1GeZWf2Tr1Jq9o9IXT7O2J0tEd5pnBOKPX2+pz6q2+zZdafT4b9mu1+goJxjuP0/HUDvYdO0PP8ASJ3P9v77/j47rvO//3dc4UYDAVbVCJSlJsIiWRFAvAomrJlmy5F8mOHdf0nmx57N17f/fuZtdxks1mk7XjOI4lWy5ykSVZsixRokiCvYhiJ0H0OoMyg+ntnPvHAUCwgARAEPXz9B8JKeDMIQnMeeP7+X4/H7DYPXjLl7Jm0w52bt/C2mr3BMurOomBNs4eeos39xzh9IVWfIEYGVM27sJyau7ezI6HH6LunkrcN7qgNkRgsIdufxpbcTm1q9ZQ7bJeWZVSVMw5JdQsW8OapW6OvjtIf3cPfo3bClcSrBYHCVfijih0WNg2PND5gj9KJJlhT1OQnUvD3F/hmu3bW7QUwJFl4qm7veTbrfzN2y3sujSIpkNfOMW3D3XRF0nxZzsruLtkdk8SJoYH9LYHjP1WuTYztfm2yfXo0qP4fd109QQxHmMK2fleiotL8EzlAalH6OvrpqsnNHo9W76X4pJSXPPkZwZdB/+YUt+BMaW++HCpLzNOqc81WurLpa7KzcqiHFzZlluU+nQS/gs0vPg9vvuTtznXEyKWSJJOZ9B0UFQTTRfOcHzfLl79xUYef/rzPP3kBkqybxIxMkO0HXudH33nOV492spgNE4imSaj6YCC2nyZcycP8c5vXmPrBz/Lbz/zOGuuO72goesamqajmFRMZvMNep6pmMwWLBYVdA1NS5OZ0iB5gwSrxUPClbgjVEVhR62HNy66uOA3yjr7W4xOzPeVOTGb5C1kNtksKjtqPeTalvK377Txi1M+khmdoXiaF0766I8k+YsHKtleewcGZ09QZzDB5b4YqeEyVEVuNksLbUxqq066jz5fNz3+kRqeidzCYopLirFO5aZSffT1dtHdNzr0hrzCIkpLi6Z2vRkyUuozGngGOdsbIRBLE0tliKe00b/ja2WZFKpHTvVVD5f6nMapPpt5+FTfLf490gPneeeFb/GP//YbGgfi172WnkmjZdKkEjFip3fxo29FiSV/h69+8n68N3pC6VHajrzK9/73P/HzY92EExmuuSKZdJJMOkmi9V3e+FEKTbHw+196jKWOMTerOnA488n3KJzu66WjuRlfuobSsa+pBfH3NHO5ZQjsxTjz8pnSKEqMzetff7uVX5zyX9fHSoLVwiPhStwx5Z5s6mrc7G0O0DoYJxBPs7c5wI7aXNaWzv3+SgtdllnlnjIn/5/3GScJnz3aTShhnCR849IgA7E0f7azgg+unp2ThM3XjLypzrNNer8V5nI2ffI/8q3H/pCUDqBgynbgck9xoLhlCZs/9Z/418f/ePR65mwHTvck7+sOS2U0Wgfj7G82ek4d7wjRHUqMzuq7WamvyGHl/go322rcbKpwU5WXTY7VhG0qp/q0QS4deYuXf76Li/0xMroFT8Xd1D/5ET6wfS0VboWhzvMcfetVXn1jP+d9CYLNh3nzlVIqaqr47BbvNZvHdeLtJ2n41c945WgXoaSGxV3Bmm1P8JEnt7Gmwg1D7Zx651e89PIujrdHiPnPcXD369y1di1VD5ZdeegpLkqXLGPVyhL27G7k2Ju/4KfLyvjsIyvItQCZMF0ndvHKCy9zsFvDs7KK5atXUTiFFcorQ5j9RFNG0JcGoQubhCtxx5hUhZ01uey6OEjrYBxdh71NAQ63BVlTYl+QXZbnG4tJYWmBjf/4UCWFdgvfPNBJT8g4SXikfYj/16+b6A+n+Mz6YuwzfJJwbH8rVTH6W016lJJixubMw+bMm56bUizYnPnYnHOrrYiuQ18kydHRUt8QTf0xIskMsZRGIq3dpNRn4u5iB/XVHuqr3awosuPONmOzmMi23N6pvlRPI2cO7eNwS4SMruJeVsdHvvSHfOH9K8i3ZWFWQatZyqq1a1lR+z2+9c0fc9QXpefsCQ7vP8r29e+neuySoB6m9eJJDh44zUBSQ8mpYP37v8Dv/8FHWFeQQ5ZZBa2WpctrKS9283//8XmO+JMMXD7Pe0ffpW17GTWjTz0TnqXr2PLIwxw6/TzHzr/Fc3/dzJFX7mFlhROt7zKnT57ifFsfcUc1G7c8xCObiif90BwvWEkpcGGTcCXuqKWFOWytMlavekNJfGFjoPP22lyWT6YRpLhjTKpCiSubP9i2hAKHhX/Y086lPuMk4XlflP+2y5hJ+OUtZRTMUCPYUDxNU38Mf9jYNl7szKK2wDbnWkXMpkgyw9meCHubjVl9Z3siDI6U+tIaqXE2B1lNCjX5NuqGS333ljnwOrMmVeqbmDT+tibOvHeOwbSOkr2EVZse5rFH76bYaR4NFKo1G3NBLffXP8Dl945z5pfniYU6ab10jvNdj1JddeUxpSd8dLddorE9jo6Cu2IF99Xv5N4SF1lXLojNU8W6+zaz9Z53OP5GG5mon572Zlr7NGqKryw9qdklrHv4E3xhcIj4d3/F6c4LHPU1c9KsQiZFMpkCRwUbP/AMX3jmUZY5J/f1J8Fq8ZJwJe4os6qwY3ig86/O9aHp8M7lAI8sD0q4mkNUBXJzLPzWhlIK7Va+sbuVI+3GScL2QJy/39OGP5LkD7ctmdTA5KlqDcRp7IuO9lCqzDVaMCzmB1Eqo9E2GGd/i1HqO9YRonsoSSyVuWmpTxkt9bnYVu1hc+VtlvomShuir7edto4wGmD1LqF21Wru8piv/3dUTOQsqaB61TJKXznP5XSEAV8XnZ1BtKorfaX0SIihvj4GUgBWPAUllFeUXAlWY67nKPBSVlGCS21jUIsRCQUIBDUYE65QTGTnL2fH039K6V3ree2Xr7D72AU6BuKojlJW3r2Fhz7wBI/tWEdFvh3zJP6aRvpYSbBanCRciTtuTbGdrVVu9rcEGIylaQ8m2NccZFtNLhVz5Mi/uHKS8MnVheTlWPjG7lbeuDhgnCSMpPjOoS78YeMk4T1lzjt6L0ZJcOx+q0mOvFkArpT6QuxtGrxS6kuNKfWNsxHdmWWU+rbVGLP6Vk5jqW/if4AokUiQoZAGKDg8+RQVl2Ab56UVqxOnJ59cuwJBjVgsQigYRudKCVZPp0knk8Z+N8WMNSsbm+3Gq0lKVhbZDjvZAHqKVCpBInGjjWZmslylrNz2ESrvex+fixvjbxTVhDkrmxy7nZwsy6QOUoycCvzFKQlWi5WEK3HHWc0q22s9vNU4wK5Lg2Q0nXcuB3h4+ZCEqznIZjEGcOfmmCmwW/jpez4SaZ2hRIafnfLRPzwy54GleXekKaSuQ0t/jMvD+62yTCpVeTaWeOZpI6lJiCQynPNFhk/1BTgz4VKfSnVeNnXVRs+pe0udFA2X+rItKtZpK/VNgp4ilYoTT+qASlaOHYfLeZPu5ibMZisWswLoZFIpkonkVScBFbMZS1YWVgXQNDQtQyYzzuU0DS2dMeY/KmbMZitWy3jJTsVkteG02rjdHxskWAmQcCVmyPpyJ1sq3RxsHSKSzHCpL8r+liD11R6KnHP5EPviZDWrrCt18l8frSE/x8K/H+1haHgg71uNgwzGUvzpjhRPrfFimea2Gv6IMfImNDzypsyTxdICGxbTPGkkNQnpjD5c6guMlvq6JlDqUxXjgb1xiYttNVdKfXarCZtFJcuszoEDI7rxv5FTmiYTZsvNHjkZ0ukk6bTxB1ZN5us+XnW4cBUUkGcBXyJJaGiQ/v4wGp7rQlsmEiY0OEhYA1QHLk8BhVM56jcJEqzECAlXYkbYLMZA57cbB2loCZLWdHYPD3T+wKqC2b49cQNm1dj4/FcPVlFgt/J/D3TQPWScJDzWEeK//rqZ/kiKZ9aX4Miavo3mrcOnBEdCxUIrCfaFkxzrCLG3OcCBliCX+2OEkxMr9a0pdrCtxk19tWd2Sn2TYSpi9QOf5z+XPEJIU7AVlF+1Of1aeipCJBQgGDVWumw5dlxu19WNPa1eSpYsY+mSLC40JhjsaObCmTP0b667ukWCnsDX1cbFC23EAVNuCeVL72LplDrHTowEKzGWhCsxYzZXuthc6eZoR4hEWuN0d5j9LUG2VnvItcmX4lxknCTM4vfry/E6LPz9nnYu+KOkMjoX+6L8912t9EVSfHVLGYWO6VmBbBmM0dh39cibZQV3fhP9nRJNji31BTnTE2YgOrFTfVV52dRVGbP67i13UuyY5VLfZCg55JWtYEPxcnRAUVRM5vHCjU7S10Pn5Wa60sbnevKLKC5xXR1IFDsVq+5l67Z7ONRyCH/feQ689jN+VlPMZ3bW4jIBpAm1HeOdV19m15kgmmKnauV66ravv3FT0mkgwUpcS55oYsY4ss1sq/Gw+7IxvyyZ0dnTFODBZbk8tGya+hCJaaco4Mmx8Mz6EgocVv7m7VYOtQ2R0XQ6g3H+YW87/kiKP9q2ZPJ9qK6Rzug098dpGTRG3jizTNTk26YtuM2EtKZfOdXXFOBYx9CESn0K4HVYuL/CRX11LpsrXVTn2+ZYqW8yFFSTGXUii5qZAE1njnPw4AUiOiiOYpbU3MWK8mtbfyhkF93Njo98Dl9fmOdeP0vvqV/znf96nr2rVrFsiQc10kvzudOcbexiMJlN8dqH+PBnP837VrluMN7m9o0brDaV8Kc7JFgtVhKuxIxRgPpqD/dXuHm3K0xG0znWMcSBliCbK90z3qRSTJwC2LNMfGBlgXGS8O1Wfn2hH02H/kiK7x7uwh9O8uc7K7mvfOpbgruGEjT2R0mkjfEglbnZLC2wzflQ0RdJcqw9NDqrbzKlvtVFdrbVeK6U+mxGqc9mVhfHmCg9gf/0Xn7981+yrzWOjpmC2jXcu+V+Km90hsFko3Dlg3z2ryq5Z8fbvPrKb9h//ALHdjfznllF0TOkMmbc5ffw5Aee4snHdrJ+qRfHeJvZb4MEKzEeCVdiRuXmGAOd91we5ExvhFhKY09TgAeW5lJX7Znt2xO3kG1Rqat247HVUmC38JOTPuJpjVAiw4un/fRHU/zFzkoeWja1k4TNAzEu+ceUBKcy8mYGRJMZzo8p9Z2eYKnPYlKoyr2m1Oe0GmFqPpT6ppueov/8Hn7+3X/lx3tbiWTAnH8XG3e+j/fdX2ycCrwB1aSQjgfounSOxpZO/OEkaQ3SyZGPSBLovsS7BxooKa+ksrwQ5zQfNpVgJW5GwpWYUaoC22s8/KbCxdneCDpwqC3IobYgG5a4jPEVYk6zmlTuLnHwXx6tJt9u4btHuoeHAGu8czlAIJqmb0eSj9ztxTrJf8+WAaN5KBirZVV52dTOgf1W6eFmqgdaguxrCnC0I0RnMHFVqe9Gi1Mjpb4NS1zU13jYUuG+utRnUTEtqjQ1hp6g79zbvPCtf+bZ35yjP56BnDLueejDfOpj26nMGedrJzXI5f2/5HvfepbXT/UQSoCteAXr7l5FdaENPdTN5bNnON/so+PkLp7vaOLSxWf44hc/xv2l01Nevlmw+hMJVgIJV2IWlLis1Fd72NsUMI7cxzPsaQqyszbvtkpKYuaMnCT8iwcqKbBb+OeGTjqHEiTSGie6Qvy/f2OcJPzcxhKcWRN7m4kkMzT1x+gOGcsPhQ4rtfk5E/786dYfSXJ8zKm+xr4rpb74TUp9jiwTq7x2ttW4qav2sKrIQW6O2diIbjZNe+uKeUmP4zu9ix9/85/5wVsX6Y+lIbuItQ9/ki9+6aNsLMvhhn9NeozOE2/wk2//K7880k3M7GXNo5/gt3/7I9xf6cJqUkDLEPVfYP8vn+W7z7/Jhd6LNLz0Y2zOXPK/+hi143UxnaBbBasCCVYCCVdiFqiKws5aD29edHG5P4YONDQHONgaZF2pA9NcO1IubkhVFIqdWfxOXTkFdiv/a08b53zGScLGvhj/4y3jJOHXtpZPqJdZeyBOY39sNLQYI29sM1YmiyYzXPBH2dccYF9TgNM9EfqjKWIpjVgqQzqjc6M4NVLq21rlNmb1lbsodlnJWaylvlvRY/Sc/A0/+r//lx++c5mBeBolp5R7H3uGr/zOp6mvcWMdb9Gq9xxHdr3Cr450E0nnULPlMT715c/x8Oo8ssfMpnF7NvLYJzWSkQD/+/uH6Os7z5F9b7F7w3qq6703aWR6cxKsxERJuBKzojLPRl21MdC5M5hgIJpiX3OAnUuNn/TF/KAokGuz8PT6YgodxkzC/S1BMppO11CCf9zXQV8kxR9tX8LSW+ydau6P0+iPjv76Tve3Sms6HcOlvr3NAY62h+gcShBL3rrUV+iwsKF8pIGni5r8nKtO9ckPCOPQo3Qd/zXP//M3+fG+JgKJDCZXFZue/Dxf/fKHWb/ESdZ4K3t6gq7Gsxw5cAJfQsNUUMvq+7ezfdXVwQpAUS04yu/m3s31rH/nOK+3JOlvvsTpk2fxbfVeNV5woiRYicmQcCVmxdiBzp1BP5oOe5oCHG4dYqXXIT/pzzN2q4nHV+aTl2PmG7tbee1cPxkdBqIpvne0G38kyZ/trGTjEte412gZjNHYb4Qrs2r0eKqc5vFI/dEUxztC7GsaLvX1RwklJlDqs5pYVWSnvsZDfbWbVUUOPDYzOVYp9U2YFqHj6K/4/j9/ixcOtDKU0LDkr2DbR7/I1z7/GKuLHeOuWAGQ6aens5HG5ggaCp6iMqqWL6dgvFOAJifFZVUsqy7gjZZu0sE+ettb6YzpFNsn9+8lwUpMloQrMWtWeI2BzvuaA/RFUvQMJdnbHGBbbS61t9kvScy8bLPKlio3/7/HjZOEP37XRyxlnCR86Uwf/dE0f76jgkfuyruutcJANMXl/hiBWBqAMncWSwtybvuAQyyV4YIvetWpvgmV+lSFytxstlQZs/ruK3dS4sqSUt9UaWHaD7/Cs//0LX52qJ2hpIateC0PffqrfOUzO1meb+NW/9R6IkRosI+BmA6YsLvc5Bfk3+QhpuJwusjPd6PSjaZFiYaHCIZ0mES4Gi9YfWlTKX+8Y4kEK3FDEq7ErLGYFHbUenjr0iC/vtBPRtd5pynAI21DEq7mKatJZXWxg//ySA0FdivfOdzFYNQ4Sbi3KUAgmqIvkuLj664+SdgyEKfRHxstw1XlZU+pBUNmpNTXGmRvc5Cj7UN0BhNEJ1jqW1/uor7aw5aqK6W+HCn13R49SteJ1/nht77Nzw61MZRUcFZs4vHPfY0vfWwTle7sG29ev/YyqSTJWIyEBqBiMluwWG7eG08xmTBbLJiANKDrN27gOh4JVmKqJFyJWbW21MmWKjf7W4MMxdO0DsRpaA6wrcZDmXuaG9OIGTFS0vuzncZJwn/a10F70DhJ+G5XmP/njWb6o0k+v7EUV7bxFtQyEBttwQDGyJulhRML2P3RFCc6htjXHORAS5BLfRMr9dmHS33bqj3U10ip787IELx0kFef/3d+ur+VoaQJz7I6nvri7/CFJ+6h2G6dULACUMwmTBbL8ENLI5NOkU5lgGu7uF+hpdOkk0mMWGTGYs7CmjWxF3yvO8zXJViJKZJwJWZVtllle62HtxsH2H05QFozVq8eWj5Embtwtm9PTJGqKBQ5rHx1SzmFdit/t6eNMz0R0prO5f4YX3+rjb5wit+pK8frsNI8EKN5wGgeareq1ORnUzJO18dYSuOiL8Le5gD7mgOc7o7QN1zqi6cypMYp9ZlVhcrcLLZWGd3Q15c7KXFLqe9O0uMdnDm0i9d3XWAwoeOq2cwHv/B7fPHJdRTZLZM6tadYssi228kxAZpONBImMBhAo3ic62iEQ0P09QfQAMw52N0ecidQEpRgJW6XhCsx6zYuMQY6H2obIpbSOO+LsL85QH21mwL7/JkpJ66mKOCxmfnkvUUU2C18Y3cbe5sDxknCUIJ/aujEP1wivNwfI5YyRt4s8WSztCBntAyX0XQ6ggkOjp7qG6IjmCCayhBL3rzUV+CwsL7MOXyqz01tvg17lllKfTNCJ97ZxPkTJ7gQTIFzKfc9+CE+9oHJBysALB48+SV481TO92qEfD20t7QwpBXjudHF9Ag+XwdNrQNogOp0k1tUTNH4C12ABCsxPSRciVmXYzWxvcbD242DHGobIjU80PmhZXm8b0X+bN+euE12q4lHV+STm2Ph795p5ZWz/aQ1ncFYiu8f6+FI+xDxlDa62lSVZyMvx8KuiwPsaw6wvyXIpb4Y4USa6ARKfSu9OaOn+lYXOcjNsWCzqNgsUuqbWSl6O9u4dLGFmK7grljO2o2bWOqaQrACUN14iyupqXSzr3eQdN9lzp04xNFH7uXhiutXOdN9l7l44iDvdqQAFXdJObXLl5N7kxeXYCWmi4QrMesUYEuVm82Vbo53hkhldE52hdnfGmRLlXt0X46Yv7LNKpsqXfw/j9VSYLfy/PEeoimNcDLDya7wVR97pG2I3//5BSLJjBGmblnqy2ZLpZttNW7uK3dR6s4andWXJaW+2ZMZpM/XQVtXAh0rnvxiSsu8484LvDUzhdW1rFm/hsJje+lNB7i0/1V+/GwJeV/6IPcWZ48Gn/RQK4df/wU/+eURelOApYCqZWu5d6133IeeBCsxneSpJeYEd7Yx0Pmdy4O82xUmntbYc9kY6LyzNne2b09MA6tJZWWRnf/8cBUFdgvfPthFfzRF+ppVqIFYisFY6oalPoBC+/Cpvho3W6TUN2fpqSGCg376hzQgSceRF/j6l97gnyaYrpScarZ++HN87UsPUj58KNCcfxf31T/CQ4fP8eNjfSQHm9j/k7+j/d03uOe+tSwrdWGK+bj83lEOHz1De38MDRO5tfey5eGHua/wxo+8GwWrIoeVL0qwElMk4UrMCYoC9dUe7q9w8V53GE2HI+1DHGwJsqnCjc0iA50XArOqsMSTzQdXF3LeF+XVc30kM1enKF3nqlUqu9XECm8O9dXDpb5io9SXI6W+OU2PRokGg4Q0AJ10LMRALMTABD9fcdjoC0ZJjf1iUHMou/chPvJMD/7g93mrcYjEkI+md/fQee4QVrMJ9DTJRIJEMoWmq9jL1/Pwx5/hEzuruNEs6FMjwer0tQ1CS/nj7RKsxNRIuBJzRqHDWL3a0xTgvC9KNJlhT5OxerWp0j3btyduU0bTOdsb4QfHenj1XB/Ng3FSN1ieUjCaiNZXe9hR62H9EhelriwjTFlNWE0qsjg19+mpJMl4nOQk+krdmoLJVszqRz/HH+WVUvmDH/HyvrP0RpPE0kliYz/S6qZi3UN89HPP8NTO1ZTYr++JNdrH6rSfaPKaUuD2JRQ4JFiJqVF0fTIt1YS4s9oG4/yX1y7z7LEeAHJtZv7ro9X8bl05FpOsXs1HyYzGiY4Qzx7tZtelQbqGEkSTGpmbvPUUO638Xl05X9tSRm6ORUp981EmQWQowGAoMW6J96ZUCzanm1xPzg1WAXQyyRiRgJ+u1oucOXmaiy09DEaSYHWSV1LFsjX3sG5VFcV5LnKyzddton9v7IqVBCsxzSRciTklo+l851AXf72rhZbBOIoCH1nj5b88UsW6Muds356YhGgyw4GWIM8e7WZvcwBfOEUslbnqQTuSma59+JpUhercbP5o2xK+sKkUu/XmnbjFYqWjpVMkEwmSqbRxilQxurdbs7KwWsw3XOWUYCXuNCkLijnFNDzQ+c1LA7QMxtF12Ncc4FDbEHeXOq6bSSfmnmA8ze7GQZ492s2htiEGoini6avHjhTYLTyyPI+heJpXz/UD4MgyoaIwlDAeks0Dcf5uTxtpXedLm0pxZMnblbiWgmq2km22MtER3xKsxEyQdysx59QW2Kir8rCvKUB3KIk/kmJvc4DttR5WeO2zfXtiHP5wkl9f6Of54z2c6AwTjKWJp7WrPqbMncWHVhfwiXuK8Dqs/OO+9tHN6xWebB5alssFf5TfXBggo+u0Dib4X3vaSWd0vrKlTNpyiNsiwUrMFHmnEnOOWTUGOu+65OLls31ous6eywEeWTYk4WoO6ggkePG0jxdO+jjbG2EoniGZuRKqFKAm38Yn1nl56m4vSwtsOLPMXOqLMhhLj36c12HliVUFfNSsYlYUXjvfj6brtAcS/O997aQ1na9tLcNju0WLbSFuQIKVmEkSrsSctKrIzpYqNw0tAQaiaTqHEjS0GKtXVXkTG+gr7hxdh8v9UX7ybi+/PN1HY3+MUCJNakxbBVUx/h2fvq+Y968soCI3G0eWCfPwJhh/OElPKDn68YUOC5W5Nqrzs/lPD1dhNim8MhyuO4MJ/s++DtKazu/WlZOXIwFLTNyNglXR2HYLEqzENJNwJeYk6+hA50HeuDhARjNG4jy8fEjC1SwabadwvIfXzvXTFogTTmSuagRqMSncW+rkcxuKeXh5HiWuLOxW03Un/vzhFL1DidFfF9qtFDktWE0qGytc/MeHqjCpCr887UfToTuU4J8bjID1+3XlFDhk7qS4NQlWYjZIuBJz1n1lTrZUujjQGiScyNDYF6OhOci2Gg/FzutniYk7ZyLtFGwWlS2Vbj63oYRtNR68Tis5FnXcQwh9kSS9YWPlKtus4nVaRvdUWU0q68td/McHqzArCj8/5SOjQ084yTf3d5LO6PzBtiUUOSVgifFJsBKzRcKVmLNsFhPbanN5qzHAvuYA6ZHVq2V5PLFawtVMiKaG2ykcGb+dgjvbzI5aD59dX8zmSjd5dgs2s+mmM/0SaQ1fOEUgZjzw8u0WihzWq4KYxaRwT5mT//BQFWZV4YX3fKQ1HV8kyb8c6iSj6/zhtiWUuORrQVxPgpWYTRKuxJy2aYmLLZUujrQPkUhrnOkJ09ASYGu1W/bd3EEj7RSeO9rDobYg/eO0U3jsrnw+c18x95Y78djMZJnVCT2w+qMpekNJtOELFtotFN1gNdJiUri7xMFfPVSJ2aTwo3d7SWV0+iIp/vVQF2lN54+3V1DmloAlrnivK8zX35ZgJWaPhCsxpzmyzGyr8fD25UGOtodIZnT2NgV4aFkeDy/Pm+3bW3D6wqnhdgrdnOgME4ilSaS1q2b9lbmy+OAao53C6iI7rmwjVE32dXrDY/ZbOYz9VjdiMSmsLnbwlw9UYlYVfnC8h2RGpz+S4t8OGwHrT7ZXUJE70U5HYiGTYCXmAglXYk5TFNha5WFThZt3O8OkNZ3jnSEOtATZXOnGkSWdu6dDRyDOS2f6eOGkjzM9YYYSGRLp69spfHydl6fWFLK0MAdXlnnKQ5P94SQ9Q2NOCtotN91HZ1YVVhTZ+fMHKjGpCs8d6yGR1hiMpvnekW4yms6f7qiQww6LnAQrMVdIuBJzXm6OMdD5ncuDnO6JEEtpxkDnZbnUV3tm+/bmrZF2Ci+c9PHL034u9Y3fTuEz9xXz+Ip8qvJsV7VTmCp/JDW6mR1GVq5uvjndrCosL8zhz3caK1jfO9pNLKURiKV57mgP6YzOn+2spLZAAtZiJMFKzCUSrsScpyqwrdrDpgoXZ3oi6MDhtiEOtgTZuMQ16ZLUYjfSTuH54z28dr6f1sFx2imUOfns+mIeXpZHqfvG7RSmyh9J0jvc48phNeF1WMmx3HoV0qwqLC2w8ac7KjCpCt890kU0qRGIp/nB8V7Sms6fP1DJ8sKcablPMT9IsBJzjYQrMS8Uu6zU13h4pylA4/AKy97mADuX5rJhiWu2b29eSGU0jneEeO5YD7suDdA1lCCS1Ixht8NsFpXNFS4+t6GE7bW5Ruixjt9OYSqiyQy+cJLw8EOwwG6hyGm96enCsUyqQk2+jT/ZXoFZVfjOoS7CyQxDiTQ/etcIWH/xQCUri6Sb/2IgwUrMRRKuxLygKgrba3J5o2KAxr4YOtDQHORQa5B7ypy3XaZayGLJDAdah3j2aDd7mwL4wkmi17RTcGWb2FGTy2c3GO0U8nMs2Cw3b6cwVX0R46TgyMnDiZQEr2VSFarysvnj7Uswq/Dtg10MJTKEEhleOGm0bPjLBypZU+KY/j+AmDPGC1Zf2lzKH22TYCVmj4QrMW9U5GZTX+1hb1OA9kCCwViKvc1BdtTmykP0BobiaXZfHtNOIZImls5c3U4hx8Kjd+Xx9Ppi7i1zkmuzkGWZWDuFqTI6s1+7mX3yzUBNqkJFbjZ/uM1YwfrWgS4C8TThZIafn/KT0XT+8sFK1pU6p/P2xRwhwUrMZRKuxLxhVhW213h486KL9oAxEmVvU4BDbUOsLnbckVWW+agvkuT18wP84HgPJzpDN26n4M7ig6sL+MS6IlYXT62dwlT5I0l6JrmZfTyqolDuyeL365dgUhW+eaCTgWiaSDLDi6f7jBWsB6tYXy4BayGRYCXmOglXYl5ZXmhna5WbfcPdwntCSfY1B9hR62FpweLexNwZTPDL035eONnLmd4IwViGZEa76mNq8mx84h4vH1pTyLLbbKcwVf7wlc3sCsbAZu9tzAlUFYVSdxa/V7cEi0nl/zR00B9JEU1lePmsEbD+6sEq7q+QvXkLgQQrMR9IuBLzisWksL02l12Ng7x2rh9N19lz2RjovFjD1eU+o53Ci6f9NPbFGLqmnYJJgZVFdj59bxHvX1kwbe0UpmpkzxWA22bG67Bivc1VM1VRKHZl8bWtZZgUhf/T0IEvnCSW0njtfD9pDf7qwUq2Vrmn448gZokEKzFfSLgS887aEgdbK93sbwkSjKVpC8RpaA6wvcbDEs/i6NKd0XTODbdTePUm7RTuKXXyuQ3FPLQ8jzLX9LZTmIqheJrecHK0QWmh3SgJTscdqQoUObL46tYyzCaF/723nZ6QEbB+c7F/dA/W9hrPNLyamGkSrMR8IuFKzDtZZpXttR7eahzk7cbBMQOdhxZ8uEplNE50hnjuaA9vXhqgayhJJJm5QTsFN5/bUMy22lyK7kA7hanyh5P0DiVH939NdTP7eBTFCGxf3lSGWVX4X3va6BpKEk9p7Lo0QFrTyTxYyQNLc6ftNcWdd8Ng5bTypU0SrMTcJOFKzEvry11sqXRzqDVINKVx0R9lf0uQbTUeCm9j/85cFUtlONga5NmjPexpCuAL3aCdQpaJHbUz005hqvyR1FWb2QscNx7YfDsUBfLtFn77/lJMwwGrPZAgntbYfdkI4+mMxiN35U/r64o7Q4KVmI8kXIl5KcdqMgY6Nw5yoDVIKmOsXj20LI/HVy6ch+ZQPM3uxkG+f6yHQ21D9EVTxFLXtFOwW3hkeR5P32e0U8jLufPtFKZq7H4rME4KTufK1QhFgTy7hc9vLMGswN/taad1ME4irbGvOYCm6WQ0nfetKJhT4VNcTYKVmK8kXIlpohPra6WpuQ3fUPrmH2oyYcmykZPjwJVbSGFhLi6beVJvkgqwudLN5koXxzqGSGZ03usOs78lwNYqN27b/P7S7oskef3CAM8fM9opDMbTJFJXt1ModQ23U7jHaKfgnsF2ClPlG3NS0KQqeO0W8nMsd+S1FIy5lJ/bWIJJVfi7d9ppGoiRSGvsbw3y33e1ktbgA6skYM1FEqzEfDa/n0BiDknQevAlvvNvP+JA+y3CFQqKqqAoKiaTlZy8IsprVrBuy04e3L6Ru0odE/rCdGeb2VaTy+7LAU50hkikjYHODy7Lm7d7ajqDCV464+eFkz7O9EQIxtOjm79H1ORl87F1RTy1ppDlhTm4sme+ncJUaJpOXziFP2KEq1ybGa/TivkO3rsCuG0Wnllfgtmk8re727jUFyWR1jjUNsRfv9VCWtP44JrCObEnTRhOdoX5GwlWYh6TcCWmR8ZPZ2szTY09+If0W3/8GEp3J22XTnNsz2/41c/X88CHPsFHHr2fpYXZN30DVRSoqzZWr97rCpHR4VjHEAdaAmyqcJFjvfUg4Lnicl+Un5708eIZP5f6YgzFr26noCqwwmvnM/cW8f5VBVTlZePMMs+rsT+DwycFR/5cIycF7zQjYJn59L1FWFT4m91tnPdFSWY0jrYP8T/eMlawPnx34ayepBQGCVZiIZBwJaaFHuymu7uHvsjkghWArqVJxtMk4zEix3fR03Ses+ee5guf/zD1Sz03/SItsFuor/awuzHAOV+EaFJjb1OAB5bmsWWO9zTSdJ2zPRF+eKKH18710zIYJ3TDdgoOnrmvhIeX51HmycIxy+0UpqpvTEkQjOahxdO8mf1mXNlmPn5PESZV5W92t3KmJ0Iyo3O8M8T/HF7B+ti6onkVWBcaCVZioZBwJaZFsrebnh4/g5nh38gqZsV961izvBjb2A/UdbRMikR0iIC/m7aWFjp6B4mmdEBHS8cJ9zVz5MXvopnMWH77I2yttI/7hqoqCttqPGyqdHHeF0EHDrYNcbA1yIYlTiymubcHaaSdwveP9fDmpUE6g4kbtlPYVOHisxtK2F7jodiZNWfaKUyVP5yiJ5QY/XWhwzIjK1djObPMfHStF7Oq8PXdrbzXFSaV0TnZbezvyWg6n7ineF6UWRcaCVZiIZFwJaZBhr6uLnp8faSGf8dUtJLtT32ezz66Atu174i6jqZpaJkUqViAznOHefOXL/LrhtN0DKUAjWS4k+Mvv8AviospfOZhljvHf1stdWVRV+XhncsBmgdiBONp9jUHeGBpLveUzZ2ZciPtFJ4bbqfQG04STV7dTsGZZWJHzZV2CgX2uddOYar8154UtFspmoW2GY4sE0/dXWgErLdbOd4ZIpXROdUd4etvt5HSdD5zXzHWORjMFyoJVmKhkXAlbp8eoru7m96+MMbWaxVPSQUVldV4cz3cdOeT7qWwuIJl6zZy/yvP8W/PvczhtjAaGonBC+x9823WrrmLqm0VjPcYNqkK22s9vHnJRfNADF2Hfc0BDrYGWVviQJ3lMk8onmb3ZaOdwsHWG7dTyM+x8OhdeXzmviLuK3ORm2Mhe462U5gqf+RKWdBqUvE6rOTmzM5bkN1q4snVBZhMCl9/q4Uj7SHSms7Z3gjfeLuNTEbnmQ0lc/705UIgwUosRBKuxO1L9tDV1YNvYKQmmI23tIxCb+7NgxWAomLOysFdvJy6j3+eZDRM5NlXOdWfAT3J4LmjHDlxmvvvXcIKx/hvsTX5Nuqq3OxtCtA1lKAvkmJfc5CdtbmsKLJP1590UvoiKX5zoZ/nj/dwojPMQCx1g3YKVp5cXcgn1nlZU+zAbZv77RSmIpXR8IeSDESNk6T5OcZJwdksc+ZYTXxgZb6xgvVWKwdag6Q1nQv+KN94p42UrvP5DaVkWxbev8dcMV6w+vKmUv5QgpWYxyRciduW6eump8dH/0jFx5RPSZkXb+Ek+hcpJrLctdS97xHOnrtIy+sXCOmgxdo4f/oCja3buWu1Y9w3WvPw6tWuSwP88kwCTYe9TQEOtQ3NeLjqDCZ46bSPn5z0cbY3Ok47BRsfXVvIU3d7uaswB1e2aU7uD5suA1HjpGBmeLmu0DE7JcFr2Swm3neXEbD+51ut7GsOkNZ0LvXF+Pvd7WQy8IX7S+bVydP5QoKVWMgkXInbpBPu7qa71094OD+o7mJKSwopzJnkW6NiwlGzlnV3r2DvwUucCmigJ+hua6ajs4fk6qXc7GzZyiI7W6s97GsO0h9N0TmUYN/wQOfqfNtNPnN6NPVFeeFdHy+e9nOpP8ZQ4vp2Ciu9dj51bxEfWDncTiF7frVTmCr/DU8Kzn64AuPwwMPL8jAp8PW3YfflABlN5/JAjL/f00Za0/nSplLsWRKwposEK7HQSbgStylFb1c3Pb5BRlqHWr2llHi95E7hWaRYi6muqWZJSQ6nA2F0INnnw+fvI6gtxXuTxR2rSWVbtYdd5QP85uIAmTEDne9UuNJ0nXO9EZ4/2sNr5/toCSSua6dg1jHaKdxfyiPzvJ3CVPkiKXqu3czumhvhCiDbovLAsjzMJhWz2sqbl4yvn5bBOP+wt420pvGVLWU4s+Qt83adHO68/qIEK7GAyTuFuD2ZPrq7u/H1jRyxN5FfUkqRt3DcDeg3Z6WgsJCCPBcqYTKANtRP3+AggRR4b9EW6Z4yB1ur3BxoDRJKZGjqj9HQEmB7rYcS1/T1VEpldE50hnjuSBe7Lg3SGUoSSWRGy14AWRmd9d0RPnVugJ0PVlL5cTeOopx53U5hqm64cjUHyoJjZZtVttd4MKtgUuH1C0bAah1M8I/7OshoOl/dWo47W942p0qClVgs5F1C3BY90kN3dy99oeGaoOKkqLQYb+H4valuTsHmcOC052AGMgDpGJFQlGhch6ybX9VmMQY672ocZG+TsX9m7/Dq1QfXFE7pjsaKpzQOtgZ59nAXe5sD9ERS17dTMKlsr/XwzOoC1v3kIs6Xm3FkdZL9UCVqpeu272E+6gtfacOQY1EpdFhxzMFVoCyzytYqD//pIQWzqvDquX40Xac9kOD/NHSQ1nR+p66cXNudmYe4kI2UAn95g1OBfyDBSiwwc+/dTcwr6d5uunt8jB4UtHopKS2iMG/qX1qK1YrFasGsQEIHSJJMpkgldZjA2+/GChdbK90caRsintY42xuhoSVIfY2HvCkOCQ4lMuxuHOS5I90cagvSF00b7RTGfEye1cQjd+Xx9MYS1pc5ybVZUDsixN9qJ3O6n3RDJ5ZtZSie7Cndw3wVS2n4wkmGEkbhuGB47M1cXcDLMqtsrnTzHx+qwqwqvHy2D03X6Qwm+Of9naQ1nd+rW0K+XQLWRI0EqxdP+4lcE6z+cNsSCiVYiQVGwpW4DRn6h5uHJoZThppfQlmxl8JprfhoZDIZNG1io3UcWWbqazy81TjIkfYhkhlj9eqhZXk8elfepF65f7idwg+O9XCiM8RgLE08fXU7hZIcC0+syueT64tZU+zAk2MZbaeg1ZWR3lxC5pwRrtJHe7E8XDmpe5jv+qNJesPJ0dW9gjlYEryW1ayyscLFfxgOWL847UfToXsowTcPGAHrD+qNUCBuToKVWIwkXImp06N0d3fR6x8abh6q4CwupdhbiOM2ugroyQSJRJLUaIIxY7GYMVsm9hasAFurjIHOJzqN5pDvdoXY3xJgS5VrQpuSu4YSvHzKz49P9nJmnHYK1e4sPrrWy1Prhtsp2MzXdfVWSx2Y68pIvdNO+oSPdEMn5i2lKIto1cMfvrozu3eObWYfj9Wkcl+5i796sAqTqvCz93xkdOgJJfmXg11kNJ0/3FYx4yN85pPxgtWXh0uBEqzEQiXhSkxdupee7l78/SM1QQuFxWUUFRbcxheWTjgYYigUGT19iJJDjtOOzTbxxJZrs7CtxsPuy4Oc6o4QSxkDnR9clsv2mtxxP6+pP8ZPT/Ty4hmjnUIwfnU7BQVYUZDDp+8r4gOrCqjKt+G6WTsFk4K5vgzz5lKSz58j3dBJ5qEKzPXlE/6zzHf+cPKqk4LGytXMDWy+HVaTwj1lTv7qQWMF6ycnfaQ1HV84ybcPdpHW4I+3L5nWwxILxc2ClWxeFwudhCsxZZn+brq6ffTFR2qCeRSXF1HovZ2f5FP4fT78/UFG1okUu4c8twv3JC6rKFBf7WFThZszPRE0HY60D3GgJcj9S9xXdd3WdJ3zo+0U+mkOxK9vpwCsK3XwzIZiHl6ezxJPNo6sibVTMFW7MW8tJb27nfSRHlL7uzDdX4KySBpTGitXYwY22y1459Fqj8WkcHeJg798sAqLSeH5E72kMjp90RT/driLtKbzJ9uXUL7I9tLdjAQrsdhJuBJTpBPr6aSnx8fQyEFBRzGlJV4KnbdRE8wM0NvTg7//ysPYnF+ItyB/0n2zipxWtlV72NMU4KI/SjiRYV9TkAeXhtlY4SKd0TnRFeIHR7p58+IAHaEk4WvbKagKmypcfHZjCTtqcyl2WbFbTZNrp2BWMdeVYdpUQurFS8bq1YMVmDcUT+4PNE/5I0l8YWPlypVtpshpnXcjZSwmhdXFdv58ZyUmVeEHx3pIZHT6Iyn+/UgXGU3jT3dUUpErAUuClRASrsSUpfF1ddPjGxgt31kKSygrKqTgNrYTaYOttLa20zWS2FDJLSmjuKiIyT62VEVhW62H+y+5uOiPogP7WwO83ThAMJ7mh0e72dMcoDeSInJNOwXHcM+jz95fyuZKF4UOKzkW05RPuJlX5mPZWkp6Tzvpg92kD3RhvtdrNFRawEKJNL5QkmjK+PcssFsomqcPV7OqsKLICFhmVeXZo93E0xqD0TTPHu0hnYE/21kxI9MA5qqRPla/lGAlFjkJV2JqtAG6u3vw9cWHT86p5BaX4vV6bzqi5hYXZfDyRS5dbqF/JLGpuVTUVlNR4WEqMWSJJ5v6ag97LgdoC8QZjKX5xu42sswqg9E00WvbKWSZeGS50U7hvnIneTlWss3q7bcNsBirV+aNxaR+00q6oYvMAxWY1hTc5oXntr5Iit5wkpHFwEK7haJ5vD/JrCosK8zhT3dUYFYVvnuki1hKIxBL84PjPaR1jT/fWcnSgpzZvtUZJ8FKiCskXIkp0WM9dHX14g8Ob2ZXcvCWluItdE0pBAGQ7uX86TOcb+wbXQ1T82pYvryG6vypfamaVYXtNR7erHDRFoij6+CPpK77uBK7hSdWFfDJ+4pYU+LAY7vSTmG6mNYWYt5aZrRk2N9J6mAXptUFE2ndNW9de1LQGNg8v09KmlWFpQU2/mTHEswqfOdwN5FkhkA8zQ9P+EhndP78gUpWeGd2YPhskmAlxNUkXIkpyQw3Dx1dYTIXUlJehLdwqg9OnUjjcQ4ffZcLAyMXNVF0192sXnHXbZUalxbkUFftZm9TgN5w8qr/VjXcTuHDN2mnMF0Um9nYe7WriPS+TjINXWR2VmBa6rkjrzcX3Hhg8/xduRphUhWq82z80XZjBevbh7oIJTIMxdOjJwr/4oEqVhcv/IAlwUqI60m4ElOgMdjdTY+vj9GDgp5iSosKKZjqft5EB8f37eHAsWYio4thNazdeB9rV+Td1heqxaQYI3EuDvDKuX4AsjSdZ9YX8zs7jD0yN22nMI3MG4qM1atDPaQaOjEf7Frg4erKwGZVMcqCBfN85WqESVWozMvmD7dVYDapfOtAJ8F4mlAiw8/e85PW4C8fqGRtqWO2b/WOkWAlxI0t7N204s7Q4/R0dtHrCxiz/1CwFZVS6vXimcpXlB6n/cBveO3XezjblxzeA2XBe/cWtt5/LzW305F02JpiB1urPXhsRkxLqgqZSIrcjE5ejmVGghWAYrdiqSvDvK4QrXWI9P4utI7QjLz2TNN0HX84gX94tTDXZqbIkXXHVgZng0lRWJKbxe/VlfO7W8tGv77CyQwvnvbz17taONG5MP99JVgJMb6F8y4nZk7GR3dPD/7+K+W7gpIyvN4CJr8mkWHw3Jv84qe/YNcpH/HhQ4Km/DXUP7yTunVFt5rVPCFZZpVt1R7WlzsB0IFDlwMcaw7c/sUnQwHTphJMW0oBjP1Xh7tn9h5mSDCWpjeSIjnchHVkpuBCoyoK5Z4sfreunN+vKx+dXxlJZnjpbB///c0WjrQPzfJdTq93u0KjQ5hv1HldgpVY7CRciUnTAt10d/voi43WBCkuK6awcLJH0FMMnn+DH3/nu/xs90UGEsPJyuLlnoc/wPsf3kh5zvQ12ryv3MnWSg/24eadjRmNhs4QPb2RaXuNiVBzs7DUlWFanU/mwgDphk40f3RG72Em9EWMzewjpzELHZYFGa7ACFil7ix+p66cP9pWTsHweKNoMsOr5/r5610tHGwNzvJdTg8jWLXJSBshbkLClZgknURPJ909PgIjU2+yvZSUevFOosunnujjwlvf5x/+xz/w7K9P0R1OGQ9h1UH1tg/xsY8/zv0VdszT+C6dYzVRX+PmnuE9MClg75k+jpwfmL4XmQhFwby1FPPmUkhrRluGIz0zew8zwB+5+qTgQl25GqEqCsXOLL6yuYw/3raEouGhztFUhl+f7+e/v9nCvpleKZ1mI8FqvBUrCVZCGGRDu5gkDV9XDz2+fkYaGpgKSij1em99ok9LMtTbwrlj+3jnrbdpOHqOlt4A0cRwrynVTsXWj/C53/4M71tbjM00/W/TmyrcbKl0c7Q9RCKjcSaRYX9vmPpAnNwZHF+ienMw15WRfruN9Cm/sbm9vgxlHveAuta1JwW9DivFCzhcgbFpv8iZxZc3l2E2KfzD3na6h5LEUhpvXhogo+n85QOV7Fg6/nzLuUqClRATJ+FKTI4WoLurG19fdLTco4Sb2P+Lf8F/yHHdUqiuaWTSCeKREIE+P/7+AEOhEOFIhFg8xehMZGshqx/+JJ//7U/w0N2lOK13ZlHVlW2mvsbDW42DHO8MkVBg7yk/D5U5ebhuBocpqwrmulJMm0vJXBwk3dBF+lgvlgcqZu4e7jDfmHBlURUKHZbR/UgLmaIY/by+uKkUs6rw93va6QwmiKU03mocJK3ppHWdh5blzfatTpgEKyEmR8KVmJxkDz3dPfhHa4KQCbRz9mAPF2+40qSj6zqapqGl06Q1DX1sS3TMuCrv4+GPP80nnqhndZkH2x2cO6cosLXKzZYqNye7w2Q0nRORJAf6omyJpbDbZu7hb1rixFJXRvqddjLHe0k3dGHeXIpim//flhlNxx9O0h811jfzcoyxNxMZdL0QKArk51j5/MZSTKrC37/TTlsgTjytsacpYASsjM77VuTP9q3e0o2CVbHTypckWAkxrvn/Li5mVMbXRVe3j/4xvTh1LU0ykSY5/qddz2Qjr3INWx99gg88Wse6ZaXk2rOxzMDDN99uob7aw+7GQc70RogqCntO+nigxEH9/aV3/PVHmVTM9WWYN5WQfOGCMdD5oQrMW2bwHu6QgWgKXzhFenhgY6FjYe+3uhFFgTy7hd/aUIJZVfi7d9poHjACVkNLkL/+TTPpZIb33+29/fFKd8h4werLm0v5/XoJVkKMR8KVmASd4HDz0Ih+648GQFExZ2Vhy7bjzC2keEkl1ctWs279faxdUUVxvhun3YbVrM7Ym7SqKNRXu7m/0sWZ4ZOCRwIJDvhjbExpZN3BlbNrmWo9mLeWkXqng/ThbtL7OzFvKALL9J2SnA3+yJXmobCwTwrejAJ4ciw8s94IWN/Y3cbl/hiJtMbBjiH++0uXSA3G+dD2ijkXsCRYCTF1Eq7EJCi4136IP/y7HXwhfvXA45t+lqKiqiqqyYTZYsWalY3Nlk2W1cId2LM+ISWurNGBzpf7YwwpsPeUjwfKHGy4p2jmbsSiYq4vxbypmNTLTcbJwQcrMd3rnbl7uAOuG3tjXxhjb6ZCATw2M5++rxhTRucbb7dyMZggkdE5GojzP95uJa3rfGRHBeocSVgSrIS4PRKuxKSYbG4KbG4KZvtGbpNpzEDny/0xdOCAL8qh3gj3avqM7g0yrSowTg7u7SR1oAvz/k5M6wqNo2fzlDGwOTH6a6MsONn9bEma9/yE73/3OfZ2FHH/x57ht377UZZNeVtckpZ9P+UH3/ke77R72fixZ/itL76P5TO0zc6VyPCho70k32jjfy91czEvm6QOJ8JJ/ufuNtI6fHxHxazvS3u3M8Tf7JZgJcTtkD5XYtGqyrNRV+WhzG2sqAwAe8/2c/7CzPa9UrJMWLaWYt5QhN4XI72/i8yFwRm9h+lmrFwZm9mzzSpehxVX9iR/ltMC+DoaOX+qkaamdnoGQiRu/Vk3vZ6/o5Fzpxppam6np/82rzcJejBB4rkzWP/3cZ485uNPG4OsHh4DlNThZCjJ13e38cPdbaP71GbDu52yYiXEdJBwJRYts6qwrdbD/RUuADQF9nUMcbBj6JoTjXdYMoOeyICmg6aTOdZL5kTvDN7A9EqmNXyRJIG4MR4p326hyGmZdMkr099Ky+VGmgPatNxXpr+NlsuXpu16EzUSrOJ/exStI4x7VT6f+L37+M8fu+uqhranw0n+5p02fvB2K6nMzAes0WB1RoKVELdLyoJiUVvhzaGuys3epgB9kRQ9OjQ0DrKzNpfaGs8dfW09miJ9sIvEc+dIN3Sid4eN/5Blguz5u6G9P5rCF0qhDSdUr8NC0WT3W2WCXDp6kIaGU/Sngdv968gEaTx2kIZ979E3HdeboGuDlekeL7Y/34DlyVo+aFYxW018/e1WjnaESAFnw0m+saedlA6f21mB1TwzP/9KsBJiekm4Eoua1aRSX+1hw5IBfn1+gIwCe5sCHGoO3LFwpQcTpHa3k/zBOdJHetD7YuixNIonC8v7a8j6rdVY6sruyGvPBF84Rc/Y/VZ26+gomIlID3Vy6q0XePbZn7HncojMrT/l1td7+6c89+xP2d14+9ebqNFg9XfHrg5WT9Si5FiwAx9YVYDJpPD1t1o51DZEGjgfTvJ3e9rJ6Dq/9UAl2Xc4YI3usTpzdYPQL22SYCXEVEm4EoveulInW6s87G8OMpTI0JLRaWgbYkdniLIy57S9juaLknq9heSPzpM56UMfTKAn0qjFdqyfXoHl48sx312I4slCmez+pDnkupOCN23DkGaw5TQnj5/gUvcgfV1tNF26RFNLJ77BELHUZMtjaQZbz/DeseNc7A7Q39VKU+MlLjdP9XpTc1Wwag9dtWKljOlSn2M18diKfEyKwtffbmV/S5A0cCmS5O/3tpMBvrCz8o411h1v87o0CBXi9szfd3Ahpkm2RWVbtYddlwZ55/IgaQX2nu/nULWbj0xDuNLahki+1Ejy541o5/rRgglIZFCrXGR9ZDmWDy3FdFcuijsLxTp/y4Ej/JEUveGx4eomDUT1FL7zB3jl37/D7tYU6VSSZDJJKq1NuNXHtdfzXzjIK9/7Nm+3TMP1pnILEwxWI3IsJh69Kx+zagSsPU0B0kBjJMX/2ttOWtP50gOV5Ezz14acChTizpFwJQSwYYmTrVUuDrcGiaU1zqc19neH2d4Xo6DANvkL6jqZi4MkX7hI6ldNZC4H0IcSkNExrcjD8sm7sD5WjanGg+K0wgw2Lr3Txq5cOawmvA4rOeM2RdVJJ2KEhwIEgtNRsDOuFwlO1/Um+eqTDFYjbBaVB5flYVIVzGorbzUOkgGaIin+oaGDNPCVnZU4sqYnYEmwEuLOknAlBGDPMrOt2sNblwY51DZECth7uo+Hyl08vm3JxC+U0Uif6iP5/DlSb7SitYfQQ0lQwLSuEOtnVmJ5qBJTuRPFaQHTwglVANFkBl84SXj4gV1gN2YKjntQUMmiYtOH+J3/tpaPXdP2P9P7LrteeYmXDhnhYkKULJbc/0G+9t/W8JFrrqf1nmTXr37JLw9O4nqToAcTJJ49Q/zvJxesRtgsKjuX5mJWFcyqwm8uDpABWiMp/nFfB2kNvvZAxeRbWlxDgpUQd56EKyEwumhvrjQGOh/vCJHSdN6Lpdnvi1IXSuK6xegWPZEhfaSH5A/Okn6nA607jB5JgdWEub6MrKdXYd5WhlpsR7Fb5nWD0Jvpi6ToDSVHW1nceqagCYe3itX5S7i2vVP6corLh96cZL8YE47CSlbllbPiuuulaToy2etNzO0GqxHZZpVtNR7MqoJJVXjtfD8ZoC2a4p/2d5DWdX73gUo8UxzuLacChZgZEq6EGOaxGQOd324c5GRXmLgCe9/z8WCpgwe23Pj0nh5Okt7XSeIH50gf6EL3R9GjaRSHBcvjNWQ9vRLz/cUohTkoOWbm3AC5aTa5zewGRTVhVq8vd6kW85S6lY97PasZ8x0ItdMVrEZkmVW2VLn5jw9VYTYpvHKmDw3oiKb4v/s7yGg6v/dgJXmTvLYEKyFmjoQrIYYpCtRVu9lS6eZUdxhNh2OhJAf8UTYn0tiyrny76ANxUrtaSTx/nszxXvSB4XYK+TasH1yK9VMrMN/jRcnLNk7+LZKnlm8ym9kXgOkOViOyzCqbKlz8hwerMCsKL572owFdsTTfPNhJStf5wwcrKbBP7O9WgpUQM0vClRBjeB1W6qrdvN04yAV/lIgCe0/5ebDUyeYNxWjdYZKvNJH66QUyp/vRAnGIZ1DLHVifXIr1o8swrSow2ilM0+bj+aRvzMqVqoDXbsU7iR5X88mNg9VGLE/W3FawGmE1q2xY4uQ/PFSJWVX42Skfmg49sTTfPtRFRoc/erDyln+/EqyEmHkSroQYQ1UUtlV72FTp4oI/ig4c6o+y73AXq99qQ3+liczFAfRgEpIZ1KUerB9fjvWJWkxLjXYKC+nk32ToOvjCSXzD4cqVbcbrtMxYl/GZdKeD1QirSeXeMid/9WAlZpPCT97tJaNDbyzNvx7qIqPp/PGDlRS7btwBX4KVELNDwpUQ1yj3ZFNf7eGdywFaB+MEFIW9+zvZfNTHquYh0HVMqwuMxp+PVmGqdBntFBZgiJiMoUQaXzhFPG3M7hvpzL7QHt4zFaxGWEwqa0ud/MUDlZgU+NGJXtI6+ONpvnOkm7Su8ycPVo0OIB8xfrAq4/fryyVYCXEHSbgS4homVWFbjYdNFS5aB+PowEGHhcMuC2vuLyb7Myux7FyCWupAcVjBtEAfUekQXWcP8fav36DhZCPdwRRmVwm16+p5+LEH2Ly6HMeYd5CRkuDIIb2JbGafb2Y6WI2wmBTWFDv4iweqsKgq3z/eQ0rT6Y+n+fejPaR1nT99oIqK3GxAgpUQs03ClRA3UJufQ121hz1NAXpCSfpyLBz75Aoe37aEFavyjQfpAm2nAKCFWjn0yg/43g9e5XjrAJFYkpSmo6gXOX/qKAf27uF9n/o8T39oC5VOY8XOH05dfVLQbp38wOY5bLaC1QiLSWFVsZ0/e8DYg/Xs0W4Sms5APM2zx3pIa/DnD1YyGEvzDQlWQswqCVdC3IDFpFBf7WHjEhcvn+1DU2B/LMURRWflAt2gPSrVy8k3fsz3/u0F9jYF0XK8LFlzFzVFWcR7L3OhsY2uc3v5xb+DOSubz394PV4z+CPJa04KWiY1sHkuG/dU4BMzE6xGmFWFu7w5/MnOCkwq/PuRbuIZnUA8ww+O93DJH8VkVtnTFLjBHisJVkLMFAlXQoxjdbGdumo3Dc1BBmIpOoIJGlqC7FiaR+Vw+WXh0QleOMI7v3mDg01hbDU7+OAzv8VHd66g0KagxXyc3/1znvv+izQ0HeStN5azYsVSnrzbbcwUHF65MqkKhXYrBfaZCx53yvjBqtZoCDvDzKrCssIc/mSnsYL1b4e7iKZ1AokM7zQHURRG973J5nUhZoeEKyHGkWVWqa/2sKt8kDcuDZDWdPY2BTncOrRww5UWpOXCGU6faSPqXMH7n/g4n/7wVmqcVmNrmV5A3lNZxEMB+v/1JS6eO82pc5epX3Uv/nASf8QIV3k2M0VOK+b5vh8to5F8qZH4/5obwWqEWVWozbfxRzsqMKsK3z7YRSStkchoox8jwUqI2SPhSoibuLfMydZqN/tbg0SSGRr7ozS0BNhe65mWzdp6YoCWU4fY83YDJ8430dUXIpExYcstpmL5OrY8sJOt9y6nyD7Rnlk6yUAbpw++za63D3O2qYuBaBo1201h+VLu3ryDnds3srLMeeNvfm2Qvr5e/P1p7FU1LF+xkkqXldFXV0xYXVWsXLWK5RVvcbbRj6/Xz+Vwmt5QklTG2M5eYF8YzUP1SJrMpQBaWwg0HdOqfMz15bMarEaYVIXqPBsP35XP3uYgxzpDo/9NgpUQs0vClRA3kWM1GatXlwbZ1xwgldHZ1xzgSPsQT6wquI0r60Q7jvGbnzzHD391mCb/ELF4klRaQwNU03nOnDjEnt+8wuqdH+EzTz/FthX53DyuJPGffZtfPPssv3jnHD3BKPFEirSmGyNhzpzk6L5dvP7qDj78uc/y1M4V5F+XETQ0LUNGA8VsxmIxc12sU0xYLVasFhNkMmiZNL032m+1AMKVYrdgqS8jvamE9IEuUm+1kXj2DNm/cw+KZ/Y367/XHeb7x3o464uM/l6x3cKXNpZIsBJiFkm4EuIWNla42Frl4kj7EIm0xumeCA3NAeqr3XhsU1vBSPYc57Xv/wvf+ck+mgIx0trV/z2jJYilEsQiIQ784l8JhOMkv/IZHl2Ze33YAUAjeGE3P/+3b/Hca6fxRVNXDULWM2mSmTTJeJTIoZf492iSjP5lPvXwclxj23OpLlyuXNxOaOzppKOjk4HMEgrHvmhmkK7ONtq7QuCsxe3xkIhefVLQ67BSvADCFSYF87Zysv9yI/GvHyF9qJvEN08CzHrAOtEZ4m/ebuXls33EUsN7rOwWvryplN/fXiHBSohZJOFKiFtwZZmpr/bwVuMgR9tDJNIa+5oDPNSRx8PL8iZ/wYyf03tf59XX9nN5MEbGkkft+p089oGH2LiiFKcSxd90kj2v/Yq3Dp6jJ9zL2V0v8cqSCipKnmC15/pHph68wIHXX+LlN0/TG0lhzq1l00Mf5EPv38zSXI2BxuPsfvVX7Dp0nt5omN5Tb/LyyxVUVJTyvhWOKw9hNZeqmmUsqyng2NEz7H3tZWqqivjw1mpcZiA9ROvB13j55bc46YP8e5exdGkt6ejkBzbPF4rNjOWRKgDif3OE9MHZD1gjweqlM31XTgWODVbOaQpWWoKhnibOHD/Ou6fP09TaRW9/gHA8BeYc3Hn55Bd6Ka1czur7NnDvqhq8jsU39kmIa0m4EuIWFAW2VHrYUunmRGeYjKZzojPE/uYAWyrd2K2Te5ikOs5w4vAR3uuMkFE9rHz4M3zxy5/mgeX55GRbMKGRXnU36+6uoew73+bZF4/RG2rm2MFDHN+0gRV1JdesXqXoPHWYfXsPcTmYQnEspf6jX+Qrv/U4a4ocZJl00itWc/c9q6l99l/53s8aaIsGuXx4Pwc2buCeZVsoHr2gmYI1m6jfsZV3L73CueMv8y//34vsX7eWZcXZJHovcurkKS609hF3rWDn9u3UrStk16lueobDldWkUmi34rEtnLeXuRSwZiJY6fEBWt/bx69fepV3jp2jvS9MLJ4gmUyRymTQNB0UFZPJhNlswWzNwubIpbh2Hds/8GGeeHgjS/MWRrgWYioWzrufEHdQnt1CfbWHtxsHOd0TIZLU2Ncc5KFlIeqqPZO4Uobe5kYuXmommAZL+Ro2b9vBtjUluC0jj0QVq81JwbKt1Nef4sSJM/Q2xhlsaaSxqZX+zSV4x6arRDsXT5/k1PkBUrqF8nV1PPjIQ6wrc2MdLvlZbU4Kazbx2JOdtLW08sO97ST7LnDm1Bkudm2keMmVtwKTo4rNH/wMgUCY77zwDo2X32Vvx3kOWxT0VJJ4IoniXsq2j36Wz3y4nnKbgj+SYjCaBiDfbpwUVJWFVZSaCwHrREeIv9l9B4OVHqfv0mFe//Hz/GLXCZr9QSKxxHVla4OGlkmTSiYgGiYUGKDf10nLuXc5uO9xPvm5T/HY+jJsC+vLQIgJkXAlxASoCtRVe9hc6eZMTwQdONw2xP6WIBuWuMia6FxBPYzf14PPH0ZDpaC8murqKjyW659AisnOkvIlVJTkYWrsIhMYoL+/n4DGVeEq1d3M5YuNtEU0sJRTs3o1K1fmjwarUaZsCleuZd26Few53E5zYoj2liaa2/qoW1I85kSgGUfpOh7/8l+xZPV6XvvVb9h/someYBKzq4w1dXU8/IHHebh+LRX5dgYiRkkwoxubvAoXyEnBG5nNgHWng5We6OPC3hd57rs/ZtfJdgKRBOkx+/YUUxYOTwGFXg85Zp1kJMhg/wADwRjG3ehkkjGGfM2cfON5BgcDDH35S3x8WyU5ErDEIiPhSogJKnZaqat2s/vyII19MYYSafY1B3hwWS7ry10Tu4gWJjQ0RCiiAWacnjzcHtc4m9RVbA4HDocdE5DJxInFYsSSOoyGsQwDXZ10dHQT1UAtKqeqsopKx43DnuqopLp2KVXFb9PcmibY201Pdy8xvRjH2AegasVeUMN9jz7Nss0f5IvxBOmMDqqFLJsdp8uJPduCqoA/vHD3W93IbASsOx6sol28++sf8u1//QkNjX1EksNLVYoFV+ldrH/gMd73wCZWVxfisJpRFR1dy5AMD9J16QQNb/2Gt/a+S3N/HA2NVGyQlsOv8XNXLgXeL/P+FU7ZXC8WFQlXQkyQSVXYVp3LpgojXOk6HGgJsr85yD2lTkwTmTWo66gWGw5PIYXWbIoKc3Haxl/10jUdXTPaM4CKqpqufh09yYDfj78vSAYFR54Xb2Eh42QrUGzkFxTiLXCitA6SCQ4yMDBIUIPr9iErKhabkzybk5tt2/eHU1e1YVgwJwVvYiYD1p1fserl1K6f8K//8jx7GgeJDy9XmRxl3P3AR3j66SfYsrwYt8NOttV09Wvp5SypXsqazTt55Ojr/PR7z/OrI+1ENJ1MYoBLB9/hzRVrWVP9MJWz37lCiBkj4UqISajMy6au2s07TYN0BBL0R1M0tBirV6uLHbe+gKmI+576A/76gS+Q1FSsDjdu93gb4nXisSiRWBwNULIdOJ0OHGO7P2ghAsEAg0MZQMHh9uDxuG/yjW3G7fLgcTtRGSQTDRMKhwhnYJzls1u6fuVq4ZYFx5qJgHXn91iFaDn8a1743o/GBCuFrIIVbP/Yb/PFpx9mdbELm2WctK6YsGQ78GTnsPbBT+Jx5JD9rX/hJw2dxNFJDl7i3YN72L91AxXrPbJ6JRYNCVdCTIJZVdhW7eH+JS46An40HRqagxxsCbKqyMEt93ArFnLcBeS4J9CAVI/R1dlJZ1c/GmD1llBWWnp1zyl9iFAoOFxmNJGdk4MtJ+emDzFrdjY52VnDpcYYkXCESEwH69Qeff7IlXCVY1EptFuwW2//rcVUUccn/tMKHv6DBLpiJceTS/5tXNa0ZCsf+w938cDvTc/14M4GrBOd4wer35uWU4EaQ5eOsOvFn/L6e35iwytWlry7qP/IF/na5x9nlTeH8XLV1VTM2R4q73+UD/R20dr6Xd7pSIIWp7f5ImdOXyR43/3coIuIEAuShCshJmm5N4e6ag97mwL4Iym6Q0n2tQTZuTSX2oKcaXoVnXjnuxw+dIiT7QlQXdSuWceaNdVXbw5OxYnHYsRTACYsVivWW7SGUCxmLBbL8EJVilQySTJprFhMVjyl4QunCCVGTgpah08KTvpS19+n1U5usZ3c4tu/1sj1PMV2PNN0vdHr3oGANW67hc1l/N62JXino91CpIV3G17n1bcvMDi8x0rJKmHtA0/xmaffx6qiHG5wzuImFEzZXlau38y2Lfs59tNThHWdZF8XbY2XaIlu5B67pCuxOEzwiJMQYoTVpLKt2sOGCmMTe0YzRuIcbBu6vQvrGdLxEP2dFzn6+nP849/8A8/+6l38STMFa3by2BMPs6nSdtVDVU8mSMQTGM9GEybVhHqL72pFUVFUZXiVLU0qlSI19ljYJPRFk/SGE6Pd4L0LfDP7eEYCVvZfbMS8uQStK0zimyeJ/9930QOJSV3rRMf4wer3pylYQYqec8fY++Y7XBhMYfzzZVG8dhuPfvhJ7i93TDJYjVCxlVZRu3olVSM/BaQG6e/tpqs3c9t3LcR8IStXQkzB3SUO6ird7G8OEoynaRmI09AcYEdNLuWTXqnQGHj3V/zw2e/zysk+UukUyXiE0FCYhCmPFY88wSee/iiPbqwd0wvLoKfTpFNp0iO/oXDrBShlzP/RdTRNQ7thH6Nb84dT9IZSo79eLPutbmQ6VrDG3WM1HKymq/O6Hm7h3LH9HDjpJzEcjM0Fy1m//WEeWV+M7TaarCtZeeR5SynOUzkdyYAeJxwOEAimkEeOWCzkK12IKci2qNTXeNjVOMjbjYOkNZ19zUEOtwcp93gnfb1MNICvo5nLl/2M5hw1B+/y5ay9fwN3L11Cfo7l+gerZoQj4/moo+vAhBahRq6kowP61Bau8F27md1uocixeI+F3U7AmqlgBTrBloucPnac5shIywUbZSvvY8u2jZTd5PTqhCgOarZ8gr/4py38dsz4rSxXIcXlizN0i8VJwpUQU7S+3MnWSjcHW4PEUhoXfBEamoNsq/ZQ6Jjcg8TIRNckHC3OQPMxXvt2Oxfefc/oeL1hCfaxzz7dCFSTykb6DV9tSoyTgkbZS2Fk5Wpqw6wXiqkErJkLVoA2QOvls5w81T26aqU4K7lr3QY2rnBP9dDoGCo2TzHVLi9VI19kioJ6q3q1EAuIhCshpsieZaa+xhjofKA1SDJj7L062p7L4ysncBpwlEre2vfzlf92Dx/qDxAc6KXj8lmONzRw+L3L+HpbeO/NHxFO6ijmz/PkfV6uxBdj75Qy+v8rtz6xqDMmkCmoinLLfVrj8UdS+IZ7XDmzzXgdVrLNMrh3MgFrRoMVoAc7aW+8QGPfSDlXwb2klpV3r6U8e5peSVFQTfJ1IBYvCVdCTJECbKp0sbXKzdGOIVIZnVNdYRpagtRVe3BlT/zby+zIo6w2l5LqDJlMmlT9Qzz+5BMceuk5/v3513i3Z5DL+3/DG8vuYlnNk9ztGU5DqmJsTh++I0VhAuFKQ9e10XBl/G/ywok0vlCSaMooLRXYLRQ5Lbd+/UVi3IClQ/bvGgHrxsHKypc3l96RYAU6kZ4u2pua8Y1mKxcllUtZflcxUrgTYnrIOq0Qt8GTbaGu2sPqIqOBaCytsa85wPGO0CSvpKCoKiazBWuWDbsrl8LKtTz41Id4fMcavCadTKSd0++d5GzjwOi+rJG2CmYAxVi5uuXTWNfR9eGyoGLCbDFjNk/+Ee6PpOgNJUf3a3ntFoqdi3e/1Y3c8BTht04S/+d3OXbaf8Ng9ZU7FqwAMgz0+eno6GU0W9kKKFlSSVWxRCshpousXAlxGxQFtla52Vrl4r3uEJoOxztC7G8JsKnSPX5n6wld3ExO6Rruvns1Ne+cwNeTpL+9nY72HuLrC8hRQLFasWZZjWPzw/uvbkXLZMikM0b7BMWCxWrFMoUGoteOvSl0WCma5F6zxeBGK1iHf3yOf+oJ8ardfF2w+r07FqwAPUxg0IevLz76W6o7n4KSUopvlYv1AI0H3+RXv9hNY3gyx0uzKV67g8eeeoL1xVIqFIuDhCshblOhw1i9eqtxkPO+KOFEhn3NQR5cFmJzpfv2Lm524y0qprggB6UnTDo8RDA4RFiDHBNgtmHLsWGzArEMmUyGzE3bCemkkkniyaSx+qVYycrKIjtrKuFqcQ1svh1jA9bh753mHxMZXlN0ojMZrAC0MJHQIMGh0bVPbK5cCgoKr25OewN6pIfmd/fw+qu7aE1N4jiEyct9nrU8bJN6sVg8JFwJcZtURaG+2sOWSjfnfVF04FBrkP0tQdaXO7GYRlavdEKX9vLqy79i78UguO9i+wee4PFty3CO+9wxkWO3k5OTjUIYPZMmnUkzmp9MThxON067CrGM0W09kWH8b22dWCxGNBpDBxSbA6fTefW8wgkaG65UBQrtVgqncqFFQrGZOb0yn3/aVsZrTQGiZuPrYsaCFUAmTiwaIRwfPcZHtt2B033rU4JJfy9dTU20h+NMpi2q4rTjzPNSlCO7UMTiIeFKiGlQ5s6irtrD7suDNA/EGYynaWgO8NCyXNaVOoc/SicT7Obyewd550AvFMUpW7/tSgPQcZhMKqbhgKaYLVgslivds1UXbncubqcJ+jJEw0OEwxE0ssbZUKkRDAQYDITQANXuwu12457kc0/TdXzhJP7hsmCuzYzXaR0TJMW1jneE+MahTl7ujRC1zEKwAvRMmlQqSWpMVc9qzcKWnX2LDbga4XCMaNpCcVUVNysKaskIocAAgajxI4A5Nx9vaSlF8rQRi4h8uQsxDUyqsXq1qcJN80AcXYf9LUEOtAS5u8SBqiiAisVqwaRCMpFAD4UIR2LEjZnL49CJx+LE4wl0wGTLweGwc2URwEphQSHeQhdq8wChwQEGBwfIkHfjh6UWoL/fh78/CShkefLIz8vDMclMFIyn8YVTJDPGCkjBIu7MPhEnOkN849rN604rX9lcxu/Wlc9IsAKuPswAgHG8VLnlMEgV97J6PvlXq3l/4mbRKk330V/xo3/9Jq+ciwEKrrxCSkrLmELlWYh5S8KVENOkJt9GXbWbd5oCdA8l8IVT7GsO8sDSPO7yGgOdrW43HrcLmwLhcB+9Pj/+qE7JeHVBbYienm66eyPoqDgKCsnPz+fK3mMTnrIyliwpxX6kn0h3O21tHfSml1J+g+9uLdhGW1MTbQMZwEJBSSmlpd5JvxH0DW9mH3lIG53ZJVzdyA2HMI8JVtMzK3BiFJMJs9k85t9bJ5NOkUwm0cm56X2Ysx3kFTvIu9kLaP0MnogzNDC8F0/JIbegiJIytxxNF4uKfL0LMU0sJmP16v4lxkBnTTeaih5oDY5+jLmghNKyErxWINXDhZPvceacj9QNr6iT6DrNqXdPcsGfBsVBWUUVFRUFVy10WUpqqV22jEqnghZq4dzpM5xtjd2gA3sK3/mznHrvgtHjyFJEZW0tVZWOST/cjZmCVzazex1WimXl6jpzKVgBYMoi25ZDzmg610nEY0Qj0ZuW+iZK62+j9fxpLvQP7wo0uckrLKW0WPbiicVFwpUQ02hlkZ2t1W7ycoyHSWcwQUNzgJYBY8iaklNB7bLl1JbbgCS+d9/gFz/+OW+f7yN5VRrSiftO8cYLP+HFt87QnwI1t4aVa1ayouzqEKNYS1l19zrWrijErIW4vP81XnlpF2f9yTEflSHUfIBfv/Qyb5/qI4WCrWIla+5ew7LJbrjiBjMFpSx4nTkXrABUJ3ZHLh7nlUMWkcAAfT7f6CicKdMTdDee58Sxs/QNbyRUnHkUlpRSequjiEIsMFIWFGIaZZlVtlV72FU+wG8uDgwPdA5wqHWIqjwbKHZqN2xmy6bDvNd2hN5oD6d//R3+x8UDvHbvOlbUFOGyZAj1XObMieOcPNNMbzCOprpYsXkH2+vvpfjanlSKlcK1W6jffoyTF3/FmYGL7P7+39J56h023reSijwLcd9l3jtyiKPvNeOPZsBawtot9dTdv3TS+60A/JEr4cqiKnjtltFAKcYPVl/dUsbvbJ2lYAWgOsnLL6bYa4PeCADpQT89ne10p+6h9jbycWbgEicP7mbv6cHh06wKWZ4CikpKyZf2VmKRkXAlxDRbV+qgrtrN/tYg4USGy/0xGloC7Kj1UOzKIqv4Ph7+8Edp7+rnp3uaCEX66Th7CF/TSfZmWTApOplUgngsTiKVQVftLNn0JB//9IfYVuu64TetyVHF5vd/hI6OHgZePEJ3fxtnGnw0HX8Lq0lBSyeIxWIkkhl0k4va+g/w1FOPcE9R1qQf8mnNOCnYHzWKmXk5FrxOK6ZbbopeHG4WrH63rpxCxywFKwDMFBaXUFlVgvVUI0lAj3bSdOE0py4/RM3Km++7Gld6gItHdvPr1w7SGRspMKq48wsoLitBYrdYbCRcCTHNcqwm6qs9vHlpkL1NAVIZnX3NQQ63DfHBNYVgyqF47eN8/o9dFJb8gJ+9fpTmgQTxSJJ4ZOyVVLILlrH+0Y/yyY89ztZVZTgs4zz6FAvOik089WULds9zPP+LPZzvjRJKRMd+EBZ3Jfc88nGeefpDbF9dhG0KKwqD0RS+UJK0ZtSRjJKgjL2B4XYLNzgVODeCFYCCrayS2lUrqXyjkUtxQIvSceY4h/afYNPSOkomm4T0ON0nd/PSj37GnqbQldYiip3cwhJKy5yy/0QsOhKuhLgDNixxsbXSzeG2IRJpjbO9EfY1B6iv8ZCXY0HNclGyeief+rM1bHvqPGfeO8WFpi76hmJoZhuOXC/ltStZs2YFNUuKyHM7yLaoN30wK+Zscqs28MRXq7jnoXOcPvEuZ5s6GYikUbI9FFUu5+571rJqeSVFuc4pj+Yxxt5c2YJvdGaXtYm5H6wMir2Su9ZsYP3KvTSeCKCjk/CdYd+rL1JbU8Zndlbdslv7KC1C54lf88NvfpufH2wnnB6zccviId9bQqlXHjNi8ZGveiHuAGeWmfoaYyTOkXYjYDW0BDnaPsSjd+UDoFpsuArKcXi8VK26n4cSSVIZHRQFk9mCJSsbW3YWFtPEH8mKyYo9t4Rl9xZQsWI9DyRSZDQdVBNmazY2WzZZFtNtPeTH7rcC46RgkWNxr1zNl2AFgJJF8ZoN1D2wlaMXX6MxokMmhu/0Gzz/zzqp2Bf4+EOrKLhpYyqdVLCd997+GT/4wS/Zc6qDYPzquUuqK5+CkjJKF/eXhlikJFwJcQcoCmypdLO1ys2JzhBpTefdzhANzUG2VnlwZI3U4xRUcxY2ZxY2500vOZlXRzVbsTmt03jNK4yTglcGoBTaF/fK1bwKVoBRHl7Kpkc/yFNNbfzby6cZyEAmMUTHydf4t7++wJFd23jg4Z1svmcllcVORs5Q6FqCoa5G3ju4m7fe3suhY+dp7w8RS+nYikrJt2eRbG3Gl1Gw5eVTXFqKS2qCYhGScCXEHZKbY6au2s1bjYOc6g4TTWk0tAR4uDOPbTWe2b69KTN6XBllwWyzitdhxZW9ON9K5l+wGqZaya2t54PPhBiKfJPnd10mrOloySiDHec42NfG6X0v8e8OJy63G5fThpkkkWCAYDBEOBwiFIoQTaTQdBVbyToeenI7Vcn3ePG5ZsCMO89LSVmxbGYXi9LifEcUYgaoikJdlYctlS7O9ITRdDjaHmJ/c4D7K1xkmeffj/TJtIY/nCQQN7YtF9iNk4LGeJ/F5UbBqsRp5StzPVgNUyx2ite+j2f+wIE779/58a+O0hbOgJ4hGRtiIDbEgE9BVU2oqoKCjpbJoGljxueoNgpX1PHk577Ax+9Nc/yFI0Q1QHGQV1hCaaltTv8dCHGnSLgS4g4qclqpq/bwdmOAS31RhhJp9rUEeXB5mI3Dndznk76oMfZG08eeFFx8zUPne7AaoVqdFK/cyaf+cAmrNrzJyy++yt4Tl41eaAC6jpZJo2Wu/cRsPEtWsvWxD/Hk4zvZsKyEHN8BDgwNEdFBseWSX1RCSZ40uBKLk4QrIe6gkYHOmytdXOqLoutwsDXIgZYA95Y5Mc+z3lD+azuzL8KZgieGg9XLNwhWv7N1/gSrEaolG3fpCjZ9oJwVmx/j05cvcPrkSc5cbKK9u5+hSJykpmK1OfHkF1FWtZQVd69lzapalhTl43HayTIr6GUb+OCf/RNbvpRAV604PHkULK4vDSFGSbgS4g6ryM2mvtrDO5cHaQskGIgaA50fXJrHmhLHbN/epFw7U3CxrVyd6AjxN8PBKnyDYDVrnddvl2LCmuOm0OYkr6iSZffW83g8QTKVJqNp6LqCoqqYzBasWdlk22xkZ1mu+uFAsdrxFNvxFM/in0OIOULClRB3mFlVqKt2c3+Fm7aAD02H/S1BDrQGWV3sYD5tV/JHkvSGx4Yry6IJV8fHrFgtqGA1lqJismbjsGbjcM/2zQgxf82/HbVCzEPLCnOoq3bjdRhnp3pCSRqag1zuj97iM+eWsStXDqsJr8NKjmXh76tZFMFKCDFtJFwJMQOsJpX6ag8blxjLAZnhgc4HW4OzfGcTF01m8IWTo/uMCob3W82nlbepGLt5XYKVEGIiJFwJMUPWFBsDnT02oxrfOhinoTlIRyA+y3c2MX0RY9VqeKTgothvdbNTgRKshBDjkXAlxAzJthirV+vLjbbp6eHVq0NtQ7N8ZxPjC1879mZh77eSYCWEmCoJV0LMoHvLnGyt8pAzPDT5oj9KQ3MA/5hN4nOVP5K6ZjP7wl25umGwckmwEkJMjIQrIWaQPctEfbWbe8qM1atkRmdfc5DD7XN/9WpsjytVMcKVdwH2uBo3WG2WYCWEmBgJV0LMIAXYWGEMdLaajEf0qe4wDc0BgsMjZeYiXTfClW945cqVbabIYcE6D0f43IwEKyHEdFhY74xCzAOebDP11R7WFBsNRONpjYbmIMfaQ7N8Z+MbSqTxhVPEUxoAhXYrXkfWggoax4cbhEqwEkLcLglXQswwRYEtVW62VLkZXrzieEeIhpYA0dS1Q9zmhr5wkt5QYnRgb6HDQrHTMqv3NJ2Oj+m8LsFKCHG7JFwJMQsK7Bbqqz3c5bUDEElmaGgOcLJzbq5e+cIpekOp0V8XOqx4F8hmdglWQojpJuFKiFmgKgpbq9xsrnSjADpwuG2IhuYgqYw227d3nWvH3njtFoocWbN4R9NjZI/VK9e2W5BgJYS4DRKuhJglZe4s6qrdVOfZAAjE0zS0BDndE5nlO7ve2LE3JlWh0GGlwD6/y4I3HGkj7RaEENNAwpUQs8SkKtRXe9hU6QKME3kHWoLsbw6gjbRBnwM0TccfTtIXMcJVrs2M12HFbJq/0WO8YPVVWbESQkwDCVdCzKLqPBt11R5KXUaJzR9Jsa8lyAX/3BnoHIin6Q0nSWaMwFdon9/NQ28WrL4mwUoIMQ0kXAkxiyymq1evNF1nf3OQAy1zZ6CzP5zEd83Ym+J5Gq4kWAkhZoKEKyFm2UpvDvVVHvJzjD1MnUMJGloCNPfHZvnODL5wip7Q/B97c0yClRBihki4EmKWWc0qddVuNlYYq1cZzRiJc7B1bqxeje3MDkaPq/k29kaClRBiJkm4EmIOWFvqoL7KjTPLBEDzQIyGliBdQ4lZvjPwjZkpaDWpeB1WPDnmWb6riTs2pt2CBCshxEyQcCXEHGCzmKir9nBfuTHQOZXR2dcc4HDr7A50TmU0/OEUAzFj7mF+jnFS0KTMjzgiwUoIMRskXAkxR9xX7qSuykO2xfi2PO+Lsq8lQH80dYvPvHMGosZJwcxwa4j5tN9KgpUQYrZIuBJijnBmmamrdrOuxBjonBge6Hy0bfZWr8aWBMHYbzUfwpUEKyHEbJJwJcQcoSiwqcLN1io3ZtV49L/XFWZfc4BQIj0r9+QPp64eezMPVq7GDVZbJFgJIWaGhCsh5pDcHAt11R5WFRkDnaOpDA0tQY53zM5AZ3/k6h5XhQ7rnO5xddNgtUWClRBiZki4EmIOURXYUulmS5Wb4cUrjrUbA53jqZkf6OwLXxnYnGNR8dot2K1z86TgsY4QfzteKVCClRBiBkm4EmKOKXJaqa/2sLQgB4BQIkNDS4D3umd29Sqe0vCHkwzFh08K2q14ndbR0DeXSB8rIcRcIuFKiDnGpCrUVbvZXOkGQAcOtRqrV+kZHOjcFzU2s4+85FwdeyOb14UQc42EKyHmoCWebOqr3VR4sgEYjKVoaA5yticyY/dgbGa/0gai0GGsXM0lEqyEEHORhCsh5iCzqlBX7WHz6EBnONAaZH9LAE2fmdWr69ow2C0UObJm5LUnQoKVEGKuknAlxBy1tMBGXbWHouE5fr3hJA3NQRr7Zmagsz+cpDd0ZfyO0UDUMiOvfSsSrIQQc5mEKyHmKKvp+oHODS1BDrTMzEBnfziFb7gs6Mo2U+Swkm02zchr34z0sRJCzHUSroSYw1YXOaircuOxGe0P2gNxGlqCtA3G7+jrhhNpfOEk0ZQRXgrsFiO0zHJqkT5WQoj5QMKVEHNYtkWlvtrDhuGBzmlNp6E5wKG2O7t65Y+k6A0l0cecFJztzuwSrIQQ84WEKyHmuHvLnNRXe7BbjW/Xxr4o+5qD+MaMpZlu1469KbRbKXbMXriSYCWEmE8kXAkxx+Vkmdha7eGeMmP1KpkxVq8O38GBzteeFJzNmYLHOkJ8420JVkKI+UPClRBznAJsXOKirsqD1WTEiDM9EfY1BQjE7sxAZ/+YcKUqUOiwUGCf+ZOCo8HqrAQrIcT8IeFKiHnAnW2mrtrN3SUOAOJpjYaWIEfbp3/1SteNsqA/YpwU9NiMk4JW88y+XUiwEkLMVxKuhJgHFAU2V7jZWuVmePGKdztD7G8JEB0OHtMlGDdOCibTxqDo2ejMPrrH6pwMYRZCzD8SroSYJwocFuqqPazw2gGIJDPsaw5yojM8ra/jDyfpDScZ6QPvtc/sScHRYHW2j3BiJFhlSYNQIcS8IeFKiHlCVRS2VrnZUuVGwRjofKR9iIbmwOgq03TwhVNXj71xWEe7xN9p4warLaUSrIQQ84aEKyHmkVJXFnXVHmrybYBRwmtoCXCqZ/pWr/yR2TkpeKx9aPxgJaVAIcQ8IuFKiHnEpCrUVbvZXOkGjM3nB1uHaGgOktGmZ6Czb7gsCGBRFQodVnJz7uxJQSNYtUmwEkIsCBKuhJhnqnJt1FW7KXNnAdAXSbG/Jch5X/S2r53RdPzhJP3DJwXzciwUOayY1TsXbSRYCSEWGglXQswzFpNCXbWHTcMDnTVdZ39LgP0tgdFxNVM1GE3hCydJD6+C3emTglcFq6QEKyHEwiDhSoh5aEVhDvXVntHGnl1DSRpagjQNxG7rur5Iit5QavTXhQ4LRc47UxKUYCWEWKgkXAkxD1nNKnXVbjYuMVavMprO/uYAB1tub6Cz/0ZjbxxZt3XNG5FgJYRYyCRcCTFP3V3ioL7ajSvLBEDLYJx9LQE6g4kpX9OYKXjl8+/EytV4weprEqyEEAuEhCsh5imbxURdtYf7yo3Vq1RGZ39zkEOtU1+98odT+MJGWTDbrOJ1WHFlm6flfuHmweqrEqyEEAuEhCsh5rH7yp3UVbuxWYxv5fP+KPtaAqOn/SYjmdbwhZOjw6AL7MZJQVWZnrgjwUoIsVhIuBJiHnNkmamr8rCuxAkYAWl/c5DDbZMf6Nw/fFIwo185KThdzUOPSrASQiwiEq6EmMcU4P4KF3XVbizDvahOdYdpaA4QSqQndS3/dWNvLHinYezN0fYh/nZ32zVDmCVYCSEWLglXQsxzuTkW6qrdrCo2BjpHUxoNLUGOtYcmdZ2xndlhesbeXBWsEhKshBCLg4QrIeY5VYHNlW7qqtyMNFI/3mEMdI6nJj7Q+do2DIX22wtXEqyEEIuVhCshFgCvw0pdtYdlBTkAhBIZGlqCnOya+OqVP5LCNxyuHFYTXoeFHItpSvcjwUoIsZhJuBJiATCpClur3GytGh7oDBxuMwY6pzK3nokTTWbwhZOje6IKHBaKnFamclDwRsGqVIKVEGIRkXAlxAJR7smmrtpNZW42AIOxFA0tAc72hm/5uX0RYzP78EhBvHYrRVPYzD5esPrqljIJVkKIRUPClRALhFlV2FrlYUulsXql6XCgNcj+5iDaLSY6+67db+WwTHpg882DVZkEKyHEoiHhSogFpLYgh7pqN8XDwcgXMlavLvmjN/08fzh1WycFJVgJIcQVEq6EWECsJoW6Kg+bKoYHOus6+1uCHLjFQOexK1eqYjQQnWiPq9EGoRKshBACkHAlxIKzsthOXbWHXJsxcLk9kKChJUjrQHzcz/GHk/iGV65c2Wa8DitW863fHkaC1a8kWAkhxCgJV0IsMNlmlboqNxuXGCNx0ppOQ3OQA+MMdB6Kp/GFk6M9sUb6W90qFEmwEkKIG5NwJcQCtK7MSV21B4fV6FN1uT9KQ3OAnjGb1kf4hzuzj2x5L3RYKHJabnp9CVZCCDE+CVdCLEB2q4m6Kjf3lg0PdM7oNLQEOXSD1SvfNTMFvbfYbyXBSgghbk7ClRAL1PolxkDnrOG9U+d6I+xrDjAYTV31cf7Ilf1WMLJylXXDa46cCrxRsPrKllK8DglWQggh4UqIBcqdbaau2sPdJQ4A4mmN/S1Bjl4z0NlYuTICl1lV8NqtFORcXxa8ebuFUoocWVPq6C6EEAuNhCshFihFgU0VLuqq3JiGJzqf7Aqzr3mQyPCYG03T8YeS9EWMlSuPzYzXacVsujol3SpYeZ0SrIQQYoSEKyEWsHy7hbpqNyu9xkDnaNIY6Hy8w1i9CsTT+CJJksPzB2/UPPTmfayGg9UM/pmEEGKuk3AlxAKmKgpbqjxsrXKjYAx0PtYRoqE5QCKt3XDszdiZgjffvC7BSgghbkTClRALXInTSl21h9oCGwDBeJqGliCnusPG2JvQjcfeSLASQoipkXAlxAJnUo2ROFuHBzrrOhxqC7KvOUD3UOKak4JGuJJgJYQQUyfhSohFoCI3m7pqD0s8RouF/kiK/S1B9lweHF25yjKreB0WLvXFJFgJIcRtMM/2DQgh7jyLSWFrlZvNFW7aAz40Hfa3BDGrCgOxNAB5OWbaBuP8/TvXB6uvbS3jK5slWAkhxERIuBJikVhemENdtYfdTYP4w6nRUTgZTR/9mH3NQbqGEjcIVtJ5XQghJkrKgkIsElazytZqN/dXuAAjVI0NVn2RFM0DMQlWQghxmyRcCbGIrCm2s63Kgzv7+kXrVEYnNdzvSoKVEEJMnYQrIRYRm8XE1mo365c4x/0YCVZCCHF7JFwJscjcU+akvsqDzXL9t3+pK4uvbSnjy5tlCLMQQkyVhCshFhlHlpktVW7WlV69ejUarGQIsxBC3BYJV0IsMgpwf4WLB2qvrF4VO618eXOpBCshhJgG0opBiEUo12bhsxtKyLaoXPBH2Vmby5OrCyRYCSHENFB0Xddv/WFCiIUmrekEY2liaQ1XlglnllmClRBCTAMJV0IIIYQQ00j2XAkhhBBCTCMJV0IIIYQQ00jClRBCCCHENJJwJYQQQggxjSRcCSGEEEJMIwlXQgghhBDTSMKVEEIIIcQ0knAlhBBCCDGNJFwJIYQQQkwjmS0oxDykxwfpamulvWeI1IQ+Q0FRVUyWbHIcHvIKCyjIdY4ObhZCCDF9JFwJMQ8lO9/lN8/+Gz98p3WC4QpQFBRFRTWZsVizceaVULXyHu7ftoOt9y2n1GW5k7cshBCLhoQrIeadDIPdrVw+f5aW9gG0KV1DQTVf5NypYzTseo1XtzzBxz/9FA/cXUS2DG8WQojbIuFKiPlGj+Lr7aHXNzTFYAWgo6WTxEIDxMJBBvv6CEST6F9+mvetycM0jbcrhBCLjYQrIeabtN8IV/3p4d8w4alcxeo1qyl33WDZSdfRdY1MKkZ0KEBfTyftHV34g3EyOqBnSIZ7ObfnDXYtX8FdNQ9TmyPLV0IIMVUSroSYZ7SAj96eHvzx4d9Q3VStf5RPfeljrM8fb4P6cMBKp0kl44R6L3LotZ/y81f3c6EvCeikAo2cfu89zrbUUbMqB4lXQggxNRKuhJhXdOK+Xnq7fQQzw7+VVUhxRQ1La4vxZk3sKlrFEpaUODFrSb77wn46EoAep7ezg84uP9qqSikNCiHEFMk5bCHmlQx9vb309PaNnhJUc70UFxfhncRhP9WcjXvJOtbds4Za78jPWDrx8BDhUGjiJxCFEEJcR8KVEPOJNoSvt4ceXxQdABWnt5jioiLsk/1uNtlxu3PxOK2jJUA9nSKZTJLWp/WuhRBiUZFwJcQ8oieN/Va+wZGaoIX8omKKivKnUOPX0TSNjKYxkqUUixWL1YpZNlwJIcSUSbgSYh7R+n34enroG60JevAWF1NUNMHNVmNlBvD5eui9cjGcnjzy8/KQdqJCCDF1Eq6EmDd0wr299PT4CA83uFLshRQXe/G6JvutrBNpPcOpEydpDAyvgqkuyqtrqaoukM3sQghxGyRcCTFvpPD7e+npHWCkw5U5v4ji4iIKJ1UT1En2nWXPKy/y6t6LBIcvllW6invW38uaEus037cQQiwu0opBiPlCG8DX002vPzH8GypubxFFRRMfWZOO+Gl+9x1e++Uvef2dd2nuj6MBak4F6x94jPftWEO+1ASFEOK2SLgSYp7Qo8Ob2YdGht4oaIEWjr/5E2LvWcZt+qlraZLxMIG+HjpaW2nv6MbXN8hQNEFGB9WxhA0feJrfevpx7inJkZKgEELcJglXQswTab8PX08vo1Nv0Ai2vstu3wX23zQR6WiZDOlUkkQiQSo9fDrQbMe7dCOPfvTjfOh9W1hR6iFbkpUQQtw2CVdCzAsaQV8PPT1+4qM9qHQyiSihRHQK11NxlKxgy/s/ylOPb2N1qROL7MAUQohpIeFKiPlAj+Pr6aWnN8BIhytUFZOqoio323Clo2saWkZDu+b3Y74L7HvhX4mFQzzzmSfZUuWQeYJCCDENJFwJMR9o/df0pDJTuvEjfOozn2BH7c17XOmZFLFQgP7edi6fPsr+fQd5r8lPLBGmv+M0e36exmJ34f7c46zOleUrIYS4XRKuhJgHtKFefD09+KPDNUHVRXH1Ctbefw+rS26xUUrX0TJpUskEm7c/xCOP7OelHzzHz944hT+ZId5/kQNvvcWq1SupeagGmyxfCSHEbZFwJcQ8kPL56O3uZXBkM3tWAUUlRRTlTWAHuqKgmi1kmS1k5ThwuR/jY/EA/T29/PyYj4yeItB4mvfeO0vr1mpW5Ei6EkKI2yE1ACHmvAwDvb309PSRHP4dNddLUVER3in0pFKtTsrXrmXtmloKh98BtGgXnW3tdPq0m3+yEEKIW5JwJcRcp4fp9fXQ4wsNb0pXcHqLKS7ykjPF72CzK4+8gjxcI+FMjxMaChIKJW/6eUIIIW5NwpUQc12qD19vN70DIzVBC/neYoqKCqZe11c0NF1HG12o0gEFXc4LCiHEbZNwJcQcpw324uvupW906k0uhcXFeIuyphyFtECAwf4BgiN9HZRschx27A7ZhimEELdLwpUQc5pOzNdLb49vNAgp9kKKS4oock312zeF7/IlLl5oJjCycmXJx1tSTFGhtGgXQojbJeFKiDktQ19vL929fYwUBc15XoqLiiic0iKTTqLnJPt27aLhTB8jXbOySmpYtmwpVXJSUAghbpvUAISYy7QAvb3d9PpixjxAVNzeYoqLisiebA7SUww2H+b1H36P5186THt4eCnMlMeyezey4b5lOOXHLSGEuG0SroSYw/SEn96eHnoDIzXBbPKLivEWeZhYAU8jGfLTfuEkR/fvY2/DYU5eaMMfjJHWASzkr67nkcceZuOSHFnKFkKIaSDhSog5TOvvxdfTS/9oh4QMfaff5Pm/beKNmy5d6WjpBJFQkOBggODQEEPBIMFQhERKG14Fs5C7fDsffvppPlRfjcsiJUEhhJgOEq6EmLM0Qr299Pb4iQxPvUFPEug4z9HeS7dcZdJ1DS2TJp3OoOlX/zfF4qFqw/v42Gc/zRP1KyhxWKQJgxBCTBMJV0LMWSn8vb109w6MbmYHnUw6SSZ9k0+7CdXqpmT5Bh74wAd4dOcmVlUW4s6RYCWEENNJwpUQc1VmwNjM3jf5rumKasaabcNmd+DKLaSkopraZXexes0aViyrosSbj8dlw6pKrBJCiOmm6Lqu3/rDhBAzTk8S6uult3eQ6CRH/ikoKKqKyWTCZLGSlZWNLceO3Z6DLcuCZCohhLhzJFwJIYQQQkwjOXkthBBCCDGNJFwJIYQQQkwjCVdCCCGEENNIwpUQQgghxDSScCWEEEIIMY0kXAkhhBBCTCMJV0IIIYQQ00jClRBCCCHENJJwJYQQQggxjSRcCSGEEEJMIwlXQgghhBDTSMKVEEIIIcQ0knAlhBBCCDGNJFwJIYQQQkwjCVdCCCGEENNIwpUQQgghxDSScCWEEEIIMY0kXAkhhBBCTCMJV0IIIYQQ00jClRBCCCHENJJwJYQQQggxjSRcCSGEEEJMIwlXQgghhBDTSMKVEEIIIcQ0knAlhBBCCDGNJFwJIYQQQkwjCVdCCCGEENNIwpUQQgghxDSScCWEEEIIMY0kXAkhhBBCTKP/P+PafS/W/acGAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/563.jpg" } ]
<image>H is the incenter of \triangle A B C. Find B D.
C
65,011
null
C
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w8pQptG/fXv9YXl4eb7z+OllZWbi7u/O/efOUCrNSlv34I6kpxb1tnn766Sodv3LVKnJzdUnGxqZynWnPXk1j+T7dJZPWvg14sb9MthXGY/pQf77efZ6Yq6l8szOE6UPa06KBk9Jh1Ro5czJhVtbWbNiwgQ0bNrBs2bJSj7399tv8/vvvbNiwgSZNmigTYBXs2rVLv9zYx4dBgwdX6XgbGxucnZ1xdnaudHKavvoIFGoA+OzRHlLUVRgVK7WKT4KKLjPnF/L62mPKBlTLJDmZsKCgIGyL7rVs3ryZwsJCALZv386K5csBCAwMZOLzzysWY2XFxMTol0c98IDBX+9YVDJbgyMBuNu/MSPaexv8NYWoqqCuTejU0gOAtYfCORefpnBEtUeSkwlzdnZm6JAhAKSmpLBz504SExOZNm0aWq0WLy8vlnz5pcJRVkyr1RIXF6dfb93a8M383lx/XNdyXQXzZU6TMGIfPVz0/tRoeasO3XuS5GTinnzqKf3yqpUreWHyZFJTUrC0suK777/H2dlZwegqJzY2lry84tFITZo2NejrhcRdZ/tx3VlTX38f+rRoaNDXE+JO3NPOiy6tPQFYd+QilxIzFI6odkhyMnF33323/p7S5s2b2b9/PwCzZ82ic+fOSoZWaZcuXSq13tTAyemDv07pzpqAd++v3IhAIZQ0576iv+VCDfO2nFE2mFoiyckMjB07ttT64MBAJk2erFA0Vfff+nkl5yxVxtatW1m7di1r164lODi43H0TMnJYeSgcgIAWHgzy86jSawmhhPs7+tCisa6n2A//hpFWB+Y9SXIyA51KnCGp1GqWLF6sYDRV9992F1FRlW9Xff78ecY/+ywvv/QSL7/0UoUTcL/YfR7ydQNHXhvmX/VghVDIq8OK5vLl5PH1PxeUDaYWSHIycdnZ2bw5e7Z+XavRcOyYaQ05bdG8ean10NDKl2v55ptvuFke0tbWlnGPPVbmvhqtlm+LSsE4uTrw6F3Ny9xXCGPzbK8W4Ki7qvDN7spPNDdVMgnXxM2cMYPIyMhS21asWMHgwECFIqo6F1dXnJ2dSU/XtatY9uOPPPTQQxUed+DAAdb98Yd+ffjw4bi4uJS5/8YzsSQWtcSY0K8NVmqZ1yRMh62VJc/3bs3SbaeIiktlZ2g8g9vc2WXpb5cuJSsr67aPWVlb4+ToiK+PD926d8fR0fGOXquqJDmZsNWrVrF27VoAxo8fz7bt24mNiWHXrl2kpqZSr149hSOsvAdGjWL5zz8DEBwczJ49exgwYECZ+1+Ni2PihAkUFBQAuoaDL770Urmv8dXuojMytYqXB7WpkbiFqE1TBrdl6fZToIUvd5+/o+SUlJTEu+++W6l91Wo1/fr148233ipVicaQFLust3z5chZ99pn+x9QuRSktIiKCWUWX81q2bMk777zD6NGjAcjPz+e3X39VMrwqmzp1KlZWxe3Qn3n6adasXn3bfVesWMGgQYNIKVHu6P0PPqBdu3ZlPn9CRg7bT10GoL+/D03davdboBA1oZ2HC91aewGw7njEHQ2MqEqBZI1Gw549e7hn6FDWrFlT7desCkXOnA4dPMjrM2eW2hYdHU23bt2UCMfk5OflMWHCBLIyM7GysuLrb77Bytqaxx57jCVLlqDVaPj999954cUXlQ610jw9PZk4cSJfFk0azs3N5ZVXXuGLL74gICAA78aNuXTpEmdDQm4ZMPHY44/zxBNPlPv83+8PhwJdqaKJUkNPmLDn+vlxLCwOcgv46VAEUwZW7yrAkaNH9cv169dnzJgx+vXc3FwiIiKIjIwk9soVCouuUGg0GqZNm4arqyuBBr51oEhyeu+9927ZFh4erkAkpumdOXM4X1R5+9XXXtOfZvv6+tKlc2eCg4O5ePEix48fr3Rlb2Pw5ltvYW1jw6LPPkOr1aLVarl48SIXL1687f42Nja88OKLvPrqqxU+9/L9Re8vRzse7tK0BqMWonY91r0Zk5bvh5w8ftp/odrJ6cTx4moTvXv35u133rntfomJibz4wgv8+++/ABQWFPDhvHkGT061fllv04YN+kraJUX856a+uL2DBw7w808/AdC1a1emTJlS6vExQUH65bIuixmzGTNm8NXXX9O1a1dU6tu/PdVqNX379mX3nj3MmDEDCwuLcp/zXHwaoVGJADzRrRnWFjJIVZguRxsrHiz6gnU8PJ7olMwqP4dWq+VsidYyXbp2LXPfBg0asGr1asaNG6ffdv78eY4cOlTl162KWm3TXlhYSN8+fbh8+TIAHTp04MyZ4tnO586fr1RzOVE3xMXF8ddffxF/9So5OTm0bNUKf39//P39qzRR940/gpm/XndP8+/ZD9zxCCchlPbn6RhGfbIZgLmP9OLtEQFVOv7s2bMMKXHms3XrVgI6diz3mISEBLrfdZe+1Njo0aP58quvqhh55dXqZb1ly5bpE5OFpSWLlyxh6JAh+l/27Nmz9O7duzZDEkbMy8uLCRMm3PHzrDmmOyt3cnWQihDCLIzwb6yb83QjmzVHI6ucnA6XGAxhZ2eHf4lmnWVp2LAhAwcOZNu2bcCtZcdqWq1d38jKymLRZ5/p10ePHk3r1q3x8fHRbzt//nxthSPqiPCEdC7FJgPwUNemSMsmYQ6s1CrGdNJVVjkdcY0r17OrdHxwidHRbdq2RV3GJfT/8ilRzSUhIaFKr1lVtZacPv/8c5KTdR8S1tbWzHrjDQCaNWum3ycsLKy2whF1xMpjl/XLQd2alb2jECZmzM33s1bL6uNVu2df8r5/lyoUiK5fv75+Oano89xQaiU5JSYm8n/ff69ff+yxx/D00o3Vb9GypX77RRmxJ2rYxlPRugV7GwLbeikbjBA16F5/b7DR3ZnZcDK60selp6cTWXR7BaBrFabwpKam6pdtrK0rfVx11Mo9p/kffaQvkeHg4MD0GTP0j5VsLBcREVGp59t3MYFr6TlU8kxU1FE5+QUcuXAVgC7ebmw8HVPBEUKYlnaebpy7nMDu0KvkFWoqNRL12NGjaDUa/XrPnj0r/XpRJZJayVsyhmDw5HTp0iVWrVqlX392/PhSZXVKJqfExETS09PLbZA3e/0JPvzjiGGCFWbrePhVHvr0qtJhCGEYOXnsDovnnnYVXx0oOfm2UaNGeHhUfpBQVHTxGdp/uwnUNIOfe8x97z19/bN69erx8ssvl3rcz88PVYm71KHnyq+2G34treaDFEIIE7clJLZS+x0v0fOsQyVG6d0UHx/PhQvFrTqaNjPsPVyDnjkdPXqUv//+W7/+wosv3lLZ1tHREXd3d5KSkgDdXKfu5ZxmLn+2DyoVrP639OCJ+u5OzB3djQaOtjX4GwhT9uKK/SQkpePk6sAPT/dTOhwhDGLM97vhRg57Qyt3ZSAkJES/XN7k2//66aef9GWMAAYOHFj5IKvBoMnp3Xff1ffacXR0ZMiQIfp5TiW5uLjok1PYhfKbaNlaWbJq4gAuP9yNKb8dZuORi6CFpOQMXvj1APNGdWX6UH9ph1DHpWbnkZCSAcDIDj483MWwlyCEUMp97Ruz8fBFTkYlkpNfgK1V2R/rERERpTpP9+jevVKvodFoWLVypX69YcOG9Otn2C98BktOmzdvLlW76caNGwzo37/C4ypbY6+pmyMbXhzMrsD2TF5+gAvRiZCVy+xfD7B0z3mWPH439/o3rnb8wrT9E34NNLovRv38PBWORgjD6dfag42HL0J+IfsvJZVbAaXk5FtLS8tKnzl99OGHXL1afGb21FNPlbodYwgGueek0Wj43//+V61jI6o463iQnwfn3x/Nomf6o3ayByAqLpX7FvxF4GfbCLuWXq04hGn7N/yafnlA60YKRiKEYfUv8f7+99K1cvbUjdS7qVWrVtjY2FT4/Dv//rtUmSJPT88Ke6fVBIOcOf38009ElhgWPmjwYGzL+Ue4npbGgf37Abh27RpZWVnY29tX+vXUKhWvDGzDkz2b8/raYL7bFQIFGnaeuEybkBheGtKBeaO64GRrVfGTCbNwNFJX6BUHW9p6lN0dVwhT19nHXTffKbeAIxGJ5e578uRJ/XLHCmrpga7v3pw5c/RDzy0sLVn4ySdYG3iOExggOWVnZ/Ppp5/q1zt36cKKFSvKPebatWt07tQJ0FXLPXfuXLV6O9Wzs+bbx3sxZVBbJv9ygH/PxEB+IUs2n+T7/eEsCurOxD6tpYRNHXA0Wjd7vWeT+hXsKYRps1SrCGhcn9OX4jkRlVTmfrm5uaVum5Q1+TYlJYUtW7awbt06/UnDTe/PncuAQYNqJvAK1PhlvcWLF+sHNwC8/vrrFR7TqFEj7B0c9OvnKhhOXhF/L1f2zRjB6qnD8Wyo+9ack5bJpO92E/Deev69ZNiaUEJZCRk5ZF3XtRHo5OuucDSiJv3f//0fvXv3pnfv3sTGVm7odF3Q0ccNgKuJ6dzIzb/tPsHBwfppPQBvv/02nTp21P+0b9ceHx8f/Nu3Z8b06aUSk72DA59+9hlPP/OMYX+REmo0OSUlJfHdt9/q17t161bpER2+JWYbX6ihGnsPd/Hl8vwg5gT1BFvdaWhIxDX6zl3Pw9/srnKxRGEagqOLa3519pHkZC5SUlKYP38+kRERREZEkJGRoXRIRqNTk6L3uVbLydjU2+7z37bsOdnZJCQk6H9SU1NKDRUHsLCwoG/fvuzYsYNHHnnEILGXpUaT0/z588nMLG589casWZU+tmQB2AsVDCevCmsLNe/e25ErHz/CmD5+oFKBVsvaAxdoPPN35mw8RW6+puInEibjdIk/zo4+9crZU5iS9+fO5YYkpNsK8HbTL58qIzmFhoZW+DzOzs60bNmSvn37Mu3VVzly9CgrV60q9flcW2rsnlNkZCQrS4yD79mzJ3fffXelj2/evLl+ubI19qrCy8WOVRMHcKBo6PnpS/GQk8fc1Yf4du95vhjXizFdmtT464raF3btum5BpcLfy1XJUEQNOXv2LGvWrFE6DKMV4O2qXw69ev22+3yzdCnfLF1aOwHVgBo7c/r8888pyC++1vl6UUuMymrZqpV+OSExEY3GMGczdzdvwMl3HuDbiYOwd9Xd54pPSCNo0Vb6LNjMmbjrBnldUXsuFk0fcHKxx8G6Vvtp1kl5eXksXryYn5YtM9hrzJ41i8LCQlRS7fm2GjrZgr1uRPTFBPOYPlNj/6cXLVpE3NWr+p8ePXpU6fixY8fqj42Ojq5086vqUKlgQp9WxC8Yy5R7O4OVBQD7Q2IIeGs1E1YcICUrz2CvLwzrctINAFo0KLuAsKg569at48N585g1axYnTpyo8effsGEDR48exdHJieeff77Gn99ctK6ve79fTjSPS591+muIk60Vnwd158KHQQR2bqrbWKDh++1ncJ/xO4t2nUNTVH5JmI6YVN19zybujhXsaf5iY2OZ9PzzTHr+eebPn3/L45v/+kv/+P7/DBuurJKjcxMTy59nU1V5eXm8P3cuAC+99FKpjgaiNF933ZWgCymZFexpGup0crqpVUNndky7h00z76WpV9GNxYxspi3bR5u31vJ3aLyyAYpKS83OgxzdWW9jN4cK9jZ/Xl5eHDx4kA0bNrBkyZJSiSQ6OpqpU6eyYcMGgoODq1ShurYs/uILrly5gq+vL5MnT1Y6HKN28/2uuZFNXqHpD/KS5FTCSH9vwuc9zIeP9QZ7XXXz8Jhkhnz4J/cu+ZvI5BsKRygqEpuapV/2cq18lRFzpVareejhhwEoLChgdVFvNY1Gw/MTJ3Ljxg2srKz49rvvyu2jpoRr167x9ddfA/DOnDlYWUmFl/J4Fd1DR6vlyvWs8nc2AZKc/sNSreKNe/xJ+PgRnhjQDtQq0MJfRy7R/I2VzFh7jOy8goqfSCgiPq34j9LD2U7BSIzHk08+qR9IsG7dOkDXnfrUqVMAzJ49m86dOysWX1nee/ddsrKy6NWrFyNGjFA6HKPXqMT7PT7d9OdwSnIqQwMnG35+ti/H5j5EN7+i7pK5BXzyZzCNX1/FT4erVqBW1I7EGzn65QZO0tsLoGnTptxVVKomJCSEX375ha+KCnkODgzk+UmTlAzvto4fP86fGzZgYWHBB9UsIl3XlHy/J6bnlLOnaZDkVIGuvu4cffM+fn5pCPXdnQBISc7g6S//ptsHGzkWlVzBM4jalJJZPJ3B3aHiist1xWOPPaZfnjF9OoWFhXh5ebFkyRIFoyrb7Fmz0Go0BAUF0bZtW6XDMQnuDsXFWFOyTX+0sUwCqaQnujfn4U6+vLfpFPO3nITcAoIvxHHXnLU83q8tC8fcpZtrIBSVnlP8R+liZ/jKyabigVGjePvtt0lP182BsSy6z+TiUnHF9vy8PP7euZPk5Nt/EStZ6Xrz5s0kJNxau1KlUuHRqBGDAwMrfL1VK1dy+vRpHJ2ceOvttyvcX+g42xa/39Ozb19fz5RIcqoCO2tLPnqwK5MG+BV34dVoWbHnHCuOXJIuvEYgq8T9QCcbeXvfZG1tTfMWLThZNA/pkUceoUuXLpU6duGnn/LF559Xat9VK1eW6pj6X19+9RWjR48u9zkWLVoEgKurK98UDYi4KbhEA9MvlyzBu3FjZlWhTJo5K9kSKLOM4q+mRP56q0G68Bqv7LxC/bJdOe2q65rly5frExPA6aLBEJVRkxPiK1P55WZB19iYGBYvXlzmfn/88QcqtVqSUxFby+L/T7kFpj+UXP5678DNLrxL9oQxbc1RNBlZ+i68gzs35ctxvfBrZFzDc81dQYkPP0tLOYMFXSHlOXPmlNp2+vRpwsLC8PPzq/D4adOmERAQQFpa2m0f37VzJxs3bgTgueeeo72//y37qABPLy/69u1b4es1aNCgzBbg2dnZ+uLS9eq54eIif183WZdITvlmMM9JktMdUqtUTBnYhiekC69R0GiKK3pYSFdJcnNzeW78eHKys3FycmLSpEl8/PHHgK5j9f/mzavwOaysrBg2bFiZjyclJemTU5++fRk6dOgdxbxr9+4yH1u8eDEfFsW8Zu0aGSxRglpVnJw0WtNPTjJar4bc7MJ75oMx9OlQ1JuqqAtvwxkrWbrvAlIJSdS22bNmcfHiRQD+N28ekyZPxt5eNzl5/fo/yc83/XsTwjxJcqphJbvwejWSLrxCOevXr+e3334DYMTIkTz88MPY2dnpz2xSU1PYvHmzkiEKA1GZwUe76f8GRurhLr5EfiRdeGubRYmRkgWaunuqGh0dzcyZMwFo2KgRCxcu1D/26Lhx+uVfVqyo9diEYRSWuN9qDp1FzOBXMF7Shbf2WVta6Jdz8wvL2dO8TX3lFW5kZKBSq1m0aFGp+Ux9+/bF00tX9eTgwYP6uU+mwMZa5q6VJbeg+P1ubWFRzp6mQQZE1ALpwlt7Sg4fz6rDNRD/KKqhV5bg4OBaiqRmTXz+eSZKT6fbyswvfr/bWZn+eYfp/wYmRLrwGp6jTfE3xow8udlfGxrUr69fbtiwoYKR1G03coqTk6Ot6Z9hyplTLbvZhfeRbk15a8MJvth2GvIL9V14nxvUnvkPdsPN3vTfXEpwtS+up5eaKcmpNowePZqUlBQcnZzo1KmT0uHUWaklune7msHnh5w5KUS68BqGW4lir8k3chWMpO6wsrZm0uTJPP7440qHUqclZxa/30sWgTVVkpwUJl14a1bJ4rvXMmREpKg7rqUVv98bOJp+EWpJTkZCuvDWDC+XEg3X0iQ5ibqjZINBbzPoAi3JyYhIF94719jVQVfIDbhyXRK6qDviUnU1B7G0kDMnYRjShbf6bKzUqB113xpjkjMVjkaI2hNTlJwauDpgDmUlJTkZMenCWz1+7o4ARCVlKByJELXn5vvd181R4UhqhiQnE/BE9+ZEzw/i9VHdoKiB3s0uvE/8sI+EjByFIzQuzRroEnl4klzWE3WDRqslrui+dPOGTgpHUzMkOZmIm114I+eP5b4eLXX3VYq68Daa8Tsfbj1Dfh2uJVdSy5s9tLJziZNBEaIOCE/IgKLyRa09XCrY2zRIcjIxN7vw7pz9AK19G+g2FnXhbTV7NZtCYpUN0Ai096ynXz4Vm6JgJELUjtNXUvXL7TwlOQkF3ezC+/kz/VE76QYA3OzCG/jZNsKumU4xz5rW0adkckotZ08hzEPJL2GdfNwVjKTmSHIyYTe78CZ9MpYJQwOgqE3zzhOXaTN7FS//fpiMnLpXwqejtytY6P4tTkbLoBFh/k5FFyUnG0vaNDKP1vWSnMyAdOEtzdbKkqaNXAFJTqJuOBGVBEB7L3fU5jCOHElOZkW68Bbr0lRXKTvsSgo5+TJxWZivtOw8riSkAdCliXlc0gNJTmZJuvBCz+ZFg0UKCjkUKWdPwnztu5TAzUsjPVuaT8sSSU5mqq534e3bykO/vDdciucK87U3rPj93b/E+97USXIycze78O6fM5qAFkVv3KIuvE1nrWL18ShlAzSQbk3c9WeN/4RdVTgaIQznnwtFycnJjvZmMowcJDnVGXWtC6+lWkXvlo0A2HXhmvTGEmYpN1/DkYhrAAxt7alwNDVLklMdcrMLb/yCsUy5tzNY6Vqa3+zCO2HFAVJKdNM0dYPaFhXNzcrhUGSSssEIYQB7wuMhVzfgZ1AbSU7CxJXswjukS1PdRjPswjvCv7F+edNpqZwhzM9fZ4rf1/cG+CgYSc2T5FSHtWrozPap5tuFt0fT+vrqGVtORyscjRA1b2vR+7q+u5NZ3W8CSU4C8+3Cq1LBqA66s6eTEddIzMhVOCIhak50SibhsbppEsM7mNdZE0hyEkXMtQvvA519dQsaLWtOmOfIRFE3rQq+DEVX30d1aaJoLIYgyUmUYm5deEd19NUP/FhzLELhaISoOWuCI3ULttaMbN+4/J1NkCQncVvm0oXX2daKAe28Adh1Npb0OlgIV5ifhIwcDhfN3xsZ4IONlfl9lJvfbyRqlDl04X2kewvdQn4hvx2NVDYYIWrA8kOXoFBX4eXR7s0VjsYwJDmJCpl6F95HujUFa11iXX7worLBCFEDVhwqurxuZ8NDN++rmhlJTqLSTLULr4udNcMDdDeM95+LrROFb4X5Ck9I5+RF3TSPh7s0xdbKUuGIDEOSk6gyU+zC+0yfVroFjZZv911QNhgh7sA3/1zQVyF/9ub72gxJchLVYmpdeEd18sXaRZdIf9gXqnA0QlSPRqvlx391X64a1HdmWNFgH3MkyUncEVPpwmulVjGhd2sAYuOvs/18nMIRCVF1607GkJqSAcCzfVpjJk1vb0uSk6gRptCF9+WBbbn517x453mFoxGi6r7cfU63YKHmxYFtlA3GwCQ5iRplzF14/Ro506voMsim45FcTZOBEcJ0RCbfYHdRLb3AAF986jkoHJFhSXISNa6iLrzvbDypWBfelwa11S0UFPLZznOKxCBEdXyy/SwUTdl4eVA7haMxPJVWawx3BIQ5OxCRyOTlBzh9qbjKuUdDF74Y14sxtVwTrECjpdFrv5GSnIGlsz0Znz1qtkNxhfnIyMnHeeovkJVLYw9XouePNev7TSBnTqIWGFMXXku1iqlD/AEoSM/iq39kWLkwfp/tPA9Zuqr6r97TwewTE8iZk6hlGTn5vLXhBF9sOw35hbqNlmqeG9Se+Q92w83eulZicJ76K2TlUN/dibiFj2KlrgN/7cIkZecV4Pba7+SkZWLtYk/ap3XjbF/OnEStMoYuvE62Vkwf0h6ApOQMvtobZtDXE+JOfLrzPDlpmQDMHhZQJxITyJlTnfbnn3+yYMECfH18+O3338vdNyUlhc8//5yQM2dISkrC29ub7t278/ykSdjZ2VU7hr9CrvDSigNcjkvRb2vl485XT/QhsI1HtZ+3IqnZebhN+xWycnGt58jVT8bWmT96YToycvJxfe13NBlZqJ3sSfv0ERxtrJQOq1bImVMdtmP7diIjIoiOLr+FeWRkJL169uS7b7/l4MGDhIeHs2fPHhYsWED/fv24caP6nXKV6sJbz86a2cM7AnA99QYfbj1rkNcR4k68u+kUmowsAN6/r1OdSUwgyanOCg0NZdu2bZXad/r06WRk6Gale3h4MHToUFxcdBNtY2NjmT179h3FolQX3tnDO+gHaMzddIJr6cbf/kPUHdEpmXy67RSgK1X02uD2CkdUuyQ51RFarZakpCTOnj3LpwsXEjRmDJmZmRUet2b1ag4eOADAE08+ybHgYJb99BP/7NtHkya6YeBr16xh3759dxxjbXfhdbC2ZP6Dd+lWsnN5dfWRGn1+Ie7ElN8PQ67uS9mCoO5m2VCwPHXrt63DIiIiCOjQgSGBgXzyySckJSVV6rhffvkFABcXF958803Uat1bpkGDBkx55RVAl/i2bd1aY7HWZhfeF/q3xq+Jrv3Hr/tC2R+RWGPPLUR17Tgfx5+HwwHo1MqTp3u2UDii2ifJSZQrNFRXwbt3nz44OzuXeiwoKIh69eoBcObMmRp/7drowqtWqVj6VB9dFQuNlvE/7qPAiBsnCvOXV6jhuWX/ghZQq/juyd5Kh6QISU51RLNmzQg5e7bUj5+fX7nHxMTEkJaWBkC7tm1vedzCwgJfX10XzvOhhmlDURtdePu3bMgjfXT/FmFRiczbUvOJVojKeuvPE0RfTQVg/GB/ujVxVzgiZUhyqiPUajVubm6lfmxsbMo95ty54tpzvk1uX2bIw0M33PtGRgb5+Ybr32ToLrxLxvXE0lnX72nO+qOcj0+705CFqLITMSl8vOkEAK71HPl0zF0KR6QcSU6iTCWHiNvb2992H1dXV/1ydrbhq3wbqguvu4MNP9y8fJJbwKNL9xh8MrAQJeVrtDz67R4oKAQV/N8zfXG2rTtDx/9LkpMoU1ZWln7Z2vr2ZYVUJYp85eTUzlBsQ3XhfaJ7c0bcpbvxfOpSPHM2nqrRuIUoz8y1xwiL0g3IGdPbjwc7+SockbIkOYky5ebm6pfLKiRSMjkVFNT8XKTyGKIL77Kn++rbuX+w/igHZPSeqAU7Q+NZ9Jfucp6buxNLn7hb4YiUJ8lJlMnCwqJ4WX37t4pGU9yXycpKmUsQNdmFt4GTDasmDNANvCjQ8NBXO0mvxlmYEJWVlJnLmG926Xo1qVX8PnEA9ewMXwDZ2ElyEmWytbXVL6tLJKqSSg6CKLm/EmqqC+8DAT5MGBIA6Fp7jPt+r8FiFnWbVgtBS3eTmqKrwDJ1ZGeGtPVSOCrjIMlJlKnkaL6yLtnllUhOZQ2aqE011YV38dgetG3aENCVUfpoW4ihQxd10JxNJ9l9MgrQTbb9+KFuCkdkPCQ5iTJ5ehRXBU9Jvn1VhqRE3T0ZGxubUpcBleblYseqiQPYP2c0AS2Kfo+cPN5ffZims1ax+nhUucfbWKnZ8HIg2OsS9KyVB9kVFl/uMUJUxaaQWN5fW1Qyy8mODS8NxlL6iulJchJl6hAQgKroXlNyGcnp8uXLADRvYZzlVe6kC2/LBk6seX6Q7uyrQMM9i3cQnVJxPUIhKhKekM59X+7U32fa/MJgfOo5KB2WUZHkJMrk6OiIl6cnAMeOHbvl8cTERK4l6AYb+Pv712psVaFSwYQ+rYhfMJYp93YGK90Z3v6QGALeWs2EFQdIycq77bEPdfZlxgNdAV1b96GfbSPTABXSRd2Rlp3H0E+3QaZu6sV7Y3oyvL23wlEZH0lOolwBAbqBAdt37CAuLq7UY5988gnaotF6HTt2rPXYqqq6XXjnj+7K0K7NAV15o4e+3l3lIepCABRotNy35G99c81RvVrxzsgAhaMyTpKcRLmeefZZAAoLCpj0/POEhoYSFxfH/Pnz+f233wDw9PQkKChIyTCrpFVDZ7ZPvYdNM++lqZebbmNGNtOW7aPNW2v5O7T0vSWVCtZOGkArH12Ns23BEbz4+6HaDluYgfE//8u+MzEAdGjeiN+e66dwRMZL2rTXYcPuuYfTp0/TrFkz9hf1bLqdCRMm8NemTbd9TKVS8cuKFQwYNMhQYRpUgUbLJzvOMmtdMGQVVbhQwci7WrD40Z40c3fU7xudkknbd9eRdV1332nB472ZMdR4L2cK4zJn4ynmrtZ9qanv7sTpd0fj6WKncFTGS86c6rCbc5csLS3L3W/x4sWMCQrSD464yc7Ojpmvv26yiQmq1oXX182BPa8N08+hmvnrAZYfiVAyfGEilu67wNw1h3Ur9jbsmjFCElMF5MxJVFpMTAynTpwgKTmZxj4+dO3aVd/PyVwERyczafkBjoUV319zc3fi00d68FQP3YjEjWdiuf+zLVCgASsLNk0bzkh/uaEtbm/N8WjGLN4Ghbr3y44Z9xLYxqPiA+s4SU5C3MbyIxG8+tshkpIz9Nu6tvbimyfuplsTd77fH86Eb3frpvjbWrNn5kj6t2yoYMTCGG0/H8c9C7dAXgGoVfzyYiDj7mqudFgmQZKTEGXIzivgvU2nmL/lJOQWDR9Xq3i8X1sWjrmLHw5cZNYv+3Xb7W3YP3MkdzdvoFi8wrjsCotn8MItkJMHKvjimf68PKCN0mGZDElOQlTgcsoNpvx2mI1HLupaZwPY2zBvVFdSs3L5eH2wbpudDf/MGEFfOYOq87afj+Oez7bpEhMw95FevD1ChoxXhSQnISppV1g8L6w4oO+5A9DEqx6dfeuz/lC4boOtNX+9MpQRMqmyzvrjZDQPfblDf7b91sM9eP/+TsoGZYIkOQlRBRqtliV7wpi25iiajOJmjD4ersTEX9etWFmwbOJA/QAKUXcs3XeBST/u1Q2WUcF7Qb1kkm01SXISohpSs/N4fW0w3+0K0X0QAViodSOyAFQq3gvqKR9Mdcis9cF8tO6Y7tKvWsVnT/Zh6qB2SodlsiQ5CXEHQuKuM/mXA/xbNOv/v8b1b8uPT/fB2kKmFJqrnPwCxn2/j3UHL+g2WFnwy6RBMirvDklyEqIGrDkezSu/HSDuWtotj3Vp7cnmKUNp5KxsM0ZR82KvZzJ80Q5CIq7pNjjasWvqPQxs3UjZwMyAJCchakheoYZ5W87w3obj+lFaNzm4OLB16lD6tJCRfObi79B4Rn65g7w03b1HX896bH91GH6NnBWOzDxIchKihsWlZTN15WFW779AqfLlajUfjO3Jm8M7KBecuGNaLbz31yneW3tEf49xYKcmrJs8CBc7a4WjMx+SnIQwkAMRiUz6eT9nbl7yKRLQwoNd04fh7mCjUGSiuhIycghaupu9p6N1G9QqZtzflfmju6KSJrY1SpKTEAak1cL3+8OZ+MsBfXM5AKwtWPpUPyb2ba1ccKJKNoXEMmbpHnLSirohO9nx58SB3N/RR9nAzJQkJyFqQUZOPlNWHmbZrnOlLvW1bdqQ3dOHy2AJI5aTX8DLK4/w/Y4Q/f+7bn5e/PHCIGmtbkCSnISoRefj0xn66RZib07YBbBQM3V4JxaO6YZarg0ZlX0XE3jsuz3EXE3VbbBQM+uBbnzwQCf5f2VgkpyEUMCHW88we9Wh4gm8gNrJnvWTBnJfh8YKRiYA0nPymbrqMD/uOgca3UekdyNXVk4eRG8p7lsrJDkJoZCUrDwCP9nKiYtXS23v2MKDdS8NLtWFV9SOm/cIp6w8XHxvSaVifKA/n4/tjoN1+Y05Rc2R5CSEwlYGR/HIt7shO7d4o1rFuL5t+P6Ju7GTD8RasSssnld+O1Q8oRZdYd8fn+0vk2oVIMlJCCOQk1/AC78e4cfdIfrLSADYWPK/h7oze5jMjTKUEzEpzFhzlJ0nLxe3RLG1Zs79XZg9vIOUnlKIJCchjMjllBs89NUujl8ofanP0tmeX5/tx5guTRSKzPycibvO7D+C2XTsUvEXArWKoLtb82lQD7xd7ZQNsI6T5CSEEfrnQgJjv91FfELpWn1tmjTk14n96ezjplBkpu/w5STe3XCCrccjS52lDujoy8Ix3eni665gdOImSU5C3IFTp06xe9eucvext7fHy9MTbx8fmjVrhqura6Wff/mRCJ786V/IyC7eqFLRv4MPs0d2ZGhbr2pGXvdsConlw82nOHA2tvjyHdCjnTcfPXgXA+S+klGR5CTEHZj+2mv8+uuvld7f0tKSB0aNYvr06TRpUvlLdPO3hfC/zSfJSM0stb1NkwZMHxbAk71aYKWWeTf/lVeo4f/2X2Th1tNcik0ufkAFffx9eO/+Lgzy81AuQFEmSU5C3IEhgYGcPXu2yse5ubmxf/9+XKpwFgXw76UE3t90iu0nSl+SsnVxYHzvVrw4oA1tPVyqHI+5ORN3nS93h/LdgfBSHYtRqxjZrTlv39uJHk3rKxegqJAkJyGqKT8vj5YtW5Kfnw/AwEGDaOPnV2qf3Nxc0tLTibp8mRMnTlBYWKh/bNy4cXyycGG1Xvt8fBofbT3Nz/svQG5B8QMqaNekIWO6N+eJHs1p0cCpWs9visKupbP88CVWH4nkQkxiqUt32Fozvq8fbwzrQMs69G9iyiQ5CVFNwcHB3Hfvvfr1LVu30rFjxzL3j4qK4r577yUpKQkAPz8/du/Zc0cxJGXm8tWeML7ZfY6r/xk8gQpaNnZnREdfRndqQr9WDc2q5E6BRsueC9dYdyKKLaejiYxLKZ2QgMYerkwe1I5J/fxws5d2FqZEkpMQ1fTN118zd+5cAGxtbQm/eBELC4tyj/nwww9Z/MUXADg6OnIhPLxGYtFqdZNIlx0IZ8WxSLiRfetO9rYMaePBkHbejOjgQ3tP07v8d+rKdTafieHvc1fYFRZfeuLyTU52PNW9Oc/0bk3/ltLc0VTJ1HMhqun4iRP6ZT8/vwoTE4CLc3GXVEvLmvvzU6lgcBsPBrfx4Ien+7D9XBxrgiP580Q0qSkZup2ycthx/DI7jl9mJrr7VANbedDPT3dcZx93LI1oUEW+RktwVDI7Q6+y70I8O8PjKUjPuu2+Deo7c3/nJozp2pTBbTyN6vcQ1SPJSYhqOnP6tH65Y6dOlTpm7969+uWWLVvWdEgAWKlVjPT3ZqS/Nzylq4Cw8XQsW0NiOBgeD3m6e1Q5aZlsOXaJLccuFR1oQdMGLvh5uuLn6UJ7z3q093alg5crzrZWBokVIDU7j5Ar1wmJu865uFTC4q9zIT6NqMR0yC+8/UE2lvRp7ckwfx/u7+hDBy9Xg8UnlCHJSYhqSEtLIzomRr/etUuXCo/5+aef2Ldvn349cMgQg8T2X5193Ojs48Y7IwPIyS9gb3gCO87FsTfsKsciE/TJivxCLselcDkuhW0ln0AFONjR2s2Reo7WONlY4WRrjZOdJU621jjbWuNkW7RsZ4mDtRWZefmkZxeQnpNHRk4e6dkFZGTncSO3gIycPDJy80nOyOFiSmbpJoxlsbGke/NGDPTzJLCdN31bNMTGSsoKmTO55yRENezauZPHH39cv757zx6aNm1aap+cnBzCw8MJDQ1l08aN/PPPP/rH2rZty/YdOyp1KdCQcvM17I9I4GBEIieikjgdk0x4/PWyz1hqg5UFfl5uBPi40dnXnbtbNqJXs/pS466OkTMnIarh6LFjpdYHDhhQ6WOHDh3K/AULFE9MADZWagb5eZSaiFqg0XI5+QZh19IJT0jjUkIGEYkZRCZmEJZ8A82NrFtGxVWJCiyd7PFzd6JpA0eaN3CmZUNnWjZ0wq+hM03cHeWekZDkJER1nCwxGKIqGjVqxLwPP6RRI+MtlWOpVtGygVPRfCDvWx7XaLVk5haQlVdIZn4BWbkF3MgtICuvgKz8AnLzNdhaWWBvbYm9tQUO1pbY21jiYFW0bmNpVkPahWHIZT0hqqGDvz/JybpyOE2aNKFhw1uHLGu1Wq5fv05MTAy5ucVDnlu1asWWrVuxt7evtXiFMDWSnISoori4OLp17apfX758OYMDA8vcPz09nc8XLeLrr7/Wb3v22Wf54H//M2icQpgyucMoRBUdPnxYv6xSq+l2113l7u/s7Mzb77zDiBEj9Nv2799vsPiEMAeSnISoouASgyF8fXxwcalcpYW+ffvqly9evEheXl6NxyaEuZDkJEQVnTx1Sr/cISCg0sddTyuufWdnb4+VleEmtgph6iQ5CVEFGo2G0PPn9etdOneu1HFarZYdO3bo1zv4+6OSEWtClEmSkxBVEBoaSlZWcX23iu43gS4xzZ07l+PBwcXHdetmkPiEMBcyz0mIKjh65Ih+2crKio5lXNZLS0sjKiqKkydPsnTpUiIjIvSPNWvenJdeftngsQphyiQ5CVEFJSuR5+fn07Zdu1v20RQWkpNz+3pxzs7OrFixAicnaXgnRHkkOQlRBadOniy1npWZWanjLCwteeD++5k+Y8YtNfiEELeS5CREJWm1WqKioiq1r7OzM97e3jRu3JjmLVrw9NNP06RJEwNHKIT5kAoRQgghjI6M1hNCCGF0JDkJIYQwOpKchBBCGB1JTkIIIYyOJCchhBBGR5KTEEIIoyPJSQghhNGR5CSEEMLoSHISQghhdCQ5CSGEMDqSnIQQQhgdSU5CCCGMjiQnIYQQRuf/Af3kifrx/JvDAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/564.jpg" } ]
<image>A B is tangent to the circle. Find x. Round to the nearest tenth.
B
65,012
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/565.jpg" } ]
<image>Find the area of the figure in feet. Round to the nearest tenth, if necessary.
A
65,013
null
A
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eNqob9wITXctqjObqz3NiibKA+kwk7g9f7WoZn/l+3C43nvxCmlrOsevIJr7wbx/E7TTufBhgwHBtOvg7NE0j3h0XWbvQCDp+MvdaUjb2kvOLzlk/v6zIy7m2FoZ8l9hdu40v3fnVOdekkjHawoT27hYOn6kCoLykNHI1g640sPpCWH0h0HmW7zh3HIXLzLNYqAF+e5dFulZcfOSHqDdnp5+y+09Qdv8JnO1jepdDebEXq8XKpZEBPqgz9nJ7hglX28VmjpwJ3ySx3Chdy4Di4+IvL7f30buGXizUML/BjQfeREMjIT6egmX5epdjaOUl4eX2Bob72Hu8Uu9yrssQ4Wr55GOONYVvTF1eUo7VYoiyDCsxPoH8peEZebbX/MGwi4Ua4rc42bUS4xMomGj54sYml9vrG+phf8P7epcTle7hau46S93HhwFY7i2/7oQg4mpJCYksm1gsdFtNBUEDLrene7g2VL2BhkZSQmKk1YvpWT4xBUD34CccOLlH32Ki0DVcH58/TX1zeC725d4y6VoztCRpiaEXC9U1XBsOvAGEV1TNy5GuNRuTiyZ80n+eQxMfmxmFbuE623mKhpZjQPgHJF1rdlKWJJOTmQ0Yb7FQ3cJ1ZdeaHJiK2VnhDXevC70dfHS6SudqLtMlXKc7GjjZWgfACnmHOGepyalkZ4TvGN9c/bZhFgvVJVwbqt4Ewus/G71rBbIcNP+rl+Z/9ep2Jep0TI69OrpbOdp0SOdqwmIerlNt9TS2Hwdghdf4865rDgs+rxuf163LNfTTlZ6aRmZ6BmCc5fYsWgx7aIgQP/rNk1wcCM/XsNheDh0BC06fhZGEENo1f9b2gAXrHMfik7/IuFErD33uG9xz70Nz2+EcxfRiwVAwFAkWYJixQaz47Rr+yeW2r/mvB+zz97PwO0Mca6peXOGyWS/faJGyJDmyeoSAgko/zgFo+urcxnUtF9oByEqJ7UJZ0eh2mfOq0hVkZxpjTiwjWPZmC862MVJundsipGM7h7gQ6seC/kMO3T9bFAuXhEsoI+ESyki4hDISLqGMhEsoI+ESyki4hDISLqGMhEsoI+ESyki4hDISLqGMhEsoY7iZBRczy7iGq2Vuc4BZAiEwyPzEEi4DcXYGKHrszJz2sf9RPxhj3jwJl1H0PZzB0D3Jc96Pnx7AhzXJPfei5kjCZRAjt83Peo/j1XboBYtb/1+tDOiFMhIuoYyESygj4RLKSLiEMhIuoYyESygj4RLKSLiEMhIuoYyESygj4RLKSLiEMhIuoYyESygj4RLKzPiKsn379lFdXU17ezs52dl8/vOf544771RRmzC5aYdL0zT+63e/y5YtW656fN26dTz++OP87U9/Ou/FCXOb9svi66+/HgnWmjVr+I9f/SpJSeHZmF955RW2bt2qpkJhWtMKV3d3N3/7k58A8L3vfY/fvvEGv/rVr6irryczMxOA3735proqhSlNK1wVFRUMDAzgdrt5+s//PPK4y+Xi33/hCwC0traqqVCY1rTC1XA8vFbP2i99ibS0tKu2/fznP+dcczM7KyvnvzphatMa0B9vaACgvLx86g7sdux2/W9jEsYzrVScPRO+C7i4uJhNmzZRUVHBsWPHKC0tZfVdd/HkU08RFxentFBhPjcNVyAQIBAIALBv717Wr18fWRCq68IF9u3dS2VlJa//9rekp6errVaYyk3HXGNjlyfGeO2111i1ahX/tG4dv3nlFR5++GEA6urqWLdunbIihTndtHNdGa709HTefucdkpPDcxqsXbuWUChERUUFr69fz3PPPUdiYuL1diUWmZt2LofDEfn6/rVrI8Ga9F8eewwAn8/HuXPn5rk8YWY3DVdCwuUJMvLz86ds93g8ka/b29vnpyqxINw0XDabDbc7PB2Pf2zqxGRW6+VdxMfHz2NpwuymdRJ11apVAPT29k7ZdmW3urKLCTGtcK2++24AKisrCQaDV217b9cuINy1li1bNs/lCTObVrjuu+8+LBYLnZ2d/ORv/oZQKLyMfHV1NS+99BIAj3/723KmXlxlep1r9WqefOopAF5++WX+aNUq7rrzTv7DQw/h8/nIzs7mySefVFqoMJ9pX8/1/PPP87WvfQ2r1Up/f39krHXLLbewdds2UlNTlRUpzGnar2M2m411//zPPP9Xf0VjYyODg4PccsstFBQYZOpgYTgzHiTl5OSQk5OjohaxwMjdP0IZCZdQRsIllJFwCWUkXEIZCZdQRsIllJFwCWUkXEIZCZdQRsIllJFwCWV0u7pvSWU/GXNbKxyAkdsSGblFrt03Iv3CtaufjCb/nPdz0YaEy6B0C1fXs8sYL82d9fOtYyFKHzw5jxWJ+aZbuDQbaE7L7J8fnP1zRWzIgF4oI+ESyki4hDISLqGMhEsoI+ESyki4hDISLqGMhEsoI+ESyki4hDISLqGMhEsoI+ESyuh2yU1tWyNLL02dwHe6LEGN9s/1M5roY7Sxex4rM7fu3h69S4iIabg0LRT5uj84RH/P0Nx2eDdAP8jaClOErvhZ6yWm4bJabXz79if4sL4SDW1e9mlJcGKNd83LvhaKtKR07rvtT/QuA4s2uQSZEPNMBvRCGQmXUEbCJZSRcAllJFxCGQmXUEbCJZSRcAllZA27m+jv72fDhg2cOXMG/9gYt99+O/evXUtKSorepRmenKG/gaqqKp74znfo7++/6vGcnBxeW78+soKuiE7CdR0+n4/PrVlDS0sLmZmZfPGLX6Suro76+noAVq5axc6dO69a41tcQxNRvfjii9rSnByt1OvVLpw/H3n85Zdf1pbm5GhLc3K02tpaHSs0Pvmzi0LTNF595RUAHnvsMbKvWALwgQceiHzd2toa89rMRF4Wo2htbeXu1asB2Ld/P8XFxVdtHxsLz7fpdDqxWGSesOuRd4tRNDQ0AOHweDyeKdtdLrl+bDokXFGcOX0aAI/HQ3d3N//7179mz549BAIBbrvtNv7zI4/w6U9/WucqjU/CFcXI6CgAbrebbz72GLW1tZFtTU1NVFRU8OLf/R3f+MY39CrRFGRAH8WYzwcQOfXw1NNP89r69fz0xRfJzs4mGAzyP370I7q6unSu1Nikc0UxOWAH+MEPf8j3v//9yL8/+9nPsubee/H7/fzfV1/lL597TocKzUE6VxQOhyPy9SOPPHLVNq/XGxlvNZw4EdO6zEbCFUVCQgIAdrudnCvOcU3KLygAoL29PaZ1mY2EK4rExEQAgsEgwWBwynaHPTyaiI+XlTtuRMIVxcqJD6Q1TaOvr2/K9smOVRTlHJi4TMIVxR133IHNZgNg+/btV20bHh7m4MGDAJSVlcW8NjORcEWRmJjIv5sYtP/TP/4jp06dAmB0dJRnn32WkZEREhIS+LNHH9WzTMOTzxavo7Ozky/edx+9vb3YbDYKCgvp7OiInKZ4/vnn+YtnntG5SmOTcN1AVVUV33/mmaveFTocDl544QW+88QTOlZmDhKumxgfH6e+vp729nYyMzO59dZbcbvdepdlChIuoYwM6IUyEi6hjIRLKCPhEspIuIQyEi6hjIRLKCPhEspIuIQyEi6hjIRLKCPhEspIuIQyEi6hjIRLKCPhEspIuIQyEi6hjIRLKCPhEspIuIQyEi6hjIRLKCPhEspIuIQy/x9xfJ4r2ZnypgAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/566.jpg" } ]
<image>Find the perimeter of the figure. Round to the nearest tenth if necessary.
D
65,014
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/567.jpg" } ]
<image>Find m \angle A C D.
B
65,015
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/568.jpg" } ]
<image>In \triangle A B C, A D and D C are angle bisectors and m \angle B = 76. What is the measure of \angle A D C?
D
65,016
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/569.jpg" } ]
<image>Each triangle in the figure is a 30 - 60 - 90 triangle. Find x.
B
65,017
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/570.jpg" } ]
<image>Find x to the nearest tenth.
D
65,018
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/571.jpg" } ]
<image>Find the area of the figure to the nearest tenth.
B
65,019
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/572.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
B
65,020
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/573.jpg" } ]
<image>Find the exact circumference of the circle.
D
65,021
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/574.jpg" } ]
<image>Find x in parallelogram A B C D.
C
65,022
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/575.jpg" } ]
<image>In the figure, \triangle A B C is isosceles, \triangle D C E is equilateral, and \triangle F C G is isosceles. Find the measure of the \angle 4 at vertex C.
C
65,023
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/576.jpg" } ]
<image>Q S is a diameter of \odot V. Find m \widehat Q R T.
C
65,024
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/577.jpg" } ]
<image>In the figure, \triangle A B C is isosceles, \triangle D C E is equilateral, and \triangle F C G is isosceles. Find the measure of the \angle 5 at vertex C.
D
65,025
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/578.jpg" } ]
<image>In the figure, F J \cong F H and G F \cong G H. If m \angle J F H = 34, find m \angle J.
B
65,026
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/579.jpg" } ]
<image>m \angle 4 = 32. Find the measure of \angle 3.
C
65,027
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/580.jpg" } ]
<image>Find x.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/581.jpg" } ]
<image>Find the area of the shaded region. Assume that all polygons that appear to be regular are regular. Round to the nearest tenth.
A
65,029
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/582.jpg" } ]
<image>Find x. Round to the nearest tenth.
C
65,030
null
C
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IOUVHSLz/PQDuvvRsFv3qPDdP1DSFZDdmKT3BSpOZ9BwLWTnWFhu0U+NCmaAGrYj0AC9l5jD7jXQAPvnDxVx2VoR7B3JCIdmDHDpRyWqTlTV1odlSg3Z8bAgT4tWgFZHuZ+Zr6fwrKwc8PSh95Sb6+/u4e6QmKSR7sJMN2rRs+6pA3+xpoUEbHUJKXWiqQSsi7jT0/g/YX3SYhKghmOZd6e5xnFJI9iL1G7QZOWZW7ypusUGbkmBgUoKBqWrQikgXKTpSjuGut8EGN089k39cP97dIzmlkOzF6jdo03OsrM2zUtpCgzYl3khqgpGpI4xq0IpIp3h3/R5+/eJKAN6ePZXrz49x80TOKSRPM/UbtGtzLZiLS1ts0KYmGpiaFMYZRjVoRaTjblnyFW98+T14wP6/X09YN36SkkLyNGcuPUFaXYN2bY6VXc01aPsFMDW2bg3aJCPnRqlBKyJtl/TIfzAVlGAMCcL87Cx3j9MshaQ00KhBW1AC1S03aKckhpMcM1gNWhFp1tHyKvr/bjHU1PLLCxNYeluqu0dqlkJSmnWisprMXcWsMrW9QTs50dBta90i4h7Lthcy45nPAHjh5lTuTE1w80TNU0hKm1TV2vj2hxJWmSxk5lhabNAmRNjXoFWDVkQA7lu6gYX/3QzAzmdmkWQIcvNEzVNISofYbLCl8CCrTBYyWtGgjTAMtK9BqwatyGnpvKeWsSF7P75BgVS8cJ27x2mRQlJcblfJUb7MNpNhspCVZ222QRs8qG4N2gQ1aEV6u6paG763vQkV1fxs7HBW3D3N3SO1SCEpnc58cg1ak33h9pYatNPiQpkQrwatSG+zdlcxE+Z+BMD8q8fz54vOdPNELVNISpc72aBdXRea21po0F4Yaw/NyYlGNWhFerDHP9vKnA++AeDrx3/BuGGD3TxRyxSS4nb1G7SZuRa+3VPSYoN2QoKByYlGJsWrQSvSU0x5bgWrtxSAvy9Vr9zYI64SKSSl26nfoM3IsbAmrwiOlze9cV2Dtv4atCH91KAV6W5sNvCc/X9w7AQXjBzKVw9e4u6RWkUhKd3eqQ3ajFwLRw8fb3rjeg3aSYlGpiYZGaYGrYjbfW8+zKiHPgDgwcvP4a9XjnXzRK2jkJQeKa/4CCtNFjLqFjmwlLTcoE1NtJ9pnhE2oEtnFRFYuGon9729FoAVD83gZyPC3DxR6ygkpVdob4N2alIY50QN6hHfjYj0ZFe8vJqPv84Dby/KXrmRAN+eUcBTSEqvdLCs3hq0bWzQpsSE4Ofj2bUDi/RyIfe9R8mBI5w5PJRtcy539zitppCU08KJymrS84pYbbKwNs/aYoN2THQIyWrQirjE3oPHibpnCQC3//wsXr5mXJv2X7FiBWvWrGH79u1UVVYSGxvLjMsu46KLLuqMcRtQSMppqarWxjd7Shy3nbTUoE2MGEyyGrQi7fLmV7v4zSurAPjg7p/zq7FRrdqvpqaGhx56iHeXLGn0mYeHB7+95RYee+wxPD0778qPQlKEnxq0adlmMnKtZOZam23QRhoGkhxftwatGrQizbr+zbW8k74TPDwoeekGBvfxa9V+by9ezJ/+9CcA+vbty9lnn42vnx+bNm7k8OHDAMycOZOFixZ10uQKSRGn8oqP8GW2/V7NrBYatIMH9SM5vm4NWjVoRRqIeXgpewoPEhU2kPy//qrV+10wbhwFBQUEBwfz32XLGDZsGABFRUVcfNFFWCwWvH182Lp1KwMHDuyU2XtGvUjEDeJC+hMX0p/ZE+3Pu9t/+ARpOWbWmOwPpN5t/qlBe+DHo3z89VF7ew/w7BfI1HhD3QOpjZwXPQhPrdwup6GDZZXsMR8CIDnO0Or9Dh06REFBAQBX/epXjoAECA0NZeasWSxauJDqqip27NhBcnKyawevo5AUaaXwAQHccH4MN5wfA/zUoF2dYyYrx8r3ew84GrS1R8v4ctMevty0h78ABPhxYUwIExOMTE4wkqwGrZwmVpusjl8mJyYYW72f2Wx2vB49enSjz6Ojfvpes6SkpP0DtkAhKdJOwYG+/HJMJL8cEwnA8cpqMusatJm5VtbvKYKKavvGJypYt30f67bv40lwNGhTEgxMTjCSmqAGrfRO6bkWx+upSa0PySFDhnDttddis9lISkpq9PnevXsdr42G1p+htpW+kxTpJG1q0Hp5kjh0UN1tJ2FMSTCoQSu9wtlzP2HLLisDg/txcNE1LjvurJkzyczMxNvbmy1btxIcHOyyY9enM0mRTuLj6UFKbAgpsSHAWdhs8N2+H+1r0OZaWZNrpexkg7amFlNBCaaCEt748vsGDdqTa9BGB6tBKz1LeVU1Wwrsl0KT40JdcszCwkJefuklMjMzAZh19dWdFpCgM0kRt8opOkKaqe0N2mlJ4Yw0BnXtsCJtlGayMu3JTwB49rpk/jBtZLuP9dRTT/H6a69RXm6/GuPh6cnNN93Ew3/+MwEBAS6Ztyk6kxRxo4TQ/iSENmzQrjSZSc9pW4N2apKRc6PUoJXuZbXpp+8jJye2/vvIppwoK3MEJICttpb8ggIOHTrUqSGpM0mRbuxgWSWrTBb7GrSnNGgbCfAjOTbEvgatGrTSDaQs+Jys7/dBH39qX7qBjvwO983XX/P5559TUlJCRkaGYzGB8PBw0tLSCBowwCUzn0ohKdKDHK+sJiOviNXZ9jVoGzRoT+XrzZjoIaTE2xu0kxIM9FODVrpIrc2G1+1vw4kKUs+KZM0fXLfOakVFBbfecgsrV64E4L777uOP99/vsuPXp5AU6cFONmjTsi1k5ppJzyuGMucN2qSIwT+VgRKMDOnXuuXBRNpqQ8EBznvk3wA8ctX5zJ0x2qXHLykpYezYsVRXVTFm7FiWLVvm0uOfpO8kRXowZw3aldn2ezXT8xo2aLPzi8nOL+b1L7eBhwdRxgEkxxlIVYNWXGyVyep4PbkNiwicZDKZ+H7bNrx9fLjiiisafT5kyBBCQ0LYv38/RVZrE0dwDZ1JivRyJxu06SYLWXlWrMWlTrcdPKgfKfFGJiYamZpoVINW2u2SF9L4fMNu8PWm4tWb8PVq2/fj9917L++//z7+/v7s+eGHJrf52c9+xvfbthEbG0vm2rWuGLsRnUmK9HKnNmgLDx8nzWRljclMVq7Vvq5mvQbtR18f5aOvcwHw7h/IlDgDExLsa9CqQSutlZ5nP7sbEz2kzQEJ9jNFgIrKSg4ePNjkvZAlxcWAvbzTWRSSIqeZoQP6cOO4GG4c99MatCcbtGtzrGzfWwLVtQBUHynji017+GLTHv4MjgbtyTVoLxyuBq00lld8xHGZPyW+fUvGRUTal3u01dayZMkSfv/73zf4fFVaGta6y6yxsbEdmLZ5utwqIg20t0E7JSmM1LhQNWiFlzJzmP1GOgAf//Fi/mdURJuPUVZWxujRozl29CheXl7c/8ADzJgxg+CBA1m5ciWPPPIIpaWlePv4sG7dOiIi2v4zWkMhKSLNqqq18dWeEla3sUE7OdHIFDVoT0uzXs/gg7Um8PSg9JWb2r14/9+efZa//e1vzW7z21tuYe7cue06fmsoJEWkTWw22Lzvx7rbTk5p0J5KDdrTUsQDH1BoPUx85BBy5l/ZoWO9vXgxjz/+eIPVdgACAgJ49NFHueHGGzt0/JYoJEWkw0xFR0jLrluDtoUG7ZDB/UmOMzAx0ci0JCMjDGrQ9iZFR8ox3PU22OCmqSN58/qOPwy5qqqKnJwctm7dio+3N2eceSYJCQl4eXm5YOLmKSRFxOUKDx9n5U4L6bn2hdv37D9kPwVtghq0vcs/N+zh2hfsK+G8PXsq19c9pLynUkiKSKf78XgFq0xW+xq0uQ0btI0E+JESG8IENWh7pFuXfF23WAUUPn894QM6b/HxrqCQFJEud7JBu6quQbuhhQbt2OgQUhLsZSA1aF3IZuPIX9PwGz8M33HD8PDr+OXLEY9+RHZ+MYaQICzPznLBkO6lkBQRt6usqeXrHw6wKttMZo6FjF3NN2hHRAwmOcHApAQ1aDuiaruFwskLAPDw98X/rGgCU2LxnxSP75ih0MZFAI5VVNHv9sVQU8svL0xg6W2prh+6iykkRaTbqbXZ+G7fwboykJU1eVbKS5tv0KbEG0lNsJeBIoP7dO3APdSRv2fw4/xP8AkLxjOoD5W5+7HV2C+De/YNIPCc4QSkxOI3KR6fkQZaetbVsu2FzHjmMwD+fvNE7kpN7PS/Q2dTSIpIj3CyQZtuMpOVZ6Wo5IjTbYcM7k9KvIGJCfbbTtSgbVrJVW9wLDObyO/n4BXSj9rDJ6hYs4vyzFzKvtpFZX6xo3DlFdyPwPNiCEiJw39KPF7DBzU63h8+3Mhzn24CYMczs3rF/+4KSRHpkeo3aNfmWPnB3HKDdmKCgalJRsZGqkFLTS0FcY/gHRJE+DcPNL1J0VHKV+dSkbmLsm92UbX/R8dn3oaBBI6LwX9iPAGT4/E09uf8p5axPns/3v0DqXrxuq76m3QqhaSI9ArtbdBOSQzjwpj2LcLdk1WuL2D/pc8z4NfJDHyudTf81+Qf5MTqXMoz8zixfjfVB+rO5j088IweQnRiMNhsTBsVyZd/dN1Dlt1JISkivdKxiioy8opZbWpbg3ZKkr1B29evdzdojzydxo9/+xzDazcRcPmZ7TpG9U4r5WtyObF2F2t3FvKL0aEAPDokmMf/dpUrx3UbhaSInBYqa2r5ancJq3MsdQ3aIiiraHrjUxq0U5OMDO7Tuxq01hmvUL5xF5HZ8/B0wb2Mc5dt5bF/fQNA5pXnk3L56A4fsztQSIrIaanWZmPz3oOkmSxktqJBG20cSHK8oVc0aG0VNRTE/RnfYaGEZdzrkmNOXfgFq77Lh+paKt+6FR8X3HPZHeh5kiJyWvL08OCcqEGcEzWIh352BgDZ1lLSTBYyTJaGDVqbjXzzQfLNB1mSvhOAkMH9Se6hDdrKb37AVl5J4IWueQ6jzQarcu3Pdjzfw7PXBCQoJEVEHJIMQSQZghz39+07dJyV2RbS60KzfoO2+MAR/nPgCP/5KhcA36BAJscZmBDf/Ru05WvyAPBPjXPJ8bZbDsNx++IPF4QPdskxuwtdbhURaaWTDdrVJnuDdse+5hu0E+JCmRBvZHKisVs1aC3TX6Bi+z6ids/HI8C3w8dbtHon9y5eC8B/fzmOSy87q8PH7C4UkiIi7XSyQbsq28zaXCsb84udN2j9vDknOoSUeAOT3digtR2roCD+L/iPisKw4k6XHPPKl9fw0de5UGvj2Bu/oU8vWltXl1tFRNqpr58Pl5wRziVnhAMNG7QZORYy6zdoK6rZmGNmY46Zhf/F0aBNSTAyKdHIlERDlzRoK9buxlZdQ8CFrrnUCpBlMgMw0sOzVwUkKCRFRFzG18uT1PhQUuNDYcboBg3ajBwLq/OsVJaW2TeuqWVnfjE784t59YutjgZtSryB1LoHUkcMdH2Dtjy97vvISa4JyX2HjlNy6BgAF4Q3Xqqup1NIioh0kpYatGtzrRQfaNygfeeUBm1qopGpiUaSXNCgLft6F54BfvieF9XhYwGkZVscryeNd01btjtRSIqIdCFXNWinJYUxJjK4TQ3a2oNlVORa6DMuDg9f19ymkZ77U0hOn9Lzn/pxKoWkiIgbRQzsw83jY7m57izswMk1aJto0FaWlrFi4x5WbNzDwwCBfkyItTdopyQaGd9Cg7Y8fRfU1hLgovsjAdZt3w9AlIdnr1uVCBSSIiLdyuA+fswcG8XMsfbLoccqqkjPK2J1tqVxg7asgsxte8nctpf50GKDtiLDfkbqNznBJbMeOlHJ7pJSAMYZg11yzO5GISki0o319fPh0jOGcukZQwF7g3bd7hJWmyxk5rbQoPX2ZGTEEJLjDUxKNDLy29307xeI79nhLplttckKdTcRTrwgxiXH7G50n6SISA9Wa7Oxae+PpGVbyMy1NmzQnsoGw45WkDztDFLPjuxwg/au97/lxc+3ALB74bUMH9S33cfqrhSSIiK9TLa1lJXZ9ttOsuo3aJsQGujPhSPCSR01tM0N2rMfWsoW80GCPT35cfEtrhi921FIioj0cnsPHifNZGH1t3tYZ7KQf6Lc6baBAX5MTDQyYUQ4UxONThu05VXVBNzyJtTauCQsmGV/7R3PjzyVQlJE5DRz4HgFq3ZaSMvK4yuTmZ3NhCZ+3kyMNzIhMYzJCT81aFeZrEx98hMAnr78XB64ckwXTd+1FJIiIqe5YxVVrNlpYVVGDlnZZjaVlYOz2y99vDh3WCgb8ouh0t6y3TT/l4yJ7H2r7YBCUkRETlFZU8u6nWZWpmWzNttMVtkJ8HSSmp4e1L51K930qWAdppAUEZFm1dpsbNhh5ssVO8jKMZN1/ARl3vZFCyYYBpLxzK/cPGHnUUiKiEibfb/dwpfLtxE9PoZfuHAFn+5GISkiIuJE93hMtoiISDekkBQREXFCISkiIuKEQlJERMQJhaSIiIgTCkkREREn9DxJERFptarKSj759FM++ugj9u3di9VqpaysjL59+zJmzBhSU1O56OKLiYiIcPeoLqH7JEVEpFXeffdd5s+bR2lpabPb+fr68ticOdx0001dNFnnUUiKiEizqioruf3221m+fHmb9ps5cyYLFy3qnKG6iL6TFBERp2w2G7fddluDgPTz82PWrFl88umnmHJy2LV7N8tXrOA3v/kNPj4+ju0++OADvvjiC3eM7TI6kxQREacWLFjAwueec7yPjIzkn++9x/Dhw5vc3mQycekll1BWVgbA0IgI1mVl4ePr2yXzuprOJEVEpElHjx7l9ddfd7wPDw9nxRdfOA1IgMTERB6bM8fxvnDfPjZs3NiZY3YqhaSIiDTptVdf5djRowB4eXvz2uuvM2DAgBb3mzVrFv4BAY7367/9trNG7HQKSRERaaS8vJw333rL8X5Saipnn312q/b18fFh5IgRjvc7du50+XxdRfdJiohII4vfeotDBw863t/cxts5ln74IZWVlYC96NNTKSRFRKSRNWvWOF4PjYggdfLkNu3v7++Pv7+/q8fqcrrcKiIijezbt8/x+orLL3ffIG6mkBQRkQZsNhtms9nxPi4+3o3TuJdCUkREGigsLHR8nwgQHR3tvmHcTCEpIiIN7M7La/A+KirKTZO4n4o7IiLSwKFTFjDv06dPm/Zfvny5Y8WdYcOGMWbMGJfN1tUUkiIi0sCpZ475+fmMqHffY3N27NjBb26+2fH+scce69EhqcutIiLSQMwpy86ZTKZW7/vKK684XgcEBHDNtde6bC53UEiKiEgDQQMG0L9/f8f7t958s1X7rVu3jo8//tjx/uJLLqFfv36uHq9LKSRFRKSR/6l3b+SmTZvIyMhodnuz2cytt95KTXU1YH/w8h133NGZI3YJhaSIiDRyzz33NHg25I033MCHS5c2ue0777zDlMmTGyxj98STT5KUlNTpc3Y2PU9SRESaNH/ePF566SXHew8PD2JiYhg1ahThQ4eye9cuduzYQUFBQYP9rrv+ep5++umuHrdTKCRFRMSpBQsWsGjhQloTFf7+/txxxx3ce999eHl5dcF0nU8hKSIizfr444/5xxtvsPm777DV1jb63NPTk+TkZJ5+5plet/CAQlJERFrFbDbz2WefYbVYKC8vJzYujjPPPJORI0cSUO8hy72JQlJERMQJtVtFREScUEiKiIg4oZAUERFxQiEpIiLihEJSRETECYWkiIiIEwpJERERJxSSIiIiTigkRUREnFBIioiIOKGQFBERcUIhKSIi4oRCUkRExAmFpIiIiBP/DyibDnQFgq8LAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/583.jpg" } ]
<image>Find the measure of \angle A to the nearest tenth.
C
65,031
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/584.jpg" } ]
<image>In \triangle P Q R, R S = 3 and Q S = 14. Find P S.
B
65,032
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/585.jpg" } ]
<image>Find x if A C = x - 3, B E = 20, A B = 16, and C D = x + 5.
B
65,033
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/586.jpg" } ]
<image>Find the perimeter of \triangle A B C.
C
65,034
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/587.jpg" } ]
<image>If B T = 5 and T C = 8, find C D.
A
65,035
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/588.jpg" } ]
<image>Find y. Assume that segments that appear to be tangent are tangent. Round to the nearest tenth if necessary.
C
65,036
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/589.jpg" } ]
<image>The area of trapezoid J K L M is 138 square feet. The area of trapezoid Q R S T is 5.52 square feet. If trapezoid J K L M \sim trapezoid Q R S T, find the scale factor from trapezoid J K L M to trapezoid Q R S T.
C
65,037
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/590.jpg" } ]
<image>A E is a tangent. If A D = 12 and F E = 18, how long is A E to the nearest tenth unit?
A
65,038
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/591.jpg" } ]
<image>Let J K be the median of A B T Q. Find J K.
C
65,039
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/592.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/593.jpg" } ]
<image>Use parallelogram J K L M to find m \angle J K L if J K = 2 b + 3 and J M = 3 a.
C
65,041
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/594.jpg" } ]
<image>Find the measure of \angle 6 if A B \perp B C.
B
65,042
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/595.jpg" } ]
<image>Find the perimeter of the polygon for the given information. B Y = C Z = A X = 2.5 diameter of \odot G = 5.
C
65,043
null
C
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SvdJoNMPLZ/282x8BiqtTtzbZ+fS6GvQaFZF0nuFSvRMUT9rVOWTlabpIeBJCCCFuglxB4d2+MP/j7T7e6AwSSRXbEKhVsKrWyl9ta+Ljq6pxm3RcXuddUBQOD0T41dHR8grVkmozj63x0lAKSNFUjuHLVp6k5ml6SXgSQgghplksneeF0z7+7529nBqJl/szGbVq7mpz8T/d1cKtTXasBs37HtvtT/Jc+zjdgSRQPEl3Z6uDh5dXoS6lrEg6Vy4iN2jVuM06LHq5xU8X+c4KIYQQ02gonOan7w7zgwODDITT5ErH6TxmHU+s8/LtrU20ekzoter3PTaVK7C/J8xzJ8fLj1tdZ+Gz62uxm4q38HxBIZzMEUhkAbDqNdTa9KilS8G0kfAkhBBCTIOConByOMbf7+rn+VM+AskspfIm2qpM/PkdjXxuQy3VVl15Bem9zozE+fWxMXylYOS16rl/iYeNLQ4uPiKeyTMay5TDld0oxeLTTcKTEEIIMcVS2QJvnQ/wt2/18e7ApTYEOrWKTS12/vOOFra3uXAYr34bDiZzvHk+yNtdQRQFVCpY32Djs+trMF62SnX5lh3IQOCbQcKTEEIIMYV88QxPHRvln/cM0O1PXdG48mMrqvib7c0sr7Fc0YZgIscHo/ziyAjxTDF4tbpNfHJVFW3V5iu+LprKX9mmwCg9nqabhCchhBBiinSOJ/jO3gF+dXSU8Xi23Myy0WHgTzbW8ycb66mzG65oQzCR/lCKF874ODkSA4pF4JtaHDyy2vu+x0bfs/Jklx5P007CkxBCCHGDsnmF/T0h/sfbfezqDhEuNbJUq2BdvZW/3t7MQ8urcL2nDcFEcgWFd/oiPHVsjMzF+XVeM59e56Xa+v5QFEnlGY4WV55UFHs81dhk5Wk6SXgSQgghbkAkleP3p8b5u539nB271IbApFNz3xI3/3lHCxsabVj0729DMJGO8QS/PTHGULgYiJwmLXe1ubinzT3hCbrLV55MOjXVFj2GD9kSFDdGwpMQQghxnfpDKX50cIifvDPEUOTSibdqq47Prq/lm1saWeA2otdcW5iJp/Ps7grx0hl/ufP4mjorn9tQi2WCHlCZfIFAIks0XVzpshm01Nr1SJeC6SXhSQghhJikgqJwbDDK3+3s5w9n/QQTWRSK22ZLvWa+taWRx9fWUPUBbQgm0j4S45dHR8rz6xocBh5eXsWaeuuEXx9L5xmJZChltmKxuGzZTTsJT0IIIcQkJDJ5XusI8D/e7uPoYLR8Gk6vUbF1oZP/vKOFLQsd2D+gDcFExmIZXj3n52BfBIXi/Lrbmuw8sd571ZWraCp35Uy70sqTmF4SnoQQQohrNBbL8IvDI/zrvgF6g6lyQbfTpOWRVdX81bYmlngtV/RhuhaKonBkIMIvj46SKs2va6sy8ejqahodxqs+LpKeoE2BrDxNOwlPQgghxIdQFDg7Fuef9/Tz2xNj+OLZ8lZZi8vIVzfV86Vb66mz69Fcx1yUbn+K3530cd5XnF9n1mvYutDJR1dUfeDzRdNXrjzZDDIQ+GaQ8CSEEEJ8gEy+wO7uYhuCfT3hcj2SRqViQ6ON/7SjmfuXuHGadddVqJ3OFTjQG+LZ9svm19Va+Oz6Gpxm3Qc+NpLKM1xaeVKrVDiNWqosH/wYceMkPAkhhBBXEUrmeObEGP+4u5+O8UR5S82i1/DgUjf/aUcza+qvvQ3BRM6Mxnnq+Bjj8eIKUrVFx31L3Gxe4PzQMBZN5xgtrTxZ9WpqbHq013iyT1w/CU9CCCHEBHoCSZ7cP8jPDo8wEs2QL60K1dr0/NEttfzZ5kaaXUZ0mutvDBBK5njrfJA3OoMUrphfV/uh41uS2TzjsWy5r5TNqKVWOovfFBKehBBCiMvkCwqHByL832/38VpHgFAyV25DsKLGwl/c2cQjq6vxWPQTNq2cjONDV86vW+Ay8YlV1Sx+z/y6iUTTeUaiaUqlV9gMMtPuZpHwJIQQQpTEM3n+cNbP373dx/HhGIlSqDFo1WxvdfKf72pmU4sDm+HGb58D4TQvnfFxYjgOFFsdbGqx8+hq7zWtZkVT759pJ20Kbg4JT0IIIQQwHEnz80PDPHlgiL5QimypDYHbrOOxNV7+4s5G2qrMGCbZhmAiuYLCob4wvz42RiZf3HZbXmPh8bU1eK9x623iNgUSnm4GCU9CCCHmNUWBUyMx/nF3P8+dHCeQuNSGoNVj4hubG/j8hlq8tutrQzCRzvEEv20fZyBUDD8Oo5Ydi1zct8R1zVuB722QWWxTINt2N4OEJyGEEPNWOlfg7fNB/sfbfRzsCxNNF7fptGoVtzfZ+Zsdzdyz2I3TNHW3y0Qmz54LIV487btift1n19dgncR2YDR9qU2BTqPCbdbimMLrFFcn32UhhJhDsgOH+MOvfsyPX+/FteYBHvvy13l4xY2uRiikh4/x+lM/5WcvdxBXVbPy/k/xxW98gpWzeKEjkMjym+Nj/POefjp9SdKlNgQ2g4aHlnv4m+0trKqzYNZdfxuCibQPx/jV0VFCyWK/qHq7gYeWe1jXYLvm5ygoCuFUDl88C4BVr6HGpp/UHD1x/SQ8CSHEnFEg6huis/0Ip8+OU+tcSzCpfPjDPkwuwPmju3nxudc5eiFBQR3GtjpIsnDjTz1TuvxJvrdvgF8cGWU0dqkNQYPDwJdvreNPNtbT6LyxNgQTGY9leK0jwP7eMArFRpu3Ntn49LqaSdVSJTIFxmKZ8ngYu1ErY1luIglPQggxVxRCDA100dEVYOpyTYHohRMceP0VDvQnpvB5Z0auoHCwN8zf7ezjzfPB8uqPWgWr66z81bZmPrqiCo9Zx1Qv4iiKwtGBKL86OlruzdRWbeLR1V5aXFefXzeRSCpX3rKDi20KpFj8ZpHwJIQQc0KBaE87h3a9zZGRLDA1XaaV5CCn332L13adJ5qbkqecMdF0jhdO+fj7Xf2cGomRKAUYo1bNPYuL3cJva7JjNUztNt1FFwIpfndqnA5fAgCzTs3WBQ4+9iHz6yYSSV/ZpsBm1FIrxeI3jYQnIYSY7XIxRs/u4Xf//jOeeuUsoakKOUqWsbNH2PXqm5wMZJiCDcAZMxhO85N3hvjRO0MMhNLlGXJVFh2fWVfDN7c00uoxoZ+CNgQTyeQKHOgN80z7eLkFwspaK0+sq8H1IfPrJhJN5Rm5oseTrDzdTBKehBBilsmHB+loP8KRc8OE/MP093Rx/nw3fUM+wrGpCzn50HmO73uN1w+NobO7cRg1BEbGyU7R898MBUXhxFCMf9jVz4tnfPgTWUoH3FhcZeLPtzTyxLqaaS+2PjMW5zfHxxiLFQNPlUXHvYvdbGl1Xtf2YDSdf1+bglqpebppJDwJIcSsopD1dXHkpZ/xnVe6yeQyZNJp0uks+alcGlJi9LYf5M1X9tGn1HPLhlU0mXp4/sXZE56S2QJvdPr5u519vNsfJVZqQ6BTq9i8wMF/2t7MtkWuKW1DMJFwKsfb54O83hkozq8D1tdb+eyGmus+yVfctivWPBm1aqosuik/FSiuTsKTEELMNrk0iWgQvz9Aflr+AoXU4GkOvfUyu84l8ay8m633bsZ08uc8P0tOwo/HMvz66Cjf2TdAdyBFptSGwGHU8vGVVfzltiZW1Fg/dPjuVDgxFOOXR0fLPaRa3EY+trKaZV7LdT1frqAQTGTLxe42g4Zam37KC9zF1Ul4EkKIWUWFrmEt937lf6PpwdiVW3QFH2f3vsrzv9lL343UPWV9dB7ZzetvnCBkbeXuO+/l3g0WDp+6wUu/STrG4nxn3wBPHRtjLJalUNqna3Ya+crGOr58Wz0NDgPaKeoW/kGGSvPrjg3FgNL8umY7n1pzbfPrJhJL54vtFUqvy2aUzuI3m4QnIYSYZTSWKppXbaJ++XsaB+T7MPraeeuGFlMKhLtPsP/113h3WEvTHZu5+747aDKf5PCNPO1NkM0X2Huh2IZgV3eIcOpSG4L19Tb+anszH1nuwW2a+jYEE8kXFA71R3jq2Fi5Aecyr4XH1tTc0ADfSDonxeIzTMKTEELMNio1Gp0ezXsPaeX06LRqbiQXKPE+Tr3zBq/svUCudh233n0/dy6xoR29kQuefuFUjt+1j/OPu/s4M5Yo91Ey69Tcv8TD3+xoYn3D9LUhmMh5X4JnTo7TG0oBYDdo2b7IyX1L3TdUnB5N5a/s8SRtCm46CU9CCCGKlDQjZw6x85W3ORdzsmTLNu69ezUevaqi2xT0BVP86OAQP313mKHIpTYEXquez22o4c82N7LQY0Svmf76pouS2Tx7L4R54ZSv3L18Tb2Vz6yvxW68sVtvsUHm5SftNNTZZOXpZpLwJIQQAoBcoJNje17jjaM+jAu2s/ne+7i13oQapqkw/cYUCgqHB6L8w+5+XjnrJ5DIolA8zbbMa+abWxt5bE0N1VbdTZ/5dnI4zq+PjRJIFM8m1tn1PLjMw4bGa59fdzXRdI6RUpsClapYBO+V8HRTSXgSQggBhQg9J/bzxqsHGaSB2zfezX1bF2Kt0NPviUyeV875+fud/RwZjBLPFOOdXqPizlYnf7O9mS0LnThucJXnevjjWV7vDLDnwmXz6xrtPLHOi3EKmnBG0nlGosVtO7NOg9eqv6mrakLCkxBCCBSSA6d4981X2XM+TdXqW7jz/h0sd+luqH5quoxGM/zHkRG+v3+QnkCyPBzXZdLyyGov397ayDKvBeNNaEPwXooCRwaL8+sS2WKgW1Rl4pOrq1ngNt3w86dzBfzxbDks2kttCsTNJeFJCCHmOSUzxtnDu3jtzZNEbIu4Z+u93LuhBkOFJSdFgTOjMf5l7wDPnBhnPJ6hVE7EQreRr25q4Au31FJnN0x6VtxU6Q0mef7UOGfG4gCYdGq2LHDw8ZVVU9IaIVpadbr4uqVNwcyQ8CSEEPNantD5Y+x77TUOj+lp3noHd91/B43mytoGyuQK7OwO8Xc7+9jXEyZSakOgUau4rdHGX29v5t4lblzmmVsty+YVDvZGeObE5fPrLHx6XQ0e89SsDkVT0qagEkh4EkKIeUyJ9XDywBu8tq+PQu0t3LrjPrYtsVXUzSGYzPLMiTH+ac8AHWMJUqWeSVa9ho8s8/BX25tZW2/Fop/ZAq0zY3F+c2KM4VI9kses457FbrZd5/y6iUTS+StP2snK04yopJ8PIYQQN5OSYuj0Id5+dSedCRfLtm/jnrtX4dZVzn7dhUCSH+wf5N+PjDAUyZSP/dfZ9Xzhljq+uqmeFpfpurt1T5VIKsfO80Fe7fCX59eta7DymfU1mKcw1EVSuXI4g0ujWcTNJeFJCCHmKSXSw5lDu9l9wkfe3Iwm66Pj9d8wOMG9Xgld4GinvzR8OMH4+UO89ksN5+xeFq9cx+3La6b02vIFhXf7I/zDzn5e6wwQvKwNwcpaC39xZxOfWFVNlUXPDJU3XeHEcIxfHRslkioWcje7jHx0RRUraq5vft3VRC/rLq5Vq3CZdLjN7+2WKqabhCchhJinlHScWChIKFkgnx7izO5n6Xv3KreFfIZUMkEOQIkxeGonv+19B713LY/8UfWUhqdYOs9LZ3z8w65+TgzHyifLjFo1O9pc/PW2Jja1OG642eRUGY6kefmsnyMDUQB0GhW3N9t5bE3NlLYQUBSIpIpz7QAseg1em37GiuPns8p45wkhhLj5FAVFKaAASj5DMpohGb2WB+bJpmKEUjHU2hCxZHbKLmkonObnh4f54YEhekOpcuG1x6zj8bVevrmlkcXVZgxT0C9pKuSVi/PrRsu1WMuqLTy2xku9Y2q30xLZPOOxDJnS3yOdxWeOhCchhJinVCYPzavv5KFH60l8yPwVJTFOb8cpTnQHyKvMVLUsYeXaVjzuhaxdXHXD16IoCu3DMf5pzwC/PzWOP54tH8dvqzLxZ5sb+Mz6GmptM9eGYCJdviTPnRznQqA4v85m0LCt1ckDNzi/biLRdJ7haKY8KscuxeIzRsKTEELMUyprIyvu+izNGy/1S7qawtAhXvj5v3K6O0BeZaNxzd088TefZq1Zh9livaHrSOUKvNUZ4O929XOwN0w0Xdym06pVbGqx89fbmrlrsQuXqbJqe5LZAvsuhHj+lK88T29NXbFI3DEN1xpN5cqdxQFsRmlTMFMkPAkhxHyl1mGyuTBdw7i1fNaF3awrHblXozPZcHtrqLnBptn+eJanj4/ynb0DdPqSpC/bkvroiir+clsTq2utU3pibaqcGonx1PExfKX5dbU2PQ8s9XBrk31a/r5I+sqBwHaDllpZeZoREp6EEELMiPO+BN/bN8ivjo0yEr3UhqDRYeDLt9Xxx7fX0+Q0zngbgokEElne6AywqzuEooBapeKWRjtPrKuZtrEwkVSe4ciVbQqk5mlmSHgSQghxU+XyCgd6w/z9rj7eOh8kmCx2C1erYG2dlb/Y1sTDy6uosuinrLnkVFIUODpQnF938STgIo+JT66uorXqxufXXc3lbQoMGjUesw6rofJW5OYDCU9CCCFumkgqxwunffzj7n5ODsdIZIvbdCadmnsXu/nr7c3c2mTHVsGhoC+U4oUzPk6PFufXGbVq7ljg4OMrqqdkft1E8gWFUDKHv7RFaDVoqLEZprwoXVwbCU9CCCFuiv5Qip++O8xP3xmiP5QmW9qmq7bq+My6Gv7sjkYWeUwV04ZgIsX5dWF+e2KMzGXz6x5f66XaOn1baPFMnrFYplyYXjxpJ1t2M0XCkxBCiGlVUBSODUb5p939vHjGjz+RRSmd7ltabeYbdzTy6XXeYsPHCl9JOTcW57cnxhgMF7fPXCYtd7e52dHmmtYtxvfNtJOBwDNKwpMQQswVmnrWPfwX/N0tXyBVUKGzuKiqmZobrLpmLfd/8+9Y89kEBZUOs7OKmms46JXM5nntXIC/39XP4YFIuQ2BTqNiywInf72tmW2LnDhNlX87iqZz7OwK8uq5AAVFQQWsb7DxmfXeaR9KHE3lGLmsWFx6PM2syn+3CiGEuDYqPVZ3A1Z3wzQ8tQVXfSuu+mt/zFgsw6+OjvK9/YN0+y+1IXAYtXxyVRXf3trEilorpmk6nTbVTgzF+PWxMcKpYoF7k9PIwyuqWFV7Y32urkVxIPCVK0+1NglPM0XCkxBCiCl3dizOd/cO8PSJMUajWQqlfboWl5Gv3F7Hl26to8FpnLYC66k2Ek3zyjk/hwYiKBQbeN7ebOOxNV70N6FGK5q+1KZABTiMGmqlTcGMkfAkhBBiymTzBfZ0h/j7Xf3svhAiVGpDoFGp2NBo4y/vbOKBZR485Yabla+gKBzuj/LUsTGSpdOBS71mHl3tpcFxc1Z/Ipe1KTDp1FRZ9BVdWD/XSXgSQggxJULJHM+1j/Evewc4PRovBw2zXsODS9381bZm1jfYZl1voi5fkt+dHKfLnwSKbQLuXOjkweWemzJnL5MvEIhniZTqxWwGLbX2yuyBNV9IeBJCCHHDegJJfvzOED87NMJgOF0+Ul9r0/O5DTV8bVMDCz0m9JrZtVqSyhXY1xPid6fG3ze/znmTZu3F0nlGo5ny1qfNqKFO6p1mlIQnIYQQ1y1fUDg8EOEfd/fzyrkAgXgWhWJdzvIaC9/a0sgja6rxWvWzsqHjqZEYTx8fYzxebE5ZY9Vz/1IPtzc7uFmvJvqeYnF7aeVJzBwJT0IIIa5LPJPnlbN+/nF3P0cGo8RK20p6jZrti5z81bYmtixw4pgFbQgmEkxkebMzyM6ui/Pr4JZGG59e672pJwQj6by0Kagws/MdLYQQYkaNRDL8x5ERfnBgkAuBZLnbtsus5dFVXr61tZFlXsu0DcmdbooCRwej/PrYKLHS/LpWt4mPr6qmrcp8U6/lfW0KZNtuxkl4EkIIcc0UpbiV9Z29Azx3cpyxWIZSKRCtHhNf3VjP5zbUUu8wzJo2BBMZCKd48YyPkyPF+XUGrZrNCxx8clUVOs3NfV2XtynQqFQ4jVqqLHL7nkny3RdCCHFN0rkCO7uC/MOufvb1hMvNIjVqFbc32fmrbU3cs8SN26y7afVA0yGXVzjYG+G3J8bLjT1X1Ez//LqriaRyjJZWnsx6NV6rHu0sK7yfayQ8CSGE+FCBRJbfnhjjO3sHODeeIFVqQ2A1aHhomYe/vLOJtQ22aR9TcjOcG4/zTPsYA+Hiao/TpOXuNhc72lw3veg9mc3ji2dJlkKc3aCV5pgVQMKTEEKID9TlS/LkgUF+eXSEoUiGfGmfrt5u4Iu31PInG+tpcZtu+nbWdIil8+zqCvHyWX/5da6rt/LE+hpshpt/y4yWisUvDlK2GWUgcCWQ8CSEEGJCuYLCO70R/nF3H693BgkmSm0IVLC61sq3tjbyiZXVVFl1s7INwURODMd46vhouTN6o9PAQ8urWFM3/fPrJjJhmwIpFp9xEp6EEEK8Tyyd48XTfv5pTz/Hh2LESyfOjFo1d7W5+KttTWxqcWA3zp3byGg0w6vn/Bzsu2x+XZOdx9Z6Z2wUynvbFMjKU2WYO+96IYQQU2IwnObnh4b50TtD9AZTZEttCKosOh5f4+UbWxpZXG3GOIdmqxWUYrPPp45fml+3uNrMI6uraXYaZ+y63rfyJD2eKoKEJyGEEAAoisLxoRj/sneA50/58MUvtSFYXGXm65vreWJdDXV2w02Z6XYzXfCn+P0pH+d9CQAseg13LnTw0LKqGX2tkcvaFOg0KlwmLfZZ2nR0LpF/ASGEEKSyBd7oDPCPu/s42BclUmpDoFWruGOBg7+8s4kdbS5cs7wNwUTSF+fXnRwvr7KtrrXy6bU1uMw3Z37dRAqKQjiZK4+Gseo11Nr0aOZIfdlsJuFJCCHmOV88y6+PjfK9fQN0+pLl3kZ2o5aPr6ji23c2sarWgnkOtCGYyOnROL85McZYrLg9Vm3Vcd8SF5sXOJjJnJLI5BmLZcqBzm6UYvFKIeFJCCHmsY7xBN/fP8ivj40yEr3UhqDJaeDLt9bx5dvraXIa50QbgomEkjneOh/grfNBCkrxJOEtDTY+vb5mxsNiJJ1nJHpZsbhBisUrhYQnIYSYh3J5hX09If5xdz9vd4UIJIpbQ2oVrKu38e07m3houYdqi35GV1+m27HBKL8+Oka0NNR4odvEx1ZWs7TaMsNXVioWj1xZLF4rxeIVQcKTEELMM5FUjt+fGuef9wxwciROotSGwKRTc/8SN39xZxO3NdtnpCnkzTQQTvPSWT/Hh2MAGLQqNrfY+eSq6opYaSuuPF02ENigoU66i1eEuf2TIYQQ4gp9wRQ/fXeIfzs0Qn/oUhsCr1XPZ9fX8LVN9SyqMs9YX6ObJVdQeLcvzG+Pj5ZrvJZ7LXxqjZfaCtkaK648Xdq2k5WnyiHhSQgh5oGConBkIMq/7BngpbM+fPFseeTHcq+Zb9zRyKfWeKmx6edcG4KJdI4neLZ9nN5QMZw4jFp2tLm4Z7G7YrqlR9L5co8no1ZNlUWHWTc3i/ZnGwlPQggxxyUyeV49F+CfdvdxaCBaru/RaVTcudDJX25rYlurC+c86R8Uz+TZ3R3ipTOX5tetrbfyxLqaiumYnssrBBO58pgYm7HYpqBCct28VxnvEiGEENNiNJrhl0dHePLAIN3+VHmLymnS8slV1XxrayMraiyY5tGKRntpft3FIvkGh4GHlntY12Cb4Su7JJbJM3rZ6UebQbbsKomEJyGEmKPOjMb57r4BfntijJFolkJpn26B28hXbq/nC7fU0ug0op0H23QXjccyvHYuwP7e4vw6jVrFbU02HlvjrahxM5FU7oo2BXYpFq8oEp6EEGKOyeQL7O4O8Y+7+tl9IVTe+tGoVNzaZOPbW5t4YJkHj1k3r7aBFEXh8ECUp46Plk8YLq4y8clV1bS4TTN8dVeKpvNXtCmwSbF4RZHwJIQQc0gwmeXZ9nH+de8Ap0fj5SG3Fr2Gjyzz8O2tjWxotGM1zJ9tuosuBFI8f8rHufHi/DqzTs3WhU4eXlFdcatvsvJU2SQ8CSHEHHHBn+RH7wzxH4dHGAinyZXqZersej6/oZY/2VhPq8eEXlM521M3SzpXYH9PmOdOjpXbM6yqs/L4Wi+eGZxfdzWR9KU2BWoVOExavFYJT5VCwpMQQsxy+YLCu/0R/nlPP6+eC+CPZ1EAFbCy1sKfb2nkkVXVeG36ijmGf7OdGY3z2/axctPJKouO+xa72bLQWZFbl9HUpQaZZp2GaqsefQXVZM13Ep6EEGIWi6fzvHTWxz/vHuDoUJRYqQ2BQatmR6uTv9jWxB0LnPOmDcFEwqkcb3cFeaMzUJ5ft6HBxqfXebFU4LDjdK6AL54lXqrLshlly67SzN+fJiGEmOWGI2n+/fAIPzo4xIVAiky+WN/kNmv51Bov37ijkWVeCybd/F6xOD4Y5aljo0RSxTCywGXkoyuqWFYz8/PrJhJN5xmNpintuhbbFNikWLySSHgSQohZRlHg5HCMf903wO9OjjMay5RvtIs8Jv50Uz2fW19Lg8MwL7qFf5DBcJo/nPVzdLA4v06vUbG5xcEja6ortvYrksqVO4sD2I0a6ipkZIwokvAkhBCzSDpX4O3zQf5xdz/7esKEU8U2BFq1io0tdr69tYl7F7txW3TM79hUqgXri/Cb42OkLs6vq7Hw6Bov9RV87D+azjFyeZsCWXmqOBKehBBilvDHs/z2xBjf3TfI2fE4qVIbAptBw8PLq/j21kbWNtgqso5nJnT6Ejx3cpyeYAooDtbdscjFvRU0v24ikVT+yjYFRq2sPFUYCU9CCDELnPcl+MGBQX51dIzBSLo8tqPBYeCLt9byx7fVs8BtRFehW1E3WyKTZ093iJfO+MotG9bWW/n0Oi+OCi+ev7xNgVatwmXS4q7AdgrzWWW/g4QQYp7LFRQO9IT4pz0DvNkZJJAotiFQq2BtnZVvbm3ioyuqqLbqKno15WY7ORLn6eNj+Erz6+rtBj6yzMOGBvsMX9kHUxSFSDLHWKx43Ra9Bq9VP+9r1yqNhCchhKhQ0VSO50/7+M6eAY4Px8pH1406NfcudvEXW5vY2OLAbpSP8sv54lle7wiwtyeMohTH0pTn11X4ycNEtsB4PFse4CzF4pVJfuKEEKICDYTS/OzQMD99d5ieYLLcFbvaouPxtV6+vrmBJV5LRQ2zrQSKonBkIMJTx0bLYbOtysQnVlWz0FNZ8+smEk3nGYlkKB2elGLxCiXhSQghKkhBUTg+FOM7ewd44bSP8cvaECypNvP1zQ18eq2XOru0IZhITzDFC6d9nBkrzq8z6dRsWejg4RVVFTe/biLFNgWXF4vLylMlkvAkhBAVIpkt8EZngH/a3c/BvgiRUhsCnUbFlgUOvr21iR1tLikevopMaX7ds+3j5Yahq2qL8+uqLbMjgERTufJYFpCVp0ol4UkIMaUKcR+Dfb30+5LFrQetharGZpobPZiu6Rf/LNGxAfp6hgilS0suGjOehiZamquv8TkKJPxD9Pf04ksUn0NldFLT2MyCOjuVeJB/PJbh18dGefLAIJ3jyXJfIodRy8dXVvHNrY2srrViljYEV3VmLMGz7eMMlXokecw67lnsYutCV0XOr5tIJJ1nJCJtCiqdhCchxJQqjJ9l729+zE/f7CEHYFzInZ/+An/8hR00X8MnjhLv5cgffsZP/mMPA9nSH2ob2fipP+Irf3o/i67lUys7wumdv+QnP/oD5xIAapzL7+XxL/0JC+qu95VNn7Njcb6/f5DfHB9jOJoptyFocRn58m11fOHWOpqdRnSaWZIAZkAklePtrgCvdQQoKAoqYEOjjSfW1WA1zJ7AGUnlGC6FP4NWjcesm1XXP19IeBJCTLEsyfA4gxcukATQq1g0FiKufNjjAAqEus9wZM8uDnX2krr4GE2WhmEfkbQC2g8LEAqpwU5OHtjDgTMXCBcArZcNt3qob3FQSeXV2bzCngsh/nl3Pzu7QwRKx+rVKril0cY3tzbxkWUeqi36WbNyMlOOD8V46thYueN6s8vIw8s9rKitzPl1E8kXFELJHP7S+8Cq11Bj00sLigok4UkIMaVUBgN6kxGDCpIKkM+SyWTI5IEPK9XJjtJ16ihHTgxdCk4ASppUMkkyqYDlQ24kSpy+jtMcP95FtLjzhaGujRXr1rOqWl8xI0vCqRy/OznOv+4doH0kTqJ0Msys03D/Ujff3trIrU12aUNwDYYjaV4+6+foYBQo1ohtarHzyBpvxc6vm0g8k2cslik39bRJsXjFkp9KIcSUUhkMGE0mDCpAAZQc2XSadFoB4wdFF4XUYAcnjxzhtC/7nv8rQzqVJJH88OWrQqiHzpNHOdGboACgstC4ZDXr1i/DUSG7H73BFD99Z4ifHx6hL5giW7pZ1tj0fGZdDV/d1EBblQmDtCH4UHmlNL/uxCjJ0riaZV4zj6720uCYXYXWxbEslw0ElmLxiiXhSQgxpVQGI4aL4QmA0spTWoEPWvdRovScaefIkfNE8u/9P9OkUqWVpw+Ux9d9jvZjJxkuFZurHQtYumY961otM75lV1AUDvdH+Zc9/bx8LsB4PIOiFL8ry2ss/NnmBh5d46XWrkcjWzXX5Lwvye9OjdPtL86vsxk0bG91cf9S96z7HkYvG8sCUixeySQ8CSGmlEqvx2AyYtQAeUDJks2mSWc+OPgU/N2cPX6Y4/0JFFToDXrUahXpZApFyZFOpUgm83zgx1Z2hO6zxzl+apziX6elqnUFa9avpf4DV72mXyKT55Vzfv55zwCH+iNE08WEqNeo2Nbq5Nt3NnFnqxOXSdoQXKtktsDe7hAvnPZfMb/u8XVenLPw+xh5X5sCDbU2CU+VSMKTEGJqqQ0YDEaMehXFBJMlm7648nQ1GYY7TnL08ElG0wqobDQvbMJiSHDqeA85CmTSSVLJJAqGq6xfKSQHOjlz7BjngsWiYQx1tK1ay/pV1czkLWgkmuGXR0b44cEhuvzJ8ugNl0nLI6ur+cYdjaystWKq8NEhlebkSIzfnBhjPF4MHLU2PQ8s9XBbU2XPr7uay9sUqCg2yKyR8FSRJDwJIaaWyoDBaMJoUEFMASVX3Lb7gJUnJdHHufYjHD0bIAeonS0sWbWG6swJOo5DDoVMKkkikaCAc+I+TUqc/s7THCsXiquwNC1h1foNLHXOTLGTosDpkRjf3T/Is+3jjEQzFJTi92Gh28hXbq/n87fU0uQ0zoru15XEn8jyRkeA3RdCKAqoVSpua7Lz+FovJl2FFLdNUjSVY7i08mTSqam26DFqZ+drmeskPAkhppbKgMFgwlSuc82TzWbIXPW4XYFw91lOHD7KhVgB0OBesJQV69dhOHUWXenUXjqdKq08TawQ6qGj/RjtfaWvUTtoWbaGtesXYpmBBZ1MrsDO7mIbgj0XQgSTxdUwTekm/62tjdy/1E2VtCGYNEWBowNRnj4+Rqy0/bnIY+LjK6to9Zhn+OquTyZfwJ/IEk0VX4/NqKXWbpD3RoWS8CSEmFql8GQs1xgpZDNp0uk0Csb3b7nlxug6fZSjF9sT6KpZuGwVq9fWM3hej04FKAqZVIpkMklhwr80j6/7LO3H2hku9TjQVrWyfO061tZP8HdOs2AiyzPt43x33wCnR+PlU2BWvYaPLPPwra2NrG+0Y5Pmh9elL5TixdM+To3GATBqi/PrPrayetY2Eo2l84xGM+RLK5N2g5Y62bKrWBKehBBTTFcMTwYtxYpxyGUzZNLFSfFX3toUUgPF9gSnxov/v6F2EctXr2Z5rZoxg6Fcq1TIFHs9pRXQv/f+mBmm++wJjp/2UWxyYKC2bRXr1q+i+ibff7r9SX50cIhfHB1hIJQuFzLX2w18fkMNX7m9ntYq06zqP1RJsnmFA71hnj05Vq4dW1lr4bE1XrzW2Rs23lcsbtRQKyftKpaEJyHEFFNhMBgwGQ2oSKOgkM1kSGfS799yU2L0nj3BkSOdxfYEKiuNS1ezdv1SnJZ+jJbLWh6kiytPSQVsV4SnUqH40WN0lArFVZZGlqxex7plV6mPmgb5gsI7fRH+ZU8/r3UE8MWz5bC4us7CN+5o5BOrqqVj9A06Oxbn2fYxBkLFoOE2a7lnsZtti2bP/LqJRNP5K9sUGLTUSY+niiXhSQgxxUrhyVQ8FadwceXp/eGpEOjizPEjHC81tFQ7F7B87QbWLbSg1hoxmc2YdUAelEyaVDJBsgBXNGxSYvR1nLqsUFyNo2UZq9evZ+FNKnaKpfO8dMbHd/YOcGQwWq7DMWrV3NXm4ltbG7ljgROnST5yb0Q0nWNnV5BXzwXIl+bXrW+w8em13lm/BfrelSe7rDxVNPlJFkJMMRUGo7G08gSUVp4ubttdkmG44xRHD7czklYALd62lazbsKbYkylvxGi0YDGpIKWglArG39snsxC8QMfJY5y4WCiuraJ15VrWrav/4IbmU2QonObfDw/zk3eH6fanyOSLW0kes47H1nr5+uYGlnkt0oZgChwfivH08TFCpeL7JqeRh5dXsarOOsNXduOKbQqK4UmjUuE0aqmyzL5eVfOFhCchxBRToTcYMJkuFWrns8Uu45eft1MS/Ve0J1AZG1i8ej3rV1YVv0ZlwmiyYjapIKhAvjTfLqNQrCIHyDHedY72oydLAQwMdYtZsW4Dq6a52ElR4MRwlH/dO8DvT/kYi2UolTexuMrEVzc28MT6GhocBjTShuCGjUTTvHLOz7v9ERRAp1axscXOI6urZ/0YG0WBSDLHSKwYnix6NV6bHp3UxVUsCU9CiCmn0RswGg3ogBygZIs1T5nyeDuF8IWztB8+yoVoAVBhbVnG6g3rabOXtl/URkxmSzE8QXm+XTJ1aTiwkhmh68xxjp/xFwvFVRYal6xi3Yal0zrHLpUr8FZngH/eM8D+3nB5JUSrVrGpxcG3tzZy92I3HouuYgYRz2aF0vy63x4fK59cXOI188iqapqcxhm+uhuXyuXxJbIks5e1KZB6p4om4UkIMeVURgN6c7HYO1kseioWjV+soM6N0XXqKEeODxbbE2g8tK5cy/p1LZjLv2xrMRrNWMwGIFEMT8kkiYQCHiie1OvkzPFjdISK4UXtLM2xWzh9c+z88Sy/OT7K9w8McnYsUb6Z2wwaPrqiim9uaWRtgw2rfnbX4FSSLl+S35/ycd6fBIotH7a3OnlgmWdOrOpFS53FS10KSgOBpd6pkkl4EkJMOZXegNFoLJ6UU4orT5l0ujRvTiE92MGpo0c47SvWQelrF7Ny3S2srr189Ioao8mE2WxERQKFNKlU6tJwYCVK77lTHD9+gVgBQEvVwumdY9c5nuAHB4Z46vgoA+E0+dI+XZPTyBduqeVLt9Wy0G2ugF5DOYaOvspz//5zdvW7WHHPJ/jMlx9gySQWM5R0mKHOo+zf8w7tZ7sZ9EdJFdQYbB5qm5eyftMdbL5tJQ226b2NpHIF9vaEeOG0j2y++P1eU2/l8bU1uMxzoyZI2hTMPhKehBBTTmUwoDdd1magFJ7SCpe1J+ggnKO41bZsNetvWY77ik8kFUajCYvFjIpAaThwkmQyB2gpBHvoOHmUE/2lQnFDHW0rp2eOXa6gsK8nxL/sGeDN80ECpTYEahWsq7fx51saeXhFFV6rrjLaEBQi+PrPcHjvuxwaq0WzaHMpYF6LPLGhk+x+7pc8/Yd3OT8SIBJLkErnyAMarR6DaS+733iN17c+zOOffYRty9wT9o6fCqeGY/z2xBhjpXqgGpue+5e6ub3ZPme2RKPpPCNRaVMwm0h4EkJMOZXegNFkxKCm2GagVDCeUaAQ6ObM8SMcu9iewNHC8jXrWd9qfc9WmwqjyYjVYkQNFCiQSSVIJpIoaBnrPkv7sVPFQcKlOXYrp2GOXSSV4/lT4/zrvkGOD8WIZ4p1KSadmnsXu/nW1kY2tjhwGCvn47QQHmawu4PuQH6Sj1RIDh7nzV9+nyef2ke3L0bmPaErl0mRy6SIR4IE/EHiGQXN1z/H9gXmKQ8zwUSWNzqD7OwKUVCKYfXWRhuPr/FinkPbopFUjuGItCmYTSrnp10IMXdoSsOB9SrIKpAv1jxlCllGOk9x7HA7o8VZLFS1rWLNhnUTbrVpjCZMZgsGFeQUhXSpUWY+HaPr9HGOXewornbSsmwN6zZM7Ry7/lCKn707zL8dGqYnmCpvG3mtej691stXNzWwxGvGWEmnvQox+k8dZt+uI4xkYDLFX0p6mNP7X+aZZ/fQOZYgr7VRv+J27v7IPdy2tB4bMYbPHuSt115n34lhEqF+ju18jVfblrPsS1uoncI7iqLAkYEoTx8fJVrqm9XqMfHxldUsrrZM3V9UASLpfHnbTqdW4TLpKiqMi/eTfx0hxDTQo9cbMRqAOKDkyeWyZGMDdJ4+zvGzAbKAyljHktXr2bCy+v0jVwC10YTJYsakgrgCmXSq2ChzcICzJ9o5Hy7eVLXVC6d0jl1BUTg6GOVf9w7y0hkfo7FMuZh3mdfMVzc18PhaL/X2ympDkI+P0XnwJX7981/x6ulAaVTNtVKI93dwfN8ejg8nyKtM1K+9h8987es8cnsTbqsRLTlSt6xj2YJa7D/8Ec8dC5Ac6+TUkUO037uJ2papWw3qD6V46ayf9pHL5tctcPCxlVUVUFM2dQqKQjiZY7y0LWk1aKix6SvqfSXeT8KTEGLqqYwYjSZMFyvGyZPPZYlc6KSzvZ3uaB5QYW1ezpr161lyla02lcmI0WrBVGpvkEmlSCYC9Hef49Sp7lIdT3GO3dopmmOXzOZ57VyAf9k7wDt9EcKp4kk+nUbF1gVOvrW1ke1tLjwzXqycJzLcxZnjx+gaCRMYG6Svq5PO8930D/kIp665yKlIyeAb6qXjXC+xAqhsjSy9ZTv3bllCnfXi8pUGi6ueFZs2s/XMOxxo38lQLsLoYA/dvX4KLd4pOeWYyysc7A3zTPul+XUraiw8utpLzRw7hZbIFBiLZciUVjXtRi11smVX8SQ8CSGmntqAwWjGWN6Ky5PLhrlwJsLJkz3EC4DGzYKVa1m3/vL2BFdSGYzFlScNkC8OB076Ojgz0s7pnkRxdpylkaWr17F+6Y3PsRuLZfj10VF+eHCIjvEEqdKN22nU8olVVfzZHY2srrNiqYR6GyWL//whXv7Zd3mtK022tKWZyuTKzTon93xxIiEf475U8QSks5r6lgU0vW8fVIXOWUNty0LqrbsYCheIx8IE/CEKTE14Ojce57mT4/SHikXUTpOWu9tc7GhzVUZB/hSKpHPvKRbXSJuCWUDCkxBiGujQG0yYjFogDxTIhy/QcSbO6f7SzbmmjVVr17O69gO22jQmjCYLZoMKMsXaqWDXWU5FTzOQUgA1jgXLWb1uPQutN3bbPjMa58kDg/z2xBhD4Qz50j5di8vIl2+r449uqaXFZaqgLSOFbCpKcHSYkdHJFoZP9HRZstkU6UyxAF9rNGG2Wi81c7+c2ojRbMNqUkG4QC6TIZWaYPDzdYil8+zqCvHKuUC5FcT6ehuPr6vBPgfrgCKpXHksC5QaZNrlpF2lm3vvRCFEBVBhMOgxGvWoSKNQINzbScdwiKG0AioT9UtXs+6W5Xg+aPdLZcRkKnUZjyqQDdHTcYaRwFCx7cEUzLHL5gvs7g7xL3sH2NkVIpAoVgoVT3bZ+fMtjTy4zIPXqqeiFj1UempX3sXn/qcq7oxcGVsKgQ7eefMPPH9wgNw1P58WjVaPTqcCCiiFAoXC1bb+FCgUSitcKjQaLTqtdkrqzU4MR3n6xFj536HJaeChFR7W1M/++XUTiV5WLA6lbTtZeap4Ep6EENNAhcFwcThwFKUQZ6S3hzF1sV2B2rGA5Ws3sL7N/sHbPCrTpeHAQCE2SG/XCKp0cZXDULeYlWvXs+I6i51CyRzPtY/xvf2DtI/ESZTaEFj0Gh5Y6uabWxq5tcleoSseGqw1raxzN7HqPft0+T4n8Y69vHhwEk+ntmCzu3E7tTCWIROPEgoEiCvgeG8qyidJxMOE4wVAjdlmx13lueEtu9FohlfOBTjYV5xfp1Wr2Nhs59HV3so60TiFim0K3rNtJytPFa8SPxGEELOeCsMVw4GzpFJZisXjWjyLVrJ2/VoaP2y5SKUvrjyZS0VP2RTJi0+jstC4dBVrNyzlelo79QSS/OSdYf7jyAh9wRTZUgCpten57Poa/mRjPW1V5ooeOqvWaNFrtO9rCpozGtBN+rr1VNc2smhRA/qOC2SCQ/R1nuVc4HZu91z+XAoZ3zAD58/TnwDUdmrqF9K2yHVD4amgKBzqL86vuxhil1Sb+cQqLy2u2T+/7mqiqUsrT0atGo9Fh1lXATV14gNV7qeCEGIWK4Un48VxKwqKohSP+xtqWbx6HetXeSdsT3Cl4ogWi9lUfB6l9DwU59gtu445dgVF4Z2+CP/1lQt8b/8g3YEk2YKCClhZa+F/uXcB/2lHM8trLBUdnKaeGmvzMtZu2sRKjwYy43QceI0Xnt9PX/RSTVU+PszJvW/wylunCBdUmOqXsnbTFtbV3djpw25/kudP++jwJYDi6t+2VicPLnPP2WP7uYJCMJklWBosbSsVi1fU9rCYkKw8CSGmhcZQ7DKuhcvqblRYmpexev0Glrqu5eOnNKLFbEJF+LKCZC1VrZOfYxfP5HnlrJ/v7B3gUH+USLp4ZXqNiu2LnHxraxN3LnTOmZlpk6U217P6rk/yxOA4sad30jVwjD/86P9D77trWL6oDrs6yXjfOdqPnqCzP46uail3PPw4jz6wmqob+JalcwX2Xgjz/KnL5tfVWXlsrRePZe7W/8TSeUajmXJhfLFNgWzZzQYSnoQQ00JlMGAoDQdOXUw9aicLl69l/fpr7QSuxmQyYbGYrixGNtTRtnId61Ze+xy74UiaXx4d5cfvDHHelyz3D3KbdTy6upqvbW5gZa1lfm+ZqHTY6tdw35f/hroVt7Pr9TfZc/g0h9/o4eR+I1pVnkwyRcFQRetdf8QDD9zHji1rWFhjuqFtjFMjcZ5pHysf2fda9dy3xM2mFsecmV83kUgqx/BlbQpsRmlTMFtIeBJCTAuVwYDBXAxPF5eMdDWLWbl+A2vqrr0TuM5UHA6so9j04OIcu1Xr11/THDtFgZMjMb6/f5DnTo4zHMlQKLUhWOQx8ZXb6/ns+hqaXEa0c3R7aDJUWgMmkwl9IY7f7ycYSZBO5Uil4he/AnUuxGhfNxeGAtyWU3Eju5uhZI43OwO8XZpfp1LBLY02HlvrrYx+WtMomr6yTYHdoKVWBgLPChKehBDTQu1Yxo4v/q+03RcujwlRGRx46xvxTOKXa03dBh765v+PNU/EuXhwXmP2UNvQ+KGrV5lcgbe7gvzLngH2XAiVa0s0pVNc39zSyH1L3FRZpM6kKEek9xCv/fpn/PIPR+gZC5PWeFi4fgmLmzwYCjF8fefpOD+Av/sIr/9ilIGeC3z6i5/loXVermfn7uhAhN+cGCNS6uTe6jbxsZVVLPXOrfl1E4mkJmhTIN3FZwUJT0KI6aG1UtW0lKqmG3saldFBTauDmtbJPS6QyPLMiTG+v3+QU6Nxktli9LIaNDy03MM372hkfaMdm2Fur25cO4XUyEl2/van/OipXXQFFNxLt/DJz36Gh29vxW3Ro1FypCMjdOx7kad//Xv2dHVx5LXfoOhMOFxfZHvL5GYLXpxfd3woBoBBq+aOBQ4+vrIafcU0I50+kfSlbTu1ChxGDdVWCU+zgYQnIcSc0+VL8uN3hvjl0RH6Q2lypYLcBoeBz2+o5cu31bGoyoReM59O032InI/zh9/ipef30u1LYWy+nbse/wpf+uQtNNgNl2qalEbq65xolTTh7/+W44FhTu7byZsr17P6j27Dc43f0lxB4Z3eCM+2j5fH4KyosfDIau+8WX2JpvKMlrbtTLpicJpfJzxnL/lXEkLMGfmCwr4LIf63l7v5wcFBegIpcqU2BGvrrfyXexfyl9uaWOo1S3C6gkJmpIvT7+znUH+MnNpF88qNbL9n/ZXBCUClxeRexIZNW9m6rh4teRIj5zl7/Cjn/Nc+jLhjPMFzp8bpDaYAcBi13LXIyd1zcH7dRNK5Av5Ellipp5VdisVnFVl5EkLMCbF0nhfP+PjXvQMcHYwSTRdvSkatmrvbXHxzayN3LHDiNMnH3vsVCAwP0Hn2POEcqOxeGhctZVn9VU7RqXQ4G5pYtGwh7rcHGMuGGBvupWcgxR3V5g/92+KZPLu6grx81l9eFVzfYOOxtTU45sm/z8WxLBebw0ux+OwyP96lQog5bSCc5j8OD/Nv7w7T5U+RyRdXQKosOh5b4+VrmxtY5rVg0slq04SUNNFIkHF/jAKgsTpwVXmp/oAKcI3NjsNbjVMNY4UciViUcCgGfHh4ah+O8dv2Mfzx4lGCBoeBjyzzsK7BNjWvZxYoDgS+sk3BfNmunAskPAkhZi1FUTg2FON7+wZ5/rSP0Wi6/Jv8kmozf7qxjk+vraHRaZyzXaqnRpZ0KkEiWQydaq0WvcHwwTcIjQ6dXo9eA+QoDhLO5T/oEQCMxzK81hFgf89759dVz6twe3mxOMjK02wj4UkIMSulsgXe6Azwnb0D7O8NEyq1IdCqVdyxwME3tzRy92I3HotuTjdanBpq1GoNGk0xeRYKBXL5HMoHPUTJkctlKR1iRKPVotV/8MqJoii82x/h6eNjxEu1PourzHx8VTULPKYpeB2zR3HlSdoUzFYSnoQQs44vnuHp42P84MAQZ8cutSGwGTR8dEUV39zSyNp6G1ZpQ3BtVHoMRjNmkwYooCTjxMMhwgXwXmUxqBCPE/MHieQBNJjMNuyOD+7NdCGQ4sXTfs6NFefXmfUa7mx18pFlnnnXoDSaypdXnrRqFU6Tdt6OBZqNJDwJIWaVjvEEPzwwyFPHxxgIp8tzwQAanUYeWOrh9mY7OjlNNwlaHA43NdVO1OfGKUR9jA700RdT8NonCjUKibFxBi/0EygAahsOt5ea2qvf/NO5AvsuhPj9qfFyTdrqWgufWlNN9RyeXzcRRVEIp3KMRYs1Xxa9Bq9VP+8C5Gwmny5CiFkhl1fY2RXkv/yhi5+8O0xfMHVFcAIYCqfpHE+QyX/ghpN4Hw12bw3NC5uwqoCsj54zxzl8dIjMRF+eC9Db2c7h4/1kAJXNS92CRSxyX32l78xonGdPjjNUKpKusui4d4mbOxY4511392S2gC+WLc9XtEux+Kwj4UkIUfEiqRy/OjbC//ulLv5wxo8vnkUBTDo1izwmmpyG8tft7A6yvyc8sxc8C+mqF7Bo1TqWeTSgZPB37ueVp5/mtfYx0pdn0XyMoeM7eenZF3l3KIWCFndzGyvXrab2Kvf/cDLHW+eDvHk+eOX8ujXeebm1GknlGY5myjVldoOWOikWn1Vk204IUdH6gil+dmiYnx8e5kIgRba0quS16nlinZeHllfx3MlxfnBgkIICx4ZivHLOz61NdunpNAkqQzVLbtnC3dvfpfO5doLxcc7t/BX/PHaWvbesZfmCGqzqFP7e0xw9cIAjZ3qJZEFjb2H1xu3cdUsdV7v9HxuK8vSJsXJR/wKXiY+uqGJFzdyfXzeRSPq9bQq01MrK06winyxCiIpUUBSODET57r5BXjrjYyx2qaHgcq+Fr22q51NrvHhteuKZPPt6QrQPx4ml8+zsCrF9UYiPrqia2Rcxq2ixN9/CPY9+mqHxCM/s6SUWHaP7yNsMdxxhl8WAVlUgk4gSicRJ5QqoTLWs3P4JHn/sbhY7J76dDIbT/OGMn2ODUQD0GhWbF9j5xKpq9PN0FEkklbtyILBBuovPNhKehBAVJ5nN8+q5YhuCd/oihFPFFQudRsW2hU7+fEsj29tceEqnk+5Y4OD+JR7OjCbIFRROjcR49Zyfjc0Oqq1ygulaqfR2mjY8xBe+Zae64Wmef/0w58eTxEPjxEOXf6EOW/1K7njo03z6U/dxS5sb/QR1S/nS/Lpn2sfLJyKX11h4ZJWXBsf83aaKXHbSDi62KZi/34/ZSMKTEKKijEYz/PrYKD86OETHeKI8NNZp0vLJVdV8fXMDq+usWPSXamW8Vj13tbl4uyvI4YEoiWyBXd0hdnYHeWyNd6ZeyozR1K7m3q/9dxZ/Mk5BZcDurafpmu7NKrQmN83r7uGJhmVs+kgn506foePCAL5QglRehdFRQ9PiFaxZs4qlrU3UVjswXqVsqdOX4HenxrkQSALFkHBXm4t7Fs+P+XVXE01f6vGk16hxm3XzsvZrNpPwJISoGKdH4jx5YJBn2scYimTKp+kWuo186bY6Pr+hlhaXCZ3myhuvRq1iY4udB5Z6ODkSJ50rcG4swWvnAtzR4qB+nq1yqIxOahY5qVl0fY/X6C24GxbjrGlhyZqNROMJ0pk8BQXUOiNmmx27zYxBc/UAlMjk2dUV4g9nfeX5devqrTy2xjuv+xnlCwqhZI5AotimwGbQUGPTz+swORtJeBJCzLhMvsDurhDf2TfArq4Q/tKNRaNScVuTjW9saeSBpR68Vv1Vj7W7zTruanOxszvI3gthUrkCu7qDvHXewedvqbuJr2auUKHWGrA4DVick390+0icZ9rHGY8V/y3r7QYeXOZhQ6N9ai9zloln8ozFMmRLgdJu1FAn9U6zjoQnIcSMCiZz/K59jO/tH6R9JE6iNLbDotfw4DI3f35HI7c22bEbP/jjSq1ScWuTjQeWejg2GCWeKdDtT/FaR5A7FjpZ6J5f4z9mki+e5fWOAHt7QigUQ/DtzXY+tdo7r+bXTSSSyjN82VgWm0HqnWaj+f0uFkLMqAv+JH+/s4///noPRwaj5eBUZ9fz9c31/Lf7W9my0Pmhwekih1HHjkUuNrU4gNKKVneINzoCKNI386ZQFIXD/RF+c3yUWLr479lWZeLjK6torZIAG0nnGHlPsbictJt9ZOVJCHHT5QvFAbH/uneAV88FGItnUBRQAavqLHx9UwOfWFVNvcMwqVoQlQrWNVh5YKmHQ/1Rwqkc/eEUr3cGubPVyVLv/OwrdDP1BFO8cMbH6dL8OpNOzZ2tTh5aXiXjR5hgILBBIz2eZiEJT0KImyqeyfOHMz6+u2+QQwNRIqU2BAatmh2Lim0Iti504r7OomKbQcu2VidvL3Dw0lk/2bzCvp4Qr3UEaKsyo5Eb+LTJ5ArsuxDm9yd9ZEqnJFfXWXl0tRevVQICFAcCX+zxpKK48lQjK0+zjoQnIcRNMxRJ88sjo/zk3SHO+5Ll2V5us45HV1fztU0NrKyzYNbd2LHt1XVWHljq5mBfBH8iy3Akw5udQba1ulhTb52KlyImcGYswXMnxxkIF7elPGYd9yx2s7V1/s2vu5rLt+1MOjVVVh3GG3y/i5tPwpMQYtopCrQPx3jywCC/OznOUCRDoVSE1FZl4o9vq+cz62todhmnZGvHrNewbZGL7d0hnmkfJ1dQ2N8b5pVzfpbXmNFppNxzqkVSOd46H+CNzgAFRUEFbCjNr7NJDyOgWIMXSGSJpIq1YDaDllqbAcmVs4+EJyHEtErnCrx1PsB39w6y+0KYYLLUhkCtYlOznT/f0si9S9xUW67ehuB6LPNauH+ph/29EYYjacZjWd46H2T7Ihe3N8/v4/LT4dhgjN+eGCdYml/X4jLy0RVVrKyVOrOLYuk8o9EMeUXaFMx2Ep6EENPGH8/y2xNj/ODAIKdH4yRKIzpsBg0PL/fwZ3c0sqHRPi0rE0admm2tTu5qc/KLI6PkFYV3+iK8ctbPmjorxnl+ZH4qDUXSvHzWz+GBCFAco7OpxcEnVlVjmKfz6yYSSeWubFMgA4FnLQlPQohp0Tme4MfvDPHrY2P0h1LlLtONDgN/tKGWL95WxyKPaVqHw7Z6TNy3xM2+C2F6gimCySxvdwXZ0ebizlbntP2988ml+XVj5fl1y7wWHlldTeM86+z+YSKp/JVtCgxa6mzyPZqN5FcCIcSUyhUU9nSH+K+vdPOjd4bpCSTJFZRyG4H/ct8Cvn1nE0u95mkNTlA8wXfnQhd3L3ahAgoKHBmM8so5P/FSTylxY877kjx/epzui/PrDFp2LHJx7xK3nGx8j2Kx+GVtCozSpmC2kpUnIcSUiaZzvHjax/f2DXJkMEq01CTRqFVzz2IXf76lkTsWOHGabt5HT7PLyL1L3Oy5EKJjPEk4mWNnV7B8gxfXL5nNs7s7yEtnii0hANaW5tddb6uJuSyaypd7PGlUKhxGLVUW+T7NRhKehBBTYiCU4t8Pj/CzQ8N0+VNk8sUtnGqLjsfXevmTjfUsr7He9PEcOo2KLQuc3LvYw3nfAAUFjg3FePmsn1ub7Dc1yM017cNxnm0fZzRWDAR1dj0PLPNwa5Nthq+s8ihKsebp4vfKrFfjterl5OcsJZ8aQogboigKRwejfH//IC+c9jMSTVMqb2Kp18yf3l7PY2u9NDmNM7aNU+8wcM9iF7u7g7SPxIml8+zqDrHnQoiPrqiakWua7fzxLG90Bth9IYSilObXNdl5dHU1Zr20JnivVC6PL54hkS2uxtqNWupky27WkvAkhLhuyWyB1zv8fHffIPt7w4RKx9R1ahVbFjr4xh2N3L3Yhcein9FeNlq1is0LHNy/1MOZsQS5gsKpkTivnPOzsdlOtXS/nhRFgcMDEX5zfKy8NbuoysTHVlbTVmWe4aurTNF0sbP4xRmLdqOWWhkIPGvJeqEQ4rqMxzL8+OAQ//WVC7zdFSwHJ4dRy2fW1/B/fmQRDy2vomqGg9NFXqueu9pcrCt1GE9k8+zqCrGzKzSzFzYL9QVTvHTGz6nROFDslL11oYOHlnvQaSrhX7vyvLdNgd2gkYHAs5isPAkhJu3sWJwfHhziN8fHGAinyZf26VpcRr5wSy1/dEsdrR5TRd1INWoVG5sdPLDUQ/tInHSuQMd4glc7/Gxe4KBBjtVfk2xeYV9viOdOjpfH66ysLc6vq5Fj91f1vjYFRi11svI0a8nKkxDimmXzCm+fD/K/vdzNv707TF8wRb6goFbBrU02/tf7FvLnWxpZUm2uqOB0kduiY0ebi1sbiwXNqVyB3d0h3jofmOErmz3OjsX53UkfA6FiEHCbddy7uNg3SzoTXN372xRoZeVpFpOVJyHENQmncvz+5Djf3z/I8aEYsVKfJLNOzf1L3XzjjkY2NjtwVPDpNbUKbmmy8cAyD8eGosQzBbr9KV7rCLBlgZOFHtNMX2JFi6ZzvH0+yGsdfvIX59c1WPnUGi92Y+X+u1eCy9sU6DQqXCYtDvmezVqy8iSE+FC9wRT/tLuf//56D+/0R8rBqcam5083NfDfHmhl2yJXRQeni5xGHTsWOdnU4gCKw1r3XAjzemegXMwrJlacXzdGIFGsb2tyGnloeRWr6qwzfGWVraAohFNZxuPF8GTVa6ix6qWJ6CxW+Z90QogZU1AUDvVH+f7+Af5wxs9I7NJpoRU1Fr66qZ5HV3tpcBhmzY1ApYJ19TYeWOrhUH+UcCpHfyjF6x1B7mx1sswrg2wnMhxJ88o5P+8ORIHiicrNLXY+uaoao8yv+0CJTIGxWJZM/uJAYJlpN9tJeBJCTCiRyfPKuQDf3TfAO30RwqniaoNeo2Jbq5NvbGlke6sLzyzskGwzatm+yMnOLgcvlrpj7+sN8dq5AEuqzKhnSRC8WQqKwrt9EZ5pHydRWnVc6jXziVXVNLuMM3x1lS+SyjESkWLxuUTCkxDifUaiGX51dISfvDNMx3iCVOlUlcuk5ZOrqvna5gZW11mxzOJmiCtrrTyw1MPBvgi+eJaRSIY3zwfZtsjF2nrZhrpccX6dj/O+BABWg4bti1zct1Tm112LSDrHcFTaFMwlEp6EEFc4ORzjhweHeLZ9jMFwhnxpn67VY+JLt9bx2Q01LHBVVhuC62HRa7iz1cm2VifPtI+TKygc6A3z6jk/K2rMMjajJJktsKc7xItnfJfm19VZ+dTqajwWCQDXInJZsThcPGknK0+zmYQnIQRQLJze2RXiu/sG2NUVwp/IAsWxG7c12/mzOxp4cKkHr1WPanbnprKlXgv3L/VwoDfCUCTNeCzLW+eDbF/k5PZmx0xfXkU4NRIrzq8rrZzU2PTcv9TN7S2Oimh+OhtEU7krezzJytOsJ+FJCEEwkeXZ9nF+cHCQ9uE48VJdi1Wv4SPLPHz9jgZua7LPuePoJp2aba1O7mpz8R9HRsgrCu/2R3jlbIA1dTaMN3mIcaUJJLK80Rlk14UQBaXY6uG2RhufWuOd1Vu2N9vlPZ6MWjUeiw6zfn6/t2a7ufVJKISYtG5/kp++O8Qvj4zSG0yRLXULr7cb+Nz6Gr50Wx2Lq80Y5uiJqlaPiXuXuNl7IURPMEUgkeXtriA72oqNH+crRYEjA1F+e2KUSOmwQKvHxEdXVrO4Wk4kXqtcQSGYzJXHF9kMGmpselRzZfl2npqbn4ZCiA+VLyjs6wnxv7/azZMHhujyJ8kWio0P19RZ+V/uaeEvtzWxotYyZ4MTgEGr5s6FTu5d4kYFFBQ4Mhjl5bN+YqWht/NRfyjFS2d8tA8X59cZtcX5dR9d4UE/y+vdbqZYOs9oNEOucKlNgZy0m/1k5UmIeSiWzvPSGR/f3z/IoYFoeWXBoFVz1yIX37ijga2tTtzm2deG4Ho0u4zcs9jNru4QHeMJwskcO0urT/ctcc/05d102bzC/t4wvzvpK5+0XFlr4ZHVXrnxT9JEbQpq5Xs460l4EmKeGQyn+eWREf7t0DCdvmR5uKvHrONTa6r5040NrKy1YJ5HNS06jYo7Fji4b4mb874EBQVODMd45ayf25psOE3zI0RedG48zu9PjtMbSgHFFhV3t7nY3upELdtNk/L+mXYa6qRYfNaT8CTEPKEocGI4ypP7h/j9qXGGIhkKpTYEi6tM/PHt9Tyxzkuzy4R2HvbuqXcYuGexi13dIdqHY0TTeXZ2FU/efWxl9Uxf3k0TS+fZ2RXi1Y4A+dJW0/qGYpG4Y56FyKkQSeXf0+NJ2hTMBRKehJgH0rkCb3YG+e7+AfZeCBMotSHQqlVsarHzjTsauXeJm2qrft4eP9eqVWxucfDAUjdnR+NkCwqnR+O8ci7AphYH1db5sVpwfCjKMyfG8MeL75Emp4GHlntYW2+b4SubnaKXbdupVeAwaqm2Sgid7eZuFagQAgBfPMu/vTvMf32lmzc6AuXgZDNoeHytl//zI4v42MqqYv+mGb7WmVZt1XN3m4t1DcWgkMgW2NUd4u2u4Axf2c0xGs3w6rkAB/siKJTCdbODT6yqnvdtG65XJHVp286s01Bt1c3pAxjzhaw8CTGHdYwn+Mk7Qzx1bIy+UKp84qfJaeDzG2r5wi11tFWZ0MuHOQAatYrbmourT+3DMVK5Ap3jCV49F2Bzi5NG59zdbikoCu/0RXimfazc52tJtZmPr6pigds0w1c3O6VzBXyJbPn7aZNi8TlDPjGFmINyBYVdXSH+2yvd/PidYS4EkuQKCioVbGiw8V/uXci3tzaxrMYswek93GYdO9pc3NpUXH1K5Qrs7g7x1vnADF/Z9Or2J3nhtI+O8eL8Ootew/ZFTh5Y6pmXNXBTIZrOMRrNUPqdBbtROovPFbLyJMQcE0nleOG0jyf3D3JkMEq01KvIpFNz72I3f3ZHA3cscOI0yY//RNQquKXRxoNLPRwdjBHP5LkQSPFaR4AtC520eubeKkwqV2BPd5gXz/jIlObXram38uhqL1XzpNZrOkRS+StP2hm0Ep7mCPmVU4g5pD+U4jt7B/jvr/ewvzdSDk5eq46v3F7Hf3tgIXe1uSU4fQiHUcf2RS42tdiB4ty/vRfCvN4RoHRAcU45PRLnuZPjDJcKm71WPfcvcbNJ5tfdkPf3eNJQa5fwNBfIJ6gQc0BBUTg6WGxD8MIZHyORdHmrYJnXzJ/cXs9ja700OY1oZAvmQ6lUsLbByoPLPBweiBJK5ugPp3ijM8C2VifLaubOeJJQMscbnQF2dgXL8+tubbLx6GovVsP86fU1HSLpK9sU2Axa6qRNwZwg4UmIWS6ZLfBah5/v7xtkX2+4PENLp1axdaGTP7ujgbvaXPPmqP1UsRm0bGt18faCIC+e8ZPNK+zrCfNqR4DF1eY5E0KPDBSLxEOlLvML3SY+uqKKZTXmGbumQtzHQHcH5wajXNtCnwq9o4aWtuUsrK6c9/nlbQq0ahUusxbXPOnaP9dJeBJiFhuLZXj62Cg/fmeYM2Nxktlit3CHUcvHV1bxtU0NrGuwyQrCdVpZa+GBZR7e6YswHs8yEs3wZmeA7Yucc6LvUX8oxR/O+jk+FAOK43m2LnTwsRVV6DUzVdWhkBrt4MAz3+PHu4YoXNNjVDiXbOeRP25mQXVltNxQFIVwKsdYrNgaxKLX4LXqpfh+jpDwJMQsdXo0zo8ODvLMiXH6w+lyN+gFLiNfuLWWz2+opdVjRidDXK+bRa9hW6uT7Ytc/ObEGLmCwsG+CK+c9bOixoJuxgLGjcsVFA70hnmufbwculfUWPjEqmrqHTO5taSQjPjpP3+G7i7fNYYnNR7LMoKJPApURHhKZgv4Ytny+CM5aTe3SHgSYpbJ5hV2dwf53r5B3uoK4it1glar4NZGO1/f3MBHlnuotRmQMWQ3bmm1hfuXutnfE2YwkmY8luWt8yF2LHJxe4tjpi/vunWMJfj9KR89weL8OqdJyz1tLu5qc83w/LoCiWSccCRGARUGh5eGBa3UWj8oqKqwty6hwaWriOAEl07aXdx2tBu1MlR5DpHwJMQsEkrm+P3JcZ48MMjxoRixUvM9s07NA0s9fH1zA5taHDjkNN2UMerU3LnQyV1tLv79yAh5ReHdgQgvn/Ozpt42KztvxzPFuX2vnvOXG6eur7fx6BrvzA9BVtIkExFCkSyoDFQvuYNHvvoV7m7+4Pe0xmjHVW2pnPCUzjEcveyknbQpmFPkE1aIWaInkORnh0b4xZERugNJsqV+PLU2PU+sq+HLt9WxrMaCUZpeTrmFHhP3LnGzpydETyBFMJHl7a4Qd7WFubPVNdOXN2knhmI80z7OeKkep9Fh4CPLPKxrsM7wlQFKgkQ8RDiqgMqCs2Yhy9evYGn17HpfT9imQMLTnDG73o1CzEMFReFgb5j/47ULfG//AB2+RDk4raq18P+8u4W/3t7M6jqrBKdpYtCq2drq5L7FblRAQYGjA1FePusnVuqlNVuMxTK82uHnQF+4PL9uY7ODT6yuxqSrgIMF+STJeJhwrAA6CzZnFR7b7HtfR9K5Kxpk2mTbbk6RlSchKlg8k+eVs36+v3+Qg30RwqXj5HqNiu2LXPzZ5ga2L3Lhscjx5+nW7DRyzxI3u7pDnBtPEE7leLsrxI5FIe5b6pnpy7smiqJwqD/CM+3j5dC3uDS/rlI6pyvpBIlwiGgWVDYrdk8VVbPw7R1NXerxZNCo8Zh0cup1DpHwJESFGo6k+dXRUf7t3WHOjSdIlU7tuM1aHllVzZ9ubGB1vRWLXj6QbwadRsUdCxzcv9RNpy9BQYH24Rgvn/Vza7Md10zXCl2Dbn+KF077ODsWB0rz61qdPFhB8+uURIJ4KExUAa3FjsNThXOWLTzlCwqhZI5AorgtajVoqLHpZ7gQX0wlCU9CVBhFgZMjMX54cIjn2scZDKfJl2aCLPKY+NJtdXxmXQ0L3CZpQ3CT1dkN3N3mZmdXiBPDMaLpPLu6Q+zpDvGxldUzfXkfKJ0rsPdCiBdO+8jkiu+n1XUWHlldXVENVPPJJPFQmHhBhclmw1PlQT/L3ubxTJ6xWKa8vS71TnOPhCchKkg6V2BnV5Dv7x9kZ3cIf6kNgUalYmOzna/f0cD9Sz3UWPXShmAGaNUqNrXYeWCpmzOjcbIFhdNjCV45F2BjiwNvBYWQ9zo9Gud3p8YZDBe3kqotOu5b4mbzAkcFvZcUUok4kXCEHBpcVifuKgeZ0AAXTrVz+vwgwVQBrdlFTdMilq5YxgKvmUpbe42k8oxE3jMQWGbazSkSnoSoEIFElmfbx/nhwSHah2PES20IrHoNDy338LXNDdzWZMdulB/bmVRt03NXm4u3u0K82x8hkSmuPu3sCvL42pqZvrwJhZI53uwM8tb5IAVFQaWCW5vsPLrai81QSe8nhWQiQSgURVEZsZpVJC68yg9+8wd2n+jFF0mQziuotQZMFgfVLSvYeO9H+dgDG2l1Vs62aSSVY+SyNgU2o5baycy0U9JE/UP0dY8RL3UJ1Vk91DYvpM4++aioZGIERvq4MBwtzrxU6TC7amhc2EAFfdtmlUr6qRFi3uryJfjpu8P8+tgoPcFUebm/wWHgs+tr+OKtdSypNmOQ03QzTqNScVuznQeXuWkfjpHKFej0JXj1XIDNLU4anZV3ouroYIRnTowRLM09XOAy8fByD8srbsBxjkQyRigSp4CWYNcRXv3FYUbP9+GPZ9835673Qjdd53sYGAnwxc8/xOqqyrilFXs8XbbyZNRQN4mVJyUxzNmdv+TJn+xlpABgoG7dvTz2ta9RZ5/s1Sikxzo5+PST/OCNPnIAWi8r7nqUr3yzAedkn04AEp6EmFH5gsLBvjDf3z/IK+cCjJU6EquANfVWvrqxno+vqqbBYZBi0wriNuvZscjN2+dD7L4QIpUtsPtCiDfPB/jirXUzfXlXGAynefmsn6NDUaB4UnPLQgcfW1ldeWFcSZFMhAlH86DkCI30EPXrsVQv5Y7ty2mpMqNOBxjoOsvpMxcYi8fx9x7ljWe0mJwePJ/bQn0FrKRcvm2nUhVnTU5mSzcX9jFw8gjvnjpNTAE0VWgWFjBdx6oTFIj4hzh1+AAnT4dQALWzQH1Wj6PS9jtnEQlPQsyQWDrPi2d8/ODAIO/2R4mU2hAYtWruXuzi65sb2LrQiVumsFcctQo2NFp5cJmbo0NRYuk8FwIpXusIsHWhs2KO/ecKCgd6wjzX7rtyft3KYiCvOIUkyXiISLQAKCj6Ktq2fIwnPvswty7wYDVpUeXTxAODnNn7Er/59fMc6I0RGTzOvjdeY9XalTy+zjnjXcYv37YzadVUWXST6KFVIBYMMNg7SLK01KYyO/HUN9Nsv45XpsQJBQbp7Y+VVu5UGBwuapqbcUl4um4SnoSYAYPhNL84MsLPDg3T6UuWh4dWWXR8ao2XP7m9npV1FsyV0LRQTMhh1LF9kYu3uoK83hEkkyuw90KY1zoCfG1TQ0UUYXeOJ/j96XG6A0mguAJyV5uLuxe70FRIa4Ir5BMkYmHCcQVUZupXbeMTX/oiH9vYhP3yI3eNjTTU2lFnowR++CJno3GGO05y6N3T3L3mDqpmcEEtky8QSGSJpIo1izaDdnJzJpUUwcAIvQMBis+gQu9w421qofp6Pg7SIYKjPfSPX2zmqsHuqqaxpQEpYb9+Ep6EuIkUBY4NRfnhgSF+f2qcoUia0mgxllSb+ePb6nh8XQ0tLmPF9N0RE1OpilurDy71cKg/SiiZYyCc4o3OANtanTNeT5TI5NnVFeSVs4Hy/Lp1DVYeXe2t3NVMrZdl27/I/1x7L3F02KubWLi08crgBMWC5+ol3LL5TjbvP0DHAR9p/yC9507TFd5MlWvmfnZi6Tyj0Uy5vcik2xTkw4T8ffSPZEt/oMbmqqKxpQnTdbysfCREoK+XwfTFZSwLDncDzc2VMwdwNpLwJMRNksoVeKMjwJMHBtlzIVxuoKdVF5svfn1zA/cucVNt1cuH2ixhM2jZ1upi68IgL5z2k80r7O8J82pHgCXV5hld3TkxHOPZk+OMxYu1N/V2Aw8u9bCh0TZj1/Sh1BY8TSvY1LgcUKFSFf+b+GuNeBoXsHR5C7aDPsLZMP7RQfpHcmx0zVw4jKTyV4xlsRsn16agEAsSGOhjKF7es8Pprqe52X4dnwsK8ZCfwZ6BYu0UoDI6cNc20eyRVe0bIeFJiJvAF8/wm+Nj/PidIU6NxEmU6k/sRg0fXV7FVzc1cEuTHZuMb5h1VtZaeGCph4O9EcbjWUaiGd7sDLBjkZO19TMTVHzxDK91BNjXE0ZRQFPqT/XI6mrMFd6RXqVSX/MWl87hxFNfh0sN4XyGeCxI0B8DZm5Y8/vaFBgm06ZAIR0MMtrXj7+0y6bS23HVNNFcc117doSDY/T2jVPetLO58DS10FCBJW+ziYQnIabZubEEP3lniKdPjNEXTJW3UJpdRj6/oYY/2lBLW7UZvabCTj6Ja2LWa9jW6mT7Ihe/OTFGrqDwTl+El8/6WVFjQXeT/10VReFQX4Rn28eIXpxfV2XiYyuqaPWYb+q1TDeVwYjRZsemBfIK2UyaZCLJjIan9wwEths11F3ztl2BSMhPf+8wF59BbXNR1dRC03Xt2UUJ+vvoHUyVi8XNTjf1zc1YZXn7hkh4EmKa5AoKey+E+P7+Qd7oDDIeK7YhUKtgfYONr21q4OEVVdTZZebVbLe42sL9S93s7w0zGE4zFsvy1vkQOxa52NjiuKnX0hNM8eIZP6dHEwCYdWq2tTp5cJln7o3zUWnQaLVoS69LURSU9zaDuskiqVy5TYFGpcJp1F774O5CjGBgkL7BeDnsmJwe6pqbub6DdkECg730Ry/u2RlwuGtobqlCflW7MRKehJgGkVSO50/5ePLAIEcHo+UVAJNOzX1L3Hx9UwObFzpxmeRHcC4w6dTc2erk7jYXPz88QkFRONRfXH1aU2/DpLs5t6pMaX7d86d95ROcq+usfHJ1NTVzcbaaUqCQz5Mvts1Go9Gi1c1cvZOiFH/2R2PFbTuzXo3Xqkd/jf20lEyI0GgfA76Le3Y6HG4vjS011zGCRiETDjLe04fv0p4dzqpGmhsMUld5g+STW4gp1htM8R+Hh/mPI6Oc9yXIlLqFe616Pr3Wyx/fXs/yGstNu6GKm2Oh28R9S9zsuRDmQiBJIJnl7a4Qd7WF2bbo5mwjnR6N87uTPgZCxZt3lUXHvUvcbFngvHrhdcUoEOo+wu6Xn2d/bxrMdazYfA8P37sK11V+VJRMilQ0SiwHoMZgNGO1zdwpx1SugC+evaymUUut/dqLiwqRIP7+PobLJ+NsOKuaaGkyXUfYKRANBujvHSR1Wb8od10zzbZKfy9UPglPQkyRgqJwZCDKDw4M8uIZP8OXtSFY7rXwldvr+NQaL80uY2X22BE3xKBVs2Whk3uXuPjhgWS5LcXLZ/2sb7RN+wy5cCrHW+eDvHk+QL40v+6WRhuPrq6eJfMQFVLBAU7ve5kXDkfBtpiYbSnb71l11QqmfDhMcHikWFytMmG1u/FUzdwKW7RU73Rx63ByA4ELxIMBhnoHiF7eHLOu6TqbYyYIBgbp7Y+Ux9ro7S68TS1UVfaZgVlhNvxECVHxktk8r54L8OT+Qfb1hgmVZojpNCruXOjk65sbuKvNRfUkRjSI2afJaeTexW52dYc4N5YgnMyxszvEjp4w9y/1TOvffWwwyjPtYwQSxfdei8vIw8urWFlrnda/d+qo0Ot06LUqUskkhXyAgM+HP63QZJ4oPOQIjg5xvqOHmAIqo5OquiZavDOXDIon7S4Vi9sm0+NJyRIOjtPXP15ujqkrNcesuZ47dSZEaKyXvrFLzTFtzmK/KKP87nbDZN9AiBs0Gs3ww4ND/B+vXuCtrmA5ODlNWj63vob//YFWHlpeJcFpHtBpVGxe4OCBJW40KlCA9uEYL5/1E0xkP/Tx12uoNL/uyGAMKM6vu2OBg4+trKq8+XVXpcbqcFJb5y3e3LMBhno7OXs++r6BwACF+CCd7Qc5eCpAHhV6Tx3Ni5fRMmHQujkun2kHpW27a21ToEQJBgboH0qXi8Vtrioarrs5ZhB/Xy9D6Uv9ohyeeppbbFLvNAVmy0+VEBXp9EiMv32rl7/b2cfx4Vh5fthCt5G/2NrI/3zPAja22LFK/6Z5o85u4O7F7vKKTzSdZ1d3cYDwdLg4XPq5k+MkMsVVhmXe4vy6JqdxWv7O6aKrbqR5+UoWWVWgJBk9c5A3fv8qR4eTVwSoQmqcjn1/4Nln3+RcKAdqKw1tq9lw+5IZPYL/3h5PdoOGumvctlPiQYJDvQxEip8hqMw4PXU0tziuqzlmIhhgqKePi0+H3o7L20jzDK7MzSWybSfEdcjkC+zuLrYhePt8kPF4cVVBrYLbmux8bXMDH1nmmdxMKzEnaNUqNjbbeXCZhzNjcbJ5hTOjCV45G2BTiwPvFK9AdvoSPH/KR5e/OL/ObtBwV5uLexa7Z11tncpUy+I1m9h66z7Ov91HMnSBd59/kvjwcW5bt4KFXivqTJCBjhMc2n+Q452jJAtqzI3LuGX7PdzRap3RFYHLezzpNCrcZh2Oa6o3U8iGg4z39TNWXLhGpXPg8jbRfH17doSD4/T2jVF6OjRWJ1WNLTRezzKWeB8JT0JMUiiZ5bmT4/zw4BDHB2PESr/tW/QaHlzq5mubG9jY7MAhbQjmrWqrnrvaXLzdFeSdvgiJbJ7d3SHeOh/kiXU1U/b3FOfXhXj5bHE0DMC6hmKR+DX3FqokKgOexRu5/7FP0Tf+c1476SM22sWRN0Y4f/htbCYdqnyaeCRMOBInU1Chd7dx+wOP8dhH1uI13PxgkC8o+ONZOn0J3jpf7OcGYNVr8Nr01xhgFaLBAAN9l52Ms7nwNLbQeD3bkKXmmH2D6cv6RbmpbW7GIdlpSsinuxCTcMGf5OeHh/nl0VG6/MnyDavObuCJdV6+dGsdy2osGGdNnYmYDhq1ilubbDyw1MOJoRipXIFOX4JXzwXYssBB4xRtp50cifHcyXFGSjfsOrueB5Z6uKXJPiXPPxM0Fi9L7vwUf6Kz4/3ts7y6/wyDkSiBkSiBK77QhHvReu555DM8/rGtrKw1X0cvpMnJlYJSly/BeX+S874E3f4kI9EMoWSO4Uim3JrEbtRee2dxJUkoOEzfQJjiLpsKs9NDfXMzzus6aBckMNRLf3nPTofd5aWp+Xr6RYmJSHgS4hoUlOLIjScPDPLyWX/5OLIKWFVn4U9ur+eTq700OgyzbqtETA+3WceORU7ePh9k94UQqVIDyzc6A3zptvobfn5/PMtrHQH2Xpxfp1KxsdnBJ1dVY6nw+XUfTI3BXs/yOz9J9cLV3Hmug7NnOrjQP0IwliKr6DC7amhevJyVa9awcslCGqosaKf4xy5XUPDFMqWQlKTLl+BCIMlwJEM4lSv+l8wRSefLDUkvN6li8VyI4Hgf/SOlQwUqHXa3l8bm2uu6SWfDQcZ7e8tbgKitOD2NNDebpVh8ikh4EuJDxDN5Xj7r58kDgxzsjRBOFT+RDBoVO9pcfG1TA9sXuWbnNomYNmqVig2Nxdqno4NRYpk8PcEUr3UE2drqZNENzJlTFDg0EOHZ9nEipffjoioTH11RxeLquTC/ToXO5KRu8Xq8LctYuzFMOJYgnclTQI3OYMbqcOKwmzFMwciZXF5hPJ4ph6Tz/iQXLq4olUJSOJUjepWgNBGbQXPNPZ4K0SCB/l4GE5eaY7o8DTTfQHPMgcubY5pKzTFlz27KSHgS4gMMR9L86ugo/3ZomHNjCVKlD063Wcujq7185fZ61tRbZ/lv+mK6OIxati9y8vZ5B691BkjnCuzrCfF6R5DWTebrPkzQG0zy0mkfp0biQHE8zLZWJx9ZPtfm16nR6C04qi04qqfmGbN5hfFYhvPlrbckFwJJRqOZcki61qCkVqlwmbS0eoyY9RrOjycZjBRP2xVXnq4lPCmkgkFG+gYIXTxoZ3Lirm+m2Xkd2/9KnKB/gJ6+COVNO4cLb3MLtfL73ZSR8CTEBBQF2oej/OidIZ5r9zEYTpMvtQ1uqzLxpVvreGJdDQvcpjl2sxJTSaWCNXVWHlzm4dBAhGAyx0A4zesdAba1OlleM/lRIpm8wr6eMM+f9pXD/KpaK59cVX3tDRnniWxeYexiUPIVa5R6AilGY8WgFLoYlFK5cq3S1WhUKlxmLa0eE20eE21VZlo9JurtBpwmLceHY/ztmz3lr7cbrrVBZoFIOMjgwCgXO4Fp7U6qGhqpuY6wo6SD+Ecu0DNaPmeHzV1D86IFzGALrDlHwpMQ75HOFXjrfJAn9w+yqzuEv9TcUKNWsbnFzlc3NXD/Ug81Vr20IRAfymbUsm2Rky1dTl447SObVzjQG+aVc36WVJsnXSN3djTO706N01eaX+cx67hviZutrU7U8/gNmckXGItmyiHpvC9JTzDJaDR7RY1SNH0NQUmtwm3S0lplos1jpq3KRKvHRF0pKDmMxf/sRi1GnRoV0B9OESg1yDVq1VRZ9JivZUVaSRKNjDM6nrh0Ms7moLq29rqaY2aD4wx3dtB/cc9ObcXjbWbRouvpFyWuRsKTEJfxJ7I8e2KMH70zxInheLnpoM2g4aHlVXx1Uz23NdlnyawwUSlW1Fh4cJmHd/rCjMWyjEQzvNkZZMciF+sabNf8PNFUjrfOB3izM0i+oKCiOL/ukdXV19hPaG7I5AqMRjOc919cUUrSE0gyFisGpVBp+y12zUFJx6IqE22l/1rd7wlKJi12gxZDKSi9Vy6vEEzkytMFbEYtNTb9tYVZJU0qGSESvbjJpsJgMuNwOK+jZ1WGwHA/Z052XZqPZ6mitnUZy6rnz/vjZpDvphAlnb4E//buME8dG6UnkCJbmurb6DDwmfU1fPHWOpZUm2fRuAtRKcx6DXcudLJ9kYunj4+RKyi80x/h5XN+VtRa0Guu7T11bCjGs+3j+EtNWZtdRj6y3MOqWTO/bvIyuQLD0UyxkNuX5Lw/Se9lQeni9ls0nSu3DrkajVqFx6yjzWNiUVXxv4tByWHS4rwsKBl11/5zHsvkGYtlyJU+M+yTKBYHBUUplIeIA6jVGjRa7aRXipTEKH0dRzh09mLLAzW2mkYWr15DnezoTikJT2LeyxcU9veEefLAIK92BBiLZlAotiFYW2/lTzc18PGVVTQ4DPN6W0TcmMXVZh5Y6mFfT5jBcJrxWJa3zwe5q83FxmbHhz5+OJLm5XN+Dg0UZ71dnKP38ZXVk7rRV7J0rsBwJE1XKSR1+RL0BFOMx7KlU29Zwqn8NQUlbSkoLaq6VKO00GOi1qYvriiVwpJtkkFpIpFUjpHIZWNZjFrqrrVNgcqA0WjDalGBH0AhGY8R9PvJ0ziJvkxZAr1neHfnHjov9nfSOKhbsJIN6+uZgf6hc5qEJzGvRdN5Xjzt4wcHBjk0EC0f+zZq1dyzuNiGYGurE7dZjqmIG2PSqdm60MndbS5+fniEgqJwaCDKy2f8rKmzYfqAG3heKc2vax8nXp5fZ+bjK6tocc2u+XUXpXMFhi4GpdKqUm8wxXj80qm3UDJHLJO/pqBUbSkGpUWlGqWF7mJQcpi05e03u1E7LSvHl49lgdJJu2tdeVIZcbhqaGqwo+oLoqAQH+nhzOGDdGxrYLnt2jqUp31dHHnzef6wv59ixwMVxpqFrNy0jVvqDFLvNMUkPIl5ayCU4hdHR/n3Q8N0+JLlY8nVFh2fWlNsQ7CyzoJZJ20IxNRY4DZy31I3ey6EuBBIEUxkebsrxI62MNsXua76uC5fkhdO+en0JYBiDd6ORS7uWzI75telsgWGwmnO+xN0+ZJ0+ZP0BFP4Yu/vo5QrfHBQ0qlVVFt1LPKYy3VKC90mai6uKBm1OE06bAbNTdtij6TyV4anaz5pB6DFVd/MsjXL8LyzH18e8rEB2t9+hv9ocPOlR7ay2P1Bv7zlSY53sP+5n/HTp3bTFSqdstO5aVm5ibvuWoVHfvebchKexLyjKHB0MMoPDw7y/GkfQ+F0ud5gabWZL99Wx+NrvbS4TWhnwY1JzB4GrZotC5zct8TNDw4MUVDg2GCUl8/62dBow2Z4/0dyMltgV1eQP1w2v25tvY1HVnvxWCqvkCWVLTB4WVA670vQF0wxHn9vMfe1BiV9uZB7kcfMQreRGruhWJ9UqlG6mUFpIpdv26lVxf5e3mv+t1Gh9yxk5aa72brrFL8/E6FQSBPqO8orP/17hk8f5I4tm7hl7TIWNlZjN2hQAUouRWSsh9OH97Nv19vs3H+CrsFwsd2BykDV4lu455MfZ3OzRVadpoGEJzGvpLIFXu8I8OSBQfb0hAmW2hDo1Cq2LHTw1U0N3LvYTbVNLx84Ylo0OY3cu8TNru4QZ8cShFM5dnaF2LEozAPLPO/7+pPDMX530sdItHhzrrXpeWCpm9ua7DP+Hk1m8wyEL229dfmS9IVS+OLZK1aUrikoaVTUWPUsKhVzt1WVgpLNUA5JxRolDfoKO7QRSeXK8wVNOg3VVj2GydRRae00rdvBJz7dzdAPnuPdoSRKLklw4DT7/P2cO7yTF6rcOJ12bBYTBo1CNhUnEvDjGxthZHScYDxbanWgxdawmm2PfJZP3rkIp6w6TQsJT2LeGI9l+M2JMX7yzjCnRmIkssVtOrtRy8dWVPGnG+u5pWni3/6FmCo6jYpNLQ7uX+KmczxBXikO+H35nJ/bm+24LquvCySyvN4ZYPeFEAWl2NH69mY7n1xdjdVwc7eTk9k8A6Ert976gqWgdFmNUjzz4UFJr1HhLa0oLaoy0+YxscBtwmvTl0+8OY1abEbNNZ9EnCnpXAF/IkssXaxFm1S9U5kag7OFDQ9/ga9rTNh+8Tt2n/OTUfJkEyFGekKM9IBKrUGj0aBWgZLPkcsXuOI7rTbibr2VBz/3ZT770dtpsctn2XSR76yYF86OxfnJO8P89sQYvcFU+cO9xWXk8xtq+dyGWhZXmSruN1oxN9XZDdy92M3OrhDHh2NE03l2d4fY3R3i46uKc0gUBQ71F+fXXZynuMhj5OEVVSyZ5vl1iUye/lCKLn/yyqCUyF7qzF0q5s5/aFBSU2vTl0+9LbosKBXrky5uvWnRz8Ju/dF0ntFoprz1bzdOpt7pMiodlurF3P7xP6aqZTnr3niV198+xLmBIKnS4TmlkCdXyF/lsS2s3nIfH3noAe7csIQGj2kSJ/XEZEl4EnNaNq+w90KIJw8M8kZnkPFYsQ2BWgUbGu18dWM9D6+oos5uQMqbxM2iVavY2GzngWUeTo/FyeYVzowlePmcn40tDmpsevpCKf5wxk/7cAwongC9s9XJw8urpnQ1Jp7JMxBKFYfilma99YdS+N+79XYNQcmgLQWlUmuAYlAyUm29vJi7GJTmylijSOo9J+0M1zrTbgIqLSZnI8s3f4S6tv9/e3/1Jmea3Xuf32DmiGQmpZixSMXYZLfb1N3etnu/M9eczJzMyfwPc/rOzPY2dLvB3bbb7upiVKGYIVPJjMHMzxw8kSkolaSUUkpanwP3dZWlVEgZGfGLda97rR0cfmmEoYFeenoGGJ2cZj4UI5XNUSiC3mjB5vISqG2ktWszW7Zupqu9hYa6AE6TfAh81CQ8iXUrli3yx6vz/O+TU5ybSJColNWtBi0vdvn4n4fqONLqxmORHwPx+AXsRp7t8HBsIMKp8TjpvFp9+nQgwp/uqOLr4Shv3rK/zsb3tgaoXfKR0A2pXImxaLYyRynNYGghKBVvaeZO5UqLuxy/jUmvpdZhXAxJ7X4LzR4zVXbjLQMn11NQupNvznh6wMrTTbRGG976Ljy1bXTv3MfhSJREMkUmm6NQLFFWQKPVYzCZsdgcuNwe3C47Zv36/XdebeRdQ6xLI+Esvzo3za/PzTIQzJAvqW9A1Q4jP9pZxd/sr2VLtf2us3WEeJR0Wg37Gh280u3j0nSSbLHMQDDDB9dDuMw6/ngtyGgkC4DHqueFLi9Pt3vue1BrMldkLJpbnMw9GMowEc0SSheJZm7cfEvny/cMSma9llqnqXLj7UZQCthv7VGyr/OgdCd3nvF0nwMy70Gj1WN2eKl1eKldlq8olouEJ7GulBWFM+PqGIJ3ekJMx2+MIdhabePvDtTxgx0BmtzmNTEfR6xvXquBox0ePh2M8MVQlGyxzOdDUYbDGa7OpG7sr6t38oPtVbjvUCVVFEjmi4xFKkdvC0EpliV0W4/SfQUlg5Y6p2lxhUmHz0KTx0LAbri1omTUo99gQelObp7xpNdq8Fj0eC1yxW29k/Ak1o10vsQH10P8w4kpvh6NLS7pNOo0PNXm5v84VM+zHR4C9tU3G0dsTFqNhl31Dl7t9nF+MkGycqw2GcstDm1tcKv767bX2tWglCsyGqk0c1dWmEzEcoTT6q23xaO3fJnyfVSU6l2mSo+SevOtyWMmYLsRlNwWtaIkM8++SVEU4tkic5UxBTajOqZAQuX6J+FJrAuziTy/uzDLz89Mc202RaYyhsBj0fPdrQH+/mAdu+sdj/16txD34jbreabNzacDLj7sC1MoKSxM7NFpNTR71NUa/+dX45WK0o2gtFBVSt9HULIYbgQl9ejtRlBSm7kNlaCkk6B0nzKFMvPJAtnFsSc6ah+y30msDRKexJp3dSbJP52a5r8uzzEWzS3eCGrzWvjx3hr+ck817T7rhuvFEGuDRgPbau280OXlxGhs8WIDqJWN6/Np/uHEJPFciVi2SDpf4h6X3rAYtDS4TLQvNHP7LDR5zPgrQcltMeAyS1B6WPFciZlEbnHW0nL2O4nVTcKTWLPyJXVtxf86McWxgQjzKXVauK4ySPBnh+p4pdtHrcPEffbYCvHILRz1jESyi/1Jg8EMZyfii0d1C8oKzCcLzCcL3/r1rAYtDW7zYn9Sm89Kk8eE33ZTM7dFj92okz6/ZbasYwrEmiLhSaxJkXSB/74yzz+dmuLCZJJkZdO8zajj1W4fPztUx6EmFy4ZQyBWkKIoxLJFRsLZxRlKQ6EMk7EskUp/0kKPUqZw74qSzaCjwW1a7E9q91lodJvw2dQ5SgthSYLS46GGp+UdUyDWBnlnEWvOUCjDL85M82/nZxkKZxaXpdY5TfzFrip+sq+W7mobZpkWLh6jhaA0HFpo5lbnKE3GckTSxVsGTqYLJe7RogSow1y7Alae7/SyKWCl0W3Gt9CjVAlLNglKK0ad8XTbmAKHHNttBBKexJpRKiucHIvxv09M8d71sNproIAG2F5r5+8P1PG97QEaXCZ5MxGPVFlRiGaKjIQzizOUhkIZpmI5taKUvTFLKVMo31dQuhNFAYdJz9F2Dy9t8kpQWmXUnic1PBl1WrxWAw6zXErZCCQ8iTUhmSvxXm+Qfzg5xcnR+OKuL5Ney7Ptbv7noXqebvfgt8l8FbG8yopCJK0GpYXxAEOhDFPxSkUpUySaVecpZYp3D0oawGbS0eQ2LzZyzyXzvH89TCit9jXVu0zYDDr6gmkUYCic4cpMkte3+CQ4rSKlskIsU1z8vjlMOqrtxvseYirWNglPYtWbjOX47flZ/vXsNL1z6cV1FT6rgR9sD/B3B+rYUWfHZpRPfOLhqEGpwHD4RjP3YlDKFIllCjd6lO4jKNlNOpo95sXRAG0+Cw0uEz6rOkcpkSvyizPTpAtqz576YcDDzjo7/5+vJxkKZwinCxwbjPBsh4dn2j2P5x/iTpQCyfAMk2MzJL69f/3BaPRYPVXUNdXhNq6N8JHKl5hL5hfbBpxmHTUPsTpHrC0SnsSqpShwaTrBP52c5g9X5pmI5RanI3f6LfzNvlr+bFc1bV6LDKUTS1YqK0QyBYZCWYYqPUpDoQzT8TyRzK0DJ7OFMnc7edOgVh6avWbafWoj90JQ8i6MBzCrIwKsRi1ajYZiSeE/L8/xSX9kcS7Z1hobf7IjwPZaOwPBNP/rRAZFgQuTSd7tCbGn3oHDvEIv24V5Bo7/F7/4l48Zzt/7ly+Jzs+W537Aj39Wj3uZv/SjEs8Wmb5lp51eZjxtIBKexKqUK5b5tD/M/zo5xeeD0cXSuE6r4Uizi58dquOlTT6q7UYZQyDuqVRWCKcLDIVvrC8ZDmWYTqhBKfYAQanFq64vuSUoWReauQ24zfrFoHQn1+dTvHU1yHBY3V/ntuh5vlJdcpj0PN/l5bOhKL1zaeLZIp8NRTk6EuOVbt/y/wPdh3JslvGrZzh+/hLzpXv/+qXQOLupPqJlLZ2639zvBDLjaaOR8CRWnVCqwO8vz/HPp6a4OJ0iXRlD4DDpeH2zn58dqmN/oxPnSn0CF6taqawQSlWCUijDUDDNUDjLdDy3WE1auPmWK94jKGnAZdLT4lWP3tr8Vtq8ZuoXg9LCdO67B6XbJXMljg1E+LAvTLEyn2BPvYPvbw/gtaoJ4nCzi5c3+egPZiiVFa7OJHmvN8SBJufir3l8FNKhIFNjE8SWOTiBBqPHR3VDI/41dPL+zRlPMqZgI5F3H7Gq9M2n+fnpaf794izD4eziG0uj28Rf7q7hx3tr6ApYMckYAoEalIKpwuKxm1pRyjKduBGUFsYD3FdQMutp8VSO3vwW2nxm6l3mxYrSwhwli+H+g9KdXJpK8N9X5hd3ojW4TLy62ceuesfir6lxmniu08OxwQgXp5IkciW+GIry+VCU728LPPCf/WAUcooRS6CdfUdq7/rveLevUUpHmBkfYTyUvfE1dHbqWjaxfWsjljVURb55xtPCc6dK9mZuGBKexKpQLCscH47xDycn+bAvzGwij4L6orS7zsHfHazju1v91LtMcptlgyqWFYLJPEPhDEPBLIOhNMPhLDOVoLQwdDKeLS5eKvg22oWg5LUs3npr9Vmod5nwWAx4KlO5XRY9VoMWzTI+5+aSeT7oC3NyLI4C6LUaDje7+M6WAFbDjdKLXqvhQJOLVzb56JlNkS8p9M6nea83xOFmF9WPtcqhwdG4ned//P9gb/bBolMpNcmlj3/Pr0cGbgQnrYXqzU/y2g+/z9MdTtbST3YiV2K2MuPJotfisxmwGNZQ6Uw8FAlPYsXFs0XevhbkH09OcXoiQbwyhsBs0PJCh5efHarjqTb3ChxViJVSLCvMJ/OVipJ64204nGEmkb9x9HZTRelutBq1n+jmoNTmtVDnMuFZqChVqkoWg+6R9tCVFYVTo3H++/L84g67roCVN7b6afdZvvHrA3YDz3Z4+HQwwqmxOOl8iS+Ho3w6EOEvdlc/ugf6DRqMdi/1HV7qH+B3K9l5ej//kgunrzCZKFa+pBFP235e/qu/4YfPdFNlXTvV5HypTDhdIJZbaClQh2PK57qNQ8KTWFHj0Sy/PjfDr87O0BfMLL4RBuxGfrg9wP84UMu2Wvstn8jF+lIoKcyn8gwFb8xRGglnmE3kb6wwyRaIZ0v3FZQ8Fj2tXrWJu73So1RXqSgtBCXXYwhKdzIcyvB2T5DeuTSgrhN6pt3NS5t8d7wxqtNo2Nvo4NVuH5enk2QKZQaDGd6/HuKJVheNbvPj/Qs8AKUQZfjs+/z257/l0yvTpEoAOuyNO3n2z/6Gv3xlFw3OtfXBKJkrMZvILy4hlzEFG4+EJ7EiFEXh3GSCfzw5xVvXgkzGcot7vbqrrPyP/bX8cEcVzV6LbH1fRwqlMvPJwo31JcEMI+Ess8mbK0oF4rn7CUoaNSj5LLT71D6lVp+ZOuetQclt0WPWP/6gdLtcscyXw1He6QmRK6l/tx21dr6/LUD1XXplvFYDR9s9fDoQ4fOhKNlima+GY3zUF+ZvD9Q9rof/YEpJpi59yu//5Ve8e3aMWEEBNJirN/PEd3/MT75/iDavaU0d18EdmsVlTMGGI+FJPHaZQpmP+kL875NTfDkcJZxWy/gGrYYn29z87GAdL3R6CTiMa+5FVdxQKJWZTRQYqjRyqxWlm4NSodKjVCJfuntQ0mk0eKx62m4aD9DqtVDrNN5y9OYyr46gdCdXZ1K8eTXIRExtMg7YDby4ycuhZtddH69Wo2FXvVp9Oj+ZIJErMRrJ8mFfmKfb3LT7rY/pb7BESpb561/z1i9/wR++7ieULQMaDJ529r3yF/z0R0fprrayFmvK8WzpGzOeZKfdxiLhSTxWc8k8/3Fxjn85Pc2VmeTicECXWc93t/r5+4N17Glw4jCtxZfUjStfKjOXyKshqXL8NhLJMJcoEM3eGDh5X0FJq8FnvenorTJHqdZpuqmaZMBl1q3aoHS7aKbIx/1hjg1GKCsKGg3sb3Dy/W2B+xq54TLrebpSffqgL0y+VOb4SIwProf5v/gsq+8ShVIgOnSa93/zc373yVVm1LM6dPYGdj73p/z0r19hV6OTtXVYd8MdxxTIsd2GIuFJPDY9syn+5fQ0/3lpjtHIjTEELR4zf72nhr/cU0NnwIJRt3YaRzeifLHMTCJ/03iALKORLHPJ/GI1KZIpksgWyZfufjNrISi1eS20+S3q0ZvXTI3TtHjjzWMx4DLrMRm0a7YSeW4izn9fmV+ssrZ6LLy2xc+Watt9/X6NBrbX2Hi128fp8TiRTJHJeI6PB8I80+FmS7X9UT78JSqRnLzEsf/8Bb959xzjsYJ6c9ZcRfcT3+WvfvJ9Drb7MK3VbyYQy90IT7rKhQSfXGjZUCQ8iUeuUFL4cjjKP5yY5OP+CPNJdQyBVgN7G5z87GAdr2/xU+s0Ie1Nq0uuWGZ2saKkri9Rg1LhlhUm8VxxccfXt9FrNfishluqSbcGpRsDJ9dyULrdRCzHe70hLkwmATDptDzZ6uKNzf4lzStzmPU81ebmqTY3b14NUigpnBiN835vmK6AbZX0Bipk53r5+s1f8q//dZyBYJYyoDF4aNv/Cn/+P37E0a3V2NZwYVlRIJ4pMlcJT1ajjoDdiFFmz20oEp7EIxXNFHnz6jz/dGqKcxOJxevZVqOWl7p8/OxgHUdaXXgs8qltpeWKZabjucXxAIOhDGOVoHRLRek+g5LfdntQslDjMOK2GPBY1aqS06zHvI7fdIplheMjUd68Glxc/ru52sZ3twZo8Cy9R6a72sYr3T5OjMaZS+aZSeT5ZCDM0Q4Pu28asLkyFAqRIU6/+2/84refcm0mhXqxzk79zqP8yd/8FS/vbsRpWA0h78Fli2VC6QKpyvdT7XeSI7uNRsKTeGRGwhl+eXaG35yfZSCYXjzCqXEY+dHOKn66r5YtNXYshvX75rlaZYtlpmM5dYZSOMNQUK0ozaduGg+QKZDIle4rKAUWglLl6K3FY6baafzGeICNNhm+fz7NW9dCDIYygNq79Fynh6MdHnQP0KdkM+p4qtXNs+0efntxllJZ4fRYgnd7g2yttq1o9aOUnODSJ//OL3/1LhfGY6gX68wENh3hjR//lO8d7sBnXtvBCSBRObKr7CjHaZKddhuRhCex7MqKwumxOP94aop3ekJMx2+MIdhWY+Nv99fxg+0BmjxmdKviqGF9yxbKTMUrQakyHmAsmmN+4dZbtkgkXSCZK1Eo3z0oGXQLQclKu89MW6VHqXqhomS5UVHaaEHpdqm8ur/ug+uhxf6+3fUOfrAtgO8hNuB2+K281O3lq5EoE7Ec86kCxwaiPNfu5VCLa7ke/pIo2Vl6v3yTX/7iD5wYDJEtAxhwt+7jpb/8G/7s2a1Ur+Wzupt8c0yB7LTbiCQ8iWWVzpd4vzfEP5yc4vhojGhGbZA16jQ80+7hZwfreLbDQ0B2QD0SmUKJqYWK0sLRWzRHMLlQUVKP3xK50uIb+rcx6DRU2Y2Lx27tPgvNHjUo3VxRkqB0Z5emkvzh6jyzlf119U4Tr3T72N3wcMdrZoOWJ1rcPN/p4ednZigrCucm1OrTjjo7VuPjDSlKIcLQqff4t3/5dz67NntjCGb9do7+6U/5q1f30OgyrJsetni2xEz81hlPEp42HglPYtlMx3P87uIcvzg9zbXZ1OJ+Ma/FwPe2+fm7A3XsqndglzEEyyKTLzH5jaCUJZha6E9S/zd5H0HJeHtQ8lto9lgqFSX9YkO306STxtj7MJ/M82FfmOOjMRRFvVV4uMXF97b6sS1DuGnxmnlxk48vhmMMhTKEMwWODUZ5tiPO0Q7PMvwN7lMpwcSFj/mPn/+aDy6ME18YghnYxKHv/pgf/8kROvxm1tMzJnbTQmBYGJApx3YbjYQnsSwuTyf559NT/PflecaiucW1BW0+Cz/ZW8Nf7Kqm3W/FcIcVFOLe0rcFpaFQhvFolvkHDErVDuMtzdx3DEpmnYyNeACKonB6XB1NEM+qTcWdfguvb/Ev20BLk17LkWYXL3Z5+YcTk5QVtdL1bm+IPQ2O+5od9dCUDHM9X/HWv/4rfzwxWBmCCQZ3K3te+nN++qNn2VJjW5NDMO8mftOYAoNOnXLvsshb6UYj33HxUPLFMp8NRviHk1N8OhAhmCoA6kToA03qGIJXun3UOmVp5v1K50tMxHIMBtUepaFwlvFKRSmSVo/eIpkiqfy9g5JJr6XafntQMlPlMN4yR8khQWnZjISzvHMtxLXZFABWg45n2j28vMm7rB8eGtxmXuj08vlghJ65NLFskc+HIjw74uGVbt+y/Tl3pOQJD5zm3V//nH8/1sNsZQim1lbPtqN/wk9+/Cp7mt0Y19nPfFlRiGWKi69zdqOOaodRejc3IAlP4oGF0wX+cEUdQ3BhMkkyr76A2o06Xt3s4+8P1HGo2SWfyu4ilS8xHs0uVpMGQxkmojmC6QLRdGHx5lsyX1qs5n0bk15LjePWHqUmj5kqu3ExJKk9SjoMEpQeiXxlf93bPcHF3Xzb62x8b1tg2dd3GHQaDjU7eXmTj75ghlJZ4epMind7gxxocuJ9ZEMbSyTGL/Lpv/+cf3v/POPxhSGYfjYdeYO/+psfcLgrgHkdPsXS+TLzyfzi91b6nTYueVcTD2QgmOaXZ2f47flZBsOZxevs9S4Tf76rip/sraW72rauZ/gsVSqnBqXFo7dwhvFojlDqxsDJSKZAKl++Z1Ay67XUOtWKUpvPQptXrSgF7MbKDCX15pvDpJej0sfo2qy6v248qvbE+G0GXuzycaTl7vvrHlSN08RznR4+HYxwcSpJIlfii6Eonw1G+MH2quX/AymTmb3GV3/4V3755kmGQjkUAL2Llr0v8aO/+XOe21qLfb2d1VXEs0VmE7c3i0u/00Yk4UksSamscGI0xj+enOK96yFm4uq0cA2ws87O3x6o5XvbAjS6zatv39ZjlMgVGY/mKqMBsgyHFypK+cVhk9ElBqUbFSUrTR4zAbvhlltvEpRWVixb5JP+CJ8ORChV9tfta3Ty/W1+XI+oB0mv1bC/ycWr3T56ZlPkSwrX5zK8fz3M4Rb3MldFFPLhQU6/82t+8e+f0TtbGYKptVG3/Sjf/8mPeWVvM671dlZ3k3iuyLTstBNIeBJLkMwVeacnxD+enOLkWJxYVh1DYNJrea5DHUPwTLvnoWbYrEWJbJGxm47ehkIZJmILFaXiYkUpnS9TUu4elCwGLXVO0y09So3uW4PSQkVJL0FpVTk/keC/r8wTSqv9MM0eM69v9rG15tHunauyG3i2Q10afHIsTrpQ4svhKJ8OhPnL3TXL9ueU4uNc+Ojf+cWvP+DieLwyBNOEf9NhXv/xT/nBk50ELOu70hzPlm6b8STHdhuVhKfHqVwkn82QyRVQtEZMFgsmg25N7HObjOX4t/Mz/PLsDL1z6cUxBH6rgR9sD/C3B+rYUWdflmvYq5WiqBWlsUh28dhtKJRhMpYjlF5o5l56UFoISW0+C01uM/5KUPJY9LitlaC0Fp4kG9hUZX/duckEoN5ofLLVzeub/Y/86Fqr0bCnwcmr3T4uTSfJFMoMBjN8cD3MEy1umjzmh/4zypkZrn3xB371r29yaihMTj2rw9Wyhxd/9FN+9Pw2au3r/+0kni0yE795TIHaMC42nvX/bF9BSj7OzHAvVy5d5frgKFOzIWKpDPlCCUWjQ28wYXa4CVTX0djaxZYdO9jUUoVjFZW9FQUuTiX451NT/OFqkIlobjEUdAWs/HRvDX+2q5o2r2VdVUIURX2hvL2itBCUFkJSJFMknS9TvkdQshq01LtMN3qUFipKNsPirjePRY9dgtKaUyorHB+J8ebVIKnKpYnuahvf2eJfluByP7xWA8+0e/hkIMLnQ1GyxTJfDcf4uD/M3x6oe6ivreRDDJ58h9/84t/5oneOtHpWh7VuG0/94Cf81ev7aHYb180QzLuJ3TRd3KzX4rMZ1/UHRvHtJDw9CsUEU9dO8ukHH/PV+V5GJucIR2IkUhnyxTI33mY1aA0mrHYHTrePQG0L3Xue5IWXn2P/5lpW+oNcrljmk/4w//vkFJ8NRhePI/RaDUdaXPz9wTpe2uSj2rG2XzgXgtJoNMvQTeMBJmM5wgs33ir/my6UuEeLElajjgaXiTav+Zag5LcZF0OS22LAbtJJUFoH+oNp3u4JMhBKA2ofzHMdHp7r8Dy2K+xaDeyqd/DqZh/nJ9UF3KORLB/2hXmqzU3Hg86XKsYZP/8x//Hz3/DRhYnFIZgmfxeHXv8rfvKnT9JZZVlXQzC/TbGsVHY+qu0KDpOOartxQ/d2bmQSnpaZkprk4id/4D/+812+vDTEbDRNofytv5pyIUsykiUZmWdqdJD+3qtcvXKFV374I954ZgcNjpX5VBNMFfj9pTn+5fQ0F6eTpCufqJ0mPa9v8fH3B+vY3+h8PMP4lpGiqJ8eR8PqWIDhcIahUJapeKWidNN4gPsJSraFoHRbRclvu9Gf5KkEJZkFs/6kCyU+G4zy/vXw4o3TXfUOvr8tgP8xryBymfU80+bhWEuE96+HyZfKHB+J8cH1MG0+y9Lf5MsZZq59wR/+9Ze8dXKYsHpWh97VzO4Xf8RP/uIFttc5NsybSDJXYi6ZX5yt5jTrpVl8A9soz/vHQsnNcOGD3/GLn/8Hn12bIZ6/KTVpDZhtTjxeD06bCW05RzoWIRSOkcoV1WpUuUA6PM61r98hHElRVP6OH764k5rHvIn8+lyaX5yZ5t8vzjEcziy+WDR5zPzlrmr+em8NXQHrqt9npijqJ8XRSo/SYCjDcCjDVDxfqSjdCEqZ+whKdqOOBrfplvEAjW4zPpthMSS5rXrsRglKG8XlqSRvXplnurKuo9Zp5JVuH/sanY/9sWg06uLtV7t9nBqPE0kXmYzn+Lg/zDPtHrbW2O7/iyl5QgMnePdXv+D3n/cyl64MwbTWsvXp7/PjH7/OvlbPuhuCeTff7HeStSwbmYSn5aLkmDr3MX/8/Zt8dnW6Ut4GrTVA246DPPnUIba31+FzWDAZ9WiUIoVchvj8BAOXTvLll6e4OjxPugTlfJzpa5/xh9/XUVdbzet7azE9hhepYlnhq+Eo/3hyig/6wswlKmMINLCn3sHfH6zjjS1+6l2mVVeqLleC0kg4y1A4zVAoWwlKOcLpG+tLFipK92hRwm7U0eg20ea30O5Vw1KD24zParhljpJNgtKGFUoV+LAvzFcjlf11Gg2Hmlx8d5n21z0Ih1nPU21unm5184erQQolhZNjcd7vDbGpynqfx8QKhfnrnH73d/z2w4tMVIZgAlDOEh4+zVv/OMWxh3j30Ps62f/sq7x+oH7NvAnFs7eNKTDr5KbdBrZWnrernhLt4/Rnx/jq4sRicDL6NvPkd37In7zxFDvb6/G7rBhuKdYolPNpDhw6zKGDn/HW7/6Dd7++TjCnoBTijJ/9jM9P7GFrZw2bXI/2DTqeLfLWtSD/eHKKM+MJ4jn1XN9i0PJCp5efHarjyVb3I5xafP/KikI0XWQkkvlmRWlh2GS6SDSrVpTuFZQcJh1NbjOtNx29NbhMt1aUJCiJmyiKwumxOH+4Mr84sqOjsr+uK7A8++seVHeVjVe6/ZwYizObyDOTyPPJQJhnOzzsbnDc19fIBqcY7ulhJJzj5h8fJR9j6vppZvtOP8Qj1OLe8iK1+15fU72S8dxtYwpMcmy3kUl4WhZlwgMXuXC5h4mE+kKKsZYdz3+fP/+r7/NEuxfzHT+IatAabXjqOtjt9eI2FcmkfsnbpyfIKFBMjHD54hX6njlA53b3I2vKHItk+c35GX51dpa+YHpx9UCV3cgPdwT4m/21bK+1YzE8/k/TZUUhki4yUhkLMBjOMBLOMn1TRWlh31umUOYeOWkxKN3co1S/GJQWwpIeqwQlcRejkSzv9Aa5MqPur7MYtDzd7uaVbu+Kr76xGnU82ebiaLuH316YpVRWODOe4N3eEFtqbPdx3K6QzaSJJ5Lc3q6plMuUynl1OOaD0liwOX1U13nW1NLgWLbITFwNT1qN2mMWsEl42qgkPC0HJcXk0DCj4/OV+ScaLI07OPzkE+xt+7bgdCut2UvLgRc4euky1/qnuBYpg5JjdniQsYkZstvcWJf5vVxRFM5OJPinU1O8dS3IZCy32PezudrG3+yr4Yc7qmj2Wh7LrbCyohC+KSgNhTIMLwYltT8pkikQyxTvGZQ0gMN8Iyi1+yy0em8LSlb9YkVptR1DitUrXyrz1XCUt3tCi/POttfY+e7WALXO1dED0+Gz8vImL18NR5mI5ZhPFfh0IMKzHR4Ot7ju8bsVcrkcqWTmG+FpWehceKsaaKxbHf9W9yueLTKbVHueLAYdAbsBs2F1932KR0fC03Iox5ifDxGJFSr/QYO7oZWmxnqcS/gX1tka6O7uorXuC3oicRQUcqE55oJhYmWwLuPHtEyhzId96rTwL4djhCtjCAxaDU+1ufn7g3W80Oml6hGd6ZfKCuF0geHwjTlKI+EM04k8kZuCUjRTJHsfQclp1tPkMd8yHqDeZcJrNeCx3jh+sxq1EpTEQ+mdTfPHq0FGI1lAnbH0QpeXJ1vdq+a5ZTZoeaLVzQtdXv7l9DRlReH8ZIJ3e4LsrLNjvWtPlhZv1xF+9P/8f3M4/gjik8aKr7GNTY7V8W91P3LFMuFUgWSucuvYrKdamsU3NAlPy0FJk85kyN64iIHeYECv1y3tTF9jJFBVhd/rREucEqCkkiTSadJlWK4a92wiz39emuPnp6e5PKNOJAZwm/V8Z6ufvztQx95GJw7T8vyBpbJCqBKUhkPpGxWlhaBUOX6LZe8vKLnMepq9ZtoqjdytXjP1LjNe241jN7cEJfEIJHJFPhkI8/FAhFJZQQPsb1RHE7gtq+vltNlj5sUuL58PRRkKZQhnCnw2FOXZzjjPdnju8js1WP1NbHuyiW2P7dGubolcidlkfrEyL83iYnX9tK9ZevQ6HTdaHRQiUxNMz82RURxLOG7TYGnex6s/+b/TeDSmlsy1Hlr3dOBdpuB0bTbFv5ya4veX5xmNZBfHELR4zfz1nhr+cncNnQELxgfs2yiVFYKpQmV+0kJFKctMIr/Yn7RQUcoV7xGUNGqga/bc1MzttVDnVI/e3JVqkseqx7JG1tyIte38ZJL/vjJPMKVWaps8Zl7t9rGt9tHur3sQJr2Wwy0uXtrk5X8dn6SswKWpJO/2BNnb4FhzM9pWUvymyeKgNovXSrP4hiY/PctB56WqKoDXo4d0AVBIj57m80++YEurn4OtLgz3+cau9bSw4+k6uosL5XIteqMR40MerRdKCp8PRfjHk1N83B9mLqm++Gs1sL/Ryd8dqOP1LX5qnab7DiFqUMozHMoyGL5x9DaTyC+GpEimSGwJQall4djNa6HVpwYlr3VhfYkamCQoiZUwHc/xfm+Is+Pq/jqDTsMTLS7e2BLAskp7XxpcZl7o9PLZQISeuTSxbJHPh6J8NRLj1W7fSj+8NeP2GU8us54aObbb0CQ8LQeNg5ZNnbQ3V3FuapKcAuXUNJc++A3/UEgQ/NPXeWpHMz7L/XSO6zGa9SznZ5popsibV+f5p1NTnJtQVzcA2IxaXupSp4UfaXXjucuxQ7GsEEzmGQqr85OGQhlGIhlmE/kbt94qQSlbvHufhFYDboueFo8akNq8amWp1mlanKO0EJSsBh1y8iZWWklRODEa482r8yQX9tcFrLyx1U+L9/Hsr3sQBp2Gg01OXu720R9UB95enU3xbk+QA01OfKtg9Mha8I3KkxzbbXgSnpaFDs+mQxw5dJoL/fNcmc8DJdLzA5x+79dMD1zg630HOPTEExzY2UGd2/zYdkENhzP8+uwMvzk/S38wTb6yQqLWYeTPdlbz0301bK2x33JrpFBSmE/mGQ5nGA5lGQqrFaXZpFpRCleO32LZ4uJYg2+j1YDHYlArSpVqUqvXrAalSo/SwsBJiwQlsUoNBjO83ROib17dX+cw6Xi2w8Pznd5VP9Kixmni+Q4vxwaiXJhKkMyV+HIoyueDEX6wvWqlH96aEMuWFscU6LWaSruABM+NTMLTMtE6mjnw2p8wNTNP8q3TjMSLQJl8fIah80Gmh65x/qtPeL97Gzv3HeLwod1savRh1T+aF96yonBqLM4/nZrinZ4Q0/EbYwi219j5H/tr+cF29Wp1OF1gqHLsNhzKMBLJMpvIqzfeKjff7jcoea0GWjzq0Vurz0Krx0ztwq03ix6PtXL0ppegJNaGTKHMZ4MR3u8NLX742FXn4PvbAwQe8/66B6HXatjX5OTVbh/XZlPkS2Wuz2d4rzfE4RaXHD/dw8Li8LmUGp5sRnVMgUEnL2AbmYSn5aIx4G7dx2s/BZPdye/e+oqeqSRFAKVIJjrDcHSWscFeLp3+mmPvd7Jl5z4OPfkEe7c047fpl23abipf4r3eEP90aoqvR2KLW8CNOg076+w81epGQeHnZ6YZiWSZS+RvmaMUz5buKyj5rIZbepRavBZqncZbxgO4LXrMEpTEGnZlOsmbV4NMVXpeahxGXt7kZX+ja81MyK6yGzja4eaTgTAnx+KkCyW+HI7xaX+Ev9xTs9IPb1XLFEoEU3mylVvJcmQnQMLT8tLZqOo6yKs/9dPQtY0P3/uAz0/3MRXLVYbNKZSycebH4gQnh+i7fJ6Tn3/C5t0HefqFF3hiZxsB28Ndq5uO5/jdhVl+cXaGa7OpxR94rUb9BDUVy/NRf4Rssbw4cHLh0/S3/rU0Gnw2PS1ey+J4gBavmRrH7UFJHRq3Vt5QhLiXcFrdX/flcJSyAlqN2kP03W0B7Ms0yuNx0Go07Glw8tpmH5em1fEkQ6EM718P80SrmybP6u3bWmnxnNrvtPAq6TTLWhYh4Wn5ac24G7Zw6NVqWrbu56nL5zn91Rd8efIyI3MJ8pWCjlLKkwxN0B+eZmywlysXznP+xe/y/defYnujiwc5zbs0leSfTk3xh6vzjEdzlMo3QpGC2vQ9Gc8xedOtkdupQclA6y0VJTM1ThPeSiO3x2LAZdFLUBLrmqLA6XF1f91C9bbdZ+b1LX42Va3s/roH4bMaeKbdwycDET4bjJItlvl6JMqHfWH+7kCdVIe/RTx72047uWknkPD0iGgw2Pw0bvZR29zFtj1HOPpKD5fPneLkiTNcGZgikimqn2SUErn4LEMXPiM4M8nUfISf/MXrHOr0YlzCi9l4NMu/np3mV+dmFmfQ3OxOy3F1Wg3+haBUaeZu8ZipcVSCUuXmm9tswCRBSWww49Es7/aEuDyTBNSp3U+3uXml2/fAc9BWkkYDO+vsvNbtW7x1OxrJ8VFfmGfa3XT4114gfBy+MabAJOFJSHh6xDTorR5qOzzUNHeyZdd+nnxxlIGr5zj1xWd8fb6fyUhWPdIr54lP9XL8D79Cb7Fj/+tX2F1nue/AMhrJcm4iccfgBOoLp8dioN1noSug7nlr8ZqpdqjN3N5KM7fLosd8z8WhQqxvhZJS2V8XXJzAv63Gxne3Bqh3rd03TpfFwNPtHo4MRHj/eph8qcyJ0RgfXA/R5rPIRP47kDEF4k4kPD0mGoMFd20b7tpmOjZvY/fBJ3jqzOe8/8f3+PLSCJGcApTJhgY58d57dG1qp+m1Hfjv8ztUbTfS4rVgNcRIF+7Q7K2ojY/xbBGzXsvuBgdPtrgf2e46Iday3rkUf7wWZCSs7q/zWAy80OnlqbbVs7/uQWiArdU2Xu32c3o8QThdYDKW46O+CM+0e9has/ompa+02E3HdkadBq/VsGyrq8TaJeHpsdNhcgRo2uKjprGV9vZman/5a948doWZTBkokhi7yPkLPTx1cCv+6vv7IW3ymPm/Hamnw2/hy6Eo5yYTzN20i0lBvXI9HM6QzJe4Opvmv/3z7Kl3cLjFxZYaGw6TPB2ESORKfNof4eP+MMXK/rp9lf1162G2j8Os56k2N0+1uvnD1XkKZYVT43He6w2xqcqGfpXPrXqcSmWFWKZAqLI43WHSU+0wopV/ow1P3i0fhJJg5MzXnDjTUwk8WmxNu3ni8H4211vv86hNi9FRTceBV/nzYoJIKMwfT0+QVYBCmImxCabnUijVzvv6eqZKNanZa+aVbh+j4QyXppMcH41zbiLBfFK9LZIvKUzGckzGcpyfTHBsMErjpTk6/Vb2Njg40uqiu8qG7a5b14VYvy5MJvjD1XnmKyuMGtwmXu32saNu/VRluqusvLrZx4mxGLOJPDOJPJ8MRHi2w8OeBudKP7xVI5UvMZfKU6jcSJYjO7FAwtODKEcZPn+MP/76Q/qSZUBH7VMGGjfvZnP90r6UxuCkcfch9u86zpkrkwynFaBIMh4nmcxQxsn9xhitRoPfZsRvM7Kj1s4TrW6+szXHUCjDxakkJ0ZinJ9KEEoVUIBcscx4NMt4VO2XOjYY4XcXzXQFrOxrUCtSXQErVglSYoOYTeR5/3qI0+NxFMCg1fBEi5s3tvixGNbPz4HVqOPJVjfPtnv4twuzlMoKZ8bjvNMTYmuNHZP0PQILzeK337ST8CQkPD0YpUA2GSMaChNJK4AWcyxFNn/3wZLfRmsPEAh4cVs0kL55vMDd5y/djU6rIWA3ErAb2V6rDsb83lY/Q6EMF6aSHB+JcnE6STitXsHOFsuMRrKMRrKcnYjz6UCYRreZTQEr+5ucHG520eG33rLGRYj1pLy4vy64uP9xU5WV72zx0+qzrPCjW37tPgsvd/v4aiTKeDRHMFXg2GCE5zu9HG5xrfTDWxXiuVvHFMhCYLFAwtOD0JgwmU0YjUAaQCE+N8N8KERWcWNZ6nG4kiOXy5MvLIQlLRabHav1fo8A706v1VDlMFLlMLKjzsFTbW6+ty3AYCjNhckkx0diXJ5JLs6yUXujsgyHs5wZT/DJQIQmj5nuKiv7G50canbR5rPIp1OxrgyFMrzTE+T6nLq/zm7ScbTDw/NdnnXZB2Q2aDnS4uL5Ti//cnqasgIXJpO80xNkZ51dKs7c4aadSU+NU8KTkPD0YLQufD4vbqcBonlAITN+lcvX+hjb18Im99JedArTwwyPjDOzUHXS2AnUVOH3WZZ9gbBBp6HGaaLGaWJ3vYNn2jz8YHuAwWCGc5Nxjo/EuTqbIp5Vg1S6UGIwlGEwlOHUWJyP+iI0eUxsrrJxoMnJwWYXLV7zmpx7I8SCbKHMZ4NR3u0NkS+pFeSdtXa+tzVAlX39vlk2e8y81OXli6Eog6EM4UyBzwajPNcZ59kOz0o/vBV384wnDeC06Kmyr/1LA+LhSXh6EBorjW2tNNX7MY5NkQfKqVFOf/w+n2xqwXe0G7/p/j6pKtlpLn7xGV+fHSRarHx5ZzPt7U003u+cggdk0Gmoc5moc5nYU+/gmXY3f7ojx0AwzdmJBMdHYvTOpRaPMFL5Ev3BNAPBNKfG4nzYF6bZY2Zz9Y0g1ew2o5eFmWKNuTKT5I9X55mMqW+UVXYjL2/ycbDJua4nb5v0Wg61uHhpk5f/3/FJygpcmlarT3sbHDjNG/st4ubp4haDFr/NsK5638SD29g/GQ9Mi6tzF7t2dHP8ygxDiTIoOYK9n/P7f9ZRSP853z26kyaP6S6VozLZ4CBnPvxPfvNvH3BhIoEaUYzUbNnDrm2bqL7PALYcjHotDW4zDW4zexscHG33MLYzS//8QpCKcn0+TSpfRkG9zn19Pk3ffJoTo3E+uK4GqS01Vg42uTjQ5KTBbV6Xxx1ifYmkC3zUF+bzxf11LO6vc2yA8NDgMvNCp5fPBqNcq1SdPx+K8tVwlFc3+1f64a2YfKlMOF0gXvnw6Kg0i6/nMC3u3/p/ZXhEdK52Dj73LBevDDJ3fJRkGZRchJFzH/Hb0Di9pw6wb99OutsbqasK4PPaMZazJCJhgrOTjPZf5cLp05w+e4n+iSCpggJoMNXs4KkXjnJwSxXmFfohNem1NHnMNHnM7Gtw8myHh7FoFX3zac6MqxWp/mCaTEENUvFckfhckd75FMdHY7zfG6bZa2ZbjZ2DzU72Nzqpc5rQSZASq4yiwJnxOH+4Ok+kcnmi1Wvh9c0+utfg/roHYdBpONDs4pVNXvrm0xTLCtdmU7zTE+JAkwufbWMeUyVzJWaT+cUdoU6Tjmq5aScqJDw9KI2Fmu0v8IMfzRGK/45jV2fJlEHJx5ntP8uxqUEun/gYv8+N027DajGhUwrkMmnSyTiR4Byzc2ESmYK6ngUNRl83T33vR/zgxd00OlfHt8Zs0NLitdDitbC/0clzHV7GIlmuz6U4UznaGwxlyBbLKArEskVi2SI9cymOj8R4tzdEi8fMtlobh5pd7G1wUus0rukpzWL9mIhlebc3xMUpdX+dSV/ZX7fZv6EuRNQ6jDzb6eWTgQgXppIkcyW+HI7y2WCEP9lRtdIPb0WozeI3dtrJmAJxs9XxDr1Gaa3VbH7mz/g7vQ337/6Lj88MMpcqAmXyqTDTw2Gmh+/nC5nxte3h2e/9GX/6xtNsb3CyGj/rWQw62nwW2nwW9jc5eb5LDVI9s2lOj8c5ORZjOJQlVypTViCSKRLJJLk6k+LrkRjv9IRo9VrYXmvnULOTPfUOqh1GNBKkxAoolhS+Go7xdk9ocX/d1mob39nqp9G9fpvE70Sn1bCv0cmr3T6uzabJl8r0zWd473qIwy0uajfgDbN4tsSszHgS30LC00PRYHQ3sP3on+Kpb2frsWMc++wrLvRNLg6ivOvv1lvxNnSy88hRjj7zFId2d9Hgd2BcAx94bUYdHX4rHX4rB5pcvLjJy2g4Q89silPjCU6OxhiNZimUFMqKQiitrji4Mp3iy+Eob10z0+Y1s6POwaFmJ7vrHfht0k8gHp/r82nevhZkKJQBwG3W83ynh6fbPBuyMlplN/Bsh5dPByKcGIuTLpT4ajjGpwMR/mpPzUo/vMcunit+c8bTBgyR4s4kPD00DXqbn5YdT+Ov72LXky8yONDHQN8gw2MTzMxHiCfTZAsl0BowWew4vQFq6pto7eyis7OdttYWGmp8OExrIDXdgd2koytgpdNv5VCzi5c25RiJZLk2m+LUWIxTY3HGozmKZYWSohBMFQimClyeTvLFcIw3r5po91nYWWfnULOLnXWODdtnIR6PVK7EpwNhPqrsrwPY0+Dge9sCG/a5p9Vo2N3g4NXNfi5NJ0kXygyFMrx/PcSTrW6aPOaVfoiPVTxbZLoSnnQacFv0+Dfoc0N8k4Sn5aI1Yg800R1ooH3rbg5FIkSiMRKpDLl8gUKpDBodeoMRs9WG3enG6/XgtFtYL0O7NRr1Rkq3Wc+mKhuHW1y8ssnHSCTD1ZkUJ8finB6PMxnLUSorFMsKc8k8c8k8F6eSfD4U5b+vBGn3W9hVCVI7ah14rPI0FcvrwlSCN68Gma28OTa41P11u+sdK/zIVpbPauBou5tPB5wcG4ySLZb5eiTGh31h/u5A3YaqDMcyxcXnh9WoI2AzyDw7sUjelZadFoPFic/ixFe30o9l5Wg0apnbVaNnc7WVIy1uXu32MRLOcmUmycmxOGfG40zFc5QVKJYVZioLSi9MJfhsMMJ/XZ6nw29lV72dw80uttXYcVnkKSsezlwyzwfXw5wcU/fX6bUajrS4eGOrf8NP1dZoYEedg9c2+zk3kSSeKzIWyfFhX5in29x0BjbGDcRMoUwoXSBdUMcUOM16qmUti7iJvBOJR06j0eC26HFb7GypsXGk1cVrm/0MhzNcmUlyYjTO2fE4s8k8ZQUKJYXpeJ7peJ7zk+rC4t+75+nwW9jT4OBws4stNTYcJnn6iqUpKwqnRuO8eXV+cYp+V8DKG1v8tPs2RjC4F5dFz9Ntbo60uHjvujpx/cRojA+uh2j3WdBugJEjiUq/k1JpXJVmcXE7efcRj5VWo8FrNeC1Gthaa+PJVjevbc4yHMpwaTrJydEY5ycTzCXVhvt8SWEylmMyluPcZIJjg1GaPfN03hSkNlXbsG/wioG4P8PhLG/3BOmp7K+zGXUcbXfzQpcXg0zGB9Q1JFtqbLy62cep8TjhdIGpeI6P+yMc7fCwtca+0g/xkYtnbxzZgTrjqcYp4UncIOFJrBidRoPPZsBnM7Cj1s5TbW6+s9XPUCjDpSm1InVhKrF4czFXLDMezTIezXJmPM4nAxGaPWa6Alb2Njg41OyiK2Dd8Ecv4s5yxTJfDEZ4tzdErqiOJthRZ+e72wLUyJHMLRwmPU+1unm6zc1/X5mnUFI4NR7nvd4QmwK2db+C6ea1LFC5aSeVJ3ETCU9iVdBpNQTsRgJ2IzvrHDzd5uG727IMhTJcnExwfDTGpekk4coU6GyxzGgky2gky+nxOB/3q0FqU8DK3kY1SHX6rZjXSze+eGhXZ1L88VqQ8ag6+DBgM/BSl5dDza4N1Qh9v7qqrLza7ePEaGyxH/GTSvVpb4NzpR/eIxXLFpmO3zogcyPOuhLfTsKTWHX0Wg3VDiPVDiO76hw80+bme9sCDIYyXJhMcGI0zuWZJNGMGqQyhTLD4QzD4QynxmJ81K/u2euusrGv0cHBZhftPsuGmhgtbhXNFPmoL8xng1HKioJGAweanHx3awDXBthf9yBsRh1PtLp5tsPDb87PUiornJlI8G5PiG019nX986ROF1crTwadBo9Vv+GXJItbybNBrGoGnYYap4kap4ndlYXFo9EsA8E05yfUIHW1sswUIF0oMxjKMBjKcHIszod9apDaXG1lf6OTg80uWrxmuXK8wZybUJvEQ+kCAK0eC69t9rOlxrbCj2x1a/dZeHmTjy+Ho4xHcwRTeT4djPBcp5cjLa6VfniPRFlRiGaKBFPqc8Vu1FFlN8qSc3ELCU9izTDqtNS5TNS5TOytd/Bsu4fRSJaBYIZzk+qevd65FInKFvRUvkR/MM1AMM2JsRgfXA/T4jWzucrGgSYnB5pdNLnN0ii8zk1Es7zbE+LCwv46nZan2ty8utmHeR1XT5aD2aDlSIuLFzq9/PPpacoKXJhM8va1IDvr7NjWYX9hOl8mmMov9sXJTTtxJxKexJpk1GtpcJtpcJvZ1+jk2Q4Pozuy9AfTnJ2Ic2IkzvX5NKl8CQV1Q/r1+TR982mOj8R5vy9Mi8fMlupKkGpy0uA2y6fLdaZYVvh6JMZbPUFSeTVUb65R99c1uTfWxOwH1eQx8+ImL58PRRkMZYhkCnw+FOH5UQ/PdXpX+uEtu9vXsqjhSfqdxK0kPIk1z6TX0uQx0+Qxs7/RyXMdakXq+lyasxMJTozG6A+myRTKKKgvjvHZIr1z6sLi96+HaPFa2FqjBql9DU7qXSZ0EqTWvP7K/rrByv46V2V/3TPtbvn+3ieTXsvhZhcvb/Ly/z0+SVmBy9Mp3ukJsbfBue4G197c7wSVMQVSeRK3WV/PerHhmQ1aWrwWWrwWDjQ5eaHLy2gkQ+9cmjPjcU6OxRkMZsgWyyiKeqsmNlPk2myKr4ajvNsTotVrZluNnQPNTvY2OKh1mjbkoti1LpUv8elAhA/7wxRKN+2v2xrAb5M3w6Wod5l5vsvLscEo1yo9hl8MRflqJMprm/0r/fCWVez2MQUWvcx4Et8g4UmsWxaDjjafhTafhQNNLl7s8jISztI7l+L0eJxTY3GGwlnyxTJlBSKZIpFMkiszKb4YjvF2T5BWr4XttXYONjvZXe+gxmFEI0FqTbg0leTNq/OLb4T1LhOvbPKxp2Fj7697EAadhgONTl7p9tI3n6ZYVrg2l+LdnhAHm1zraplyPFtk5rYxBXJsJ24n4UlsCDajjg6/lQ6/lUPNLl7s8jEaydAzm+L0eIJTYzFGIlkKJYWyohBOFwinC1yeTvHFcJS3rplp9VnYUWvjYLOL3fUOAjajzAdapeaTeT64HuLEaBxFUeeIHW528Z2t/nXZ5Pw41DpNPNfh5dOBCOcnkyRzJb4YjvLZYIQ/2VG10g9v2dx8bGfWa/FZDTJ4V3yDhCex4dhNOjZVWekKWDnc4uLlTTlGIlmuzdyoSI1FsxTLCiVFIZgqEEwVuDid5POhCH+8GqTNZ2FHnZ1DzS521tnlGGgVURSFU2Nx3rwaJFYZYdHpt/DGFj8dftlf96B0Wg37Gp28ttnPtZk0uVKZ/vkM7/aGONziWhdDJItlhUi6sDhDzmHSUe0wIu1x4nYSnsSGpdGoayi6q/VsqrJxpMXFK90+RsIZrs6mODUW5/R4nIlYjlJZoVRWmE8WmE8WuDCV5LOhKG9eDdLus7Czzs7BZhc7au14revnCGMtGg5neacnyLXZFABWg46j7R5elP11Dy1gN3C03cPH/WFOjMZJF0p8NRLjk/4If723ZqUf3kNL5krMJQsUy2qPnIwpEN9GwpMQqEHKadazpUbP5morR1rdvNLtYzic4eqMGqTOjMeZiucoK+on1NlEntlEnvOTCY4NRmi+Mk+H38quSkVqa40d9zq7ibTa5YplvhhS99dlF/bX1dr47tbAuqiMrDStRsPuegevb/ZzaSpJulBmOJTh/eshnmxz0+xZ2+Mf1CO72/udJDyJb5JXdiFuo9FocFv0uC12ttbYeLLVzWubfQyHslyeSXJqLM65iTgziTxlBQolhel4nul4nnMTCT4diNDsmafTb2V3vYODzU62VNtkvcNj0DOb4q1rQcYi6hug32bgxU0+DrfI/rrl4rUaeKbdzcf9To4NRskWyxwfjfHh9RB/f7B+Tf87f2NMgVknzeLijuTVXIi70Go0eK0GvFYD22vtPNXm5o0t6sLiy9NJTo7FOD+RZC6ZRwHyJYXJWI7JWI6zEwk+GVAXFncFLOyuVxcWd1fZsJukAXW5xbJFPu4Pc2wwSqmyv25/o5PvbvVLBXAZaTSwvdbO65v9nJtIEM+VGIvk+LAvwjPtHjoDa7evLJYrMnvzmAKzjCkQdyavKELcJ61Gg89mwGczsKPWztNtbr6z1c9QMMOl6SQnx+JcmEwQTBVQUI+QxqNZxqNZzozH+bh/IUhZ2dugLizeFLDKTZ5lcm4izh+uBhd3kjV7zLy22ce2GvsKP7L1x2Ux8FSbmyOtbt7rDZEvlTk5pg6cbfdZ0K7RDut45saMJ61GDU8BuQwi7kDCkxAPQKfVELAbCdiN7Kxz8Ey7h+9GsgyGMlycSnByLM6lqeTiItpsscxoJMtoJMvp8Tgf94dp9ljYVKUGqUPNLjr8ViwG2bX2IKZiOd7rDXFuIgGAUafhqVY3r232Y5Z/02WnAbbU2Hit28epsTjhdIHJWI6P+iMc7fCs2cB6c8+TxaDDbzPK80fckYQnIR6SXquhymGkymFkV72Do+1uRitB6sJkkhNjMa5MJ4lUrj9nCmWGw1mGw1lOjcX4qE9dWNxdZVMrUk0u2v0WTLK09r6Uygpfj0R561roxv66ahtvbPGv+Qbm1cxh0vNUm5tn2tz815V5imWF0+Nx3u0JsSlgxaBbW8/fXLFMKF0gWVksrvY7SdVJ3JmEJyGWkUGnocZposZpYk+Dk6PtHkYiAQaCaS5MJjgxGufabGpx/lC6UGYwlGEwlOHEaJwPKwuLu6us7Gt0cqDJRavPjHGNvRE9Tv3BNG/3hOgPpgH1htTzHV6e7fDI/rpHrDNg5ZVuH8dHY8xUbp9+OhDhuQ4PexudK/3wliSRKzFbuQQC4DTJTTvx7SQ8CfGIGHQa6lwm6lwm9jU4eK7Dw0g4S38wzflJtdm8ZzZFovJJN5Uv0Tefpn8+zdejMT7oC9PitbC5ysr+Rif7m5w0eywyq+gm6XyJYwMRPrx+Y3/d7jo7393qJ2CXN75HzWbU8USrm2c7PPzm/CylssLZiQTv9ITYVmtfU9XTb960k2Zx8e0kPAnxGBj1WhrcZhrcZvY3OXm+M89IJEvffJrzE3FOjMa5Pp8mlS+hoA7r651Lc30uzdfDUd6/rh7tbam2qUGq0Umjx4x+g1dWLk0nefNqkKlKn0qt08gr3b41V/VYy9p9Fl7e5OPL4Rjj0SzBVJ5jgxGe6/LwRIt7pR/efYtni8x+Y8aTjCkQdybhSYjHzKTX0uQx0+Qxc6DRyQudakWqbz7N2YkEJ8di9M+nSRfKKEA8V+LabIqeuRRfDcd4rzdEq9fC1hob+5uc7GtwUu8ybbgjqmCqwIfXwxwfjan76zTq/ro3tvplFMRjZDZoOdLi4sUuD/98apqyAhemkrxzLcSuOsea2SUYu63y5JKeJ3EXEp6EWEFmg5YWr4UWr4WDzS5e6PIyEs5wfS7N2Yk4J8biDAYzZItlFEV9gY/NFLk2m+LL4Sjv9IRo9VnYVmPjQKOTPQ0O6lwmtGt5UuF9UBSF02Mx3rw6v7iHrN1v4fXNfrrW8JyhtarZY+bFLh+fD0YZCGWIZAp8Nhjh+U4Pz3V6V/rh3Zd49saYAr1Wg8diwCOrlsS3kPAkxCphMWhp81lo81k41OzixU1eRsJZeudSnBlXxx8MhzPkimXKCkQyRSKZJFdmUnwxFOVtt7qweFuNnQNNapCqcRjRrMMgNRrJ8k5PiCsz6v46i0HL0XY3L23ySnP9CjDqtRxqdvLyJh9DxycoK3BlJsXb14LsbXTiWuXT9dUPJgXmkmp4shl1BOwG6S8U32p1P6OF2KCsRh0dfisdfiuHm1281JVjOJyhdy7F6fEEp8fjjIQz5EsKZUUhnC4QThe4PJ3i86Eob10z0+azsL3WxsEmF7vqHVTZjWt6dcaCfKnMF0PRW/bXba+1852tAepc0qOyUupdZp7v8nJsMMLVyo3SL4ZjfDkc5fXN/pV+eHeVKZQIJgtkC+rzSfqdxL1IeBJilbOZdHRVWekMWDnS6uKlTWqQ6plVg9SZ8TijkSzFskJJUQimCgRTBS5OJ/l8KMJb19Spz9tr7RxscrKzzo5/Dd9E663srxuJZAHwWQ282OXliVbXuj+uXM0MOg0Hmpy80u3j+nyaYlmhZy7Fuz0hDja58NtW7xHYwk27ypQC6XcS9yThSYg1QqNRBxNurtbTXaUuLH6lWw1S12aSnBpPcHY8zngsR6msUCorzCULzCULnJ9M8OlghBaPmXafhZ11dg42u9hea8e7hvo64tkiH/VH+HQwQqmsoAH2NTr47tYAHsva+XusVzUOI891evh0IMK5yQTJXIkvh6N8NhjhT3dUrfTD+1bxyoynBWrlScKT+HYSnoRYgzQa9QV+a42eLdVWnmx18+pmdWHxtZkUp8bjnJ2IMxnLUVagWFaYrQwxPLcQpK4E6fDfCFLbauyrfoHu+ckEb16dZz6prr1p8ph5bbOf7bVrcx3IeqPTatjb4OS1zT6uzqTIlcr0BzO82xviSIuLWufqPAq7/aad06SnepU+VrE6rO5XSiHEPWk0GtwWPW6Lna01Np5uc/Na1M9QKM2VmRSnxuKcn0gwnVCDVKGkMB3PMx3Pc3YizicDEVo883QErOyqs3Oo2cWWahvOVdbkOx1X99edreyvM+g0PNnq4rXNPtkJuIoE7AaOdnj4uD/C8dEY6XyJr4djfNwf4cd7a1b64d3RzTvtQF0ILJUncTer69VRCPFQtBoNHqt6xXp7rY2n2zy8sUWtSF2eTqpBajLBbKW/I19SmIzlmIzlOD2R4JN+dap5p9/C7np1z153tQ3HCs9NKpUVjo/EeOtacHH3WHeVjTe2BGj1Wlb0sYlbaTUadtU5eH2zj4tTSdKFEsPhDO9fD/FUm3tV7hu8ebq4SafFa9Wv+HNerG4SnoRYp7QaDT6bAZ/NwI5aO0+3u/lOJMtgMMOlSpC6OJVgPllQg1SxzHg0x3g0x+mxOB/3R2jxmukKWNlT7+Bgk5OuKtuKDD0cCGV4uydI37y6v85h0vF8h4fnZH/dquS1GnimXa0+fToYIVssc2I0xofXQ/z9wfpVdeuzVFaIZoqE0+pRsN2ko9phlOeVuCsJT0JsADqthoDNSMBmZGedg2faPYxGsgwE01yeTnJyLM6lqSShyhtItlhmNJJlNJLl1Ficj/oitFaC1N4GBweaXXT6LVgMjz5IZQqV/XV9YfKV/XW76h18Z2uAgBytrEoaDWyrtfPaFh9nJ+PEsyXGIjk+7AvzdLtnVQ0yTeVLzCXzi88tp1lPtYwpEPcg4UmIDUav1VDtMFLtMLK7vrKwOJJlIJjh0pQ6jPPydJJIZXJ3plBmOJxhOJzh+GiMD/vDtHrMbKqysbfBycEmJ21+C+ZHtAT28nSKt67OMxlTe1JqHEZe3uRjf5MDqQ2sXi6Lnqfb3DzR4ubd3hD5UpmTY3He71VHZ6yWyo66007WsoilkfAkxAZm0GmocZqocZrY2+BcDFL982kuVoLU1Rl14CGoQWowmGEwmOH4aJwP+8K0etUgta/Bwf4mJ20+y7JN+Q6nC3zYF+KrkRjlyv66Q00uvrPFj8MkL1+rmQbYXG3jtc0+To3FCaULTMZyfNwf5miHZ9XckLx5LQvImAJxf+TVRwgBqEGqzmWizmViX6OD5ysLi/uDac5PJjk1FqNnNkW80rCdypfom0/TP5/mq+EYH1w30eq1sLnKxr5GB/sanbR4LQ+84kJR4PRYnDevBherYG0+C69t8dFdtXqOfcS3c5j0PNnq5ul2N/91eZ5iWeH0eIJ3e4J0V1kxrIJVOrFskZn4reGpWsKTuAcJT0KIbzDqtDS4zTS4zexvcvJ8Z56RcIa+YJrzE2pF6vpcmmS+hAIk8yV659Jcn0vz5XCU966bafWa2VJtY1+jk32NTpo8ZvRLOKoZj2Z5tzfE5ekkAGa9lmfa3by8yYfxER0RiuXXFbDyareP4yMxZhJ5ZpN5PhmI8Hynl72NzpV+eMRzN8YUaFDHFEh4Evci4UkIcVcmvZYmj5kmj5kDzS5e6PQyHM7SN5/m3ESCk2Mx+ufTpAtlFCCRK3FtNkXPXIovh2O82xui1WthS7WNA01O9jY6aXCZ7trzUigpfDEU5Z2eIJnKvrFtNTbe2OKnwS3NvGuJ1ajjiVY3z3V6+PW5WUplhfOTSd7uCbK1xo55hWd03dzzZDFo8dsMj+UihFjbJDwJIe6bWa+lxWuhxWvhULOLF7q8DIcyXJ9PcW4iwamxOAPBDNliubKpvkhspsi12RRfDEd593qINq+FrTU2DjQ62dPgoM5l+sZOut65FG/3BBkOq/vrPFY9L3b5eKrNLfvr1qA2r4WXN/n4cijGWDRLMJXn2GCU5zvjPNHqXrHHlS+VCaeLxCpH0Y5K1UmeYuJeJDwJIR6IxaCl3Weh3WfhSIuLl7rUPXu9c+nFIDUUzpArlikrEM0UiWaSXJlO8flQlHc8apDaVmtjf6OT3fUOap1Gkvkyn/SH+WQgQnFhf12Dk+9s9a+pPXziBrNBy+EWFy92efinU9OUFbg4leDta0F21TtWZHYYQDJXYi6Rp1ReGFMgN+3E/ZHwJIR4aFajjs6Alc6AlSda3Ly8aSFIpTgzHuf0eIKRcIZ8SaGsKITTBcLpApemknw2FKHZY6bNZ2F7jQ2jXstb14LMVY5SGtxmXu32sbNuddzOEg+m2W3mxU0+PhuKMhDMEEkX+WwoyvOjMZ7v9K7IY5K1LOJBSXgSQiwrm0nHpiorXVXqwuKXN/kYDmfomU1xZjzBmfE4o5EshbJCSVEIpgoEUwUuTCU5NhDBbNASSqlTz3VaDUda1EWz1hWqTojlYdRrOdTk5JVNPv7P0ARlBa7OpHj7WpC9Dc4VWUr9jTEFJj3VTglP4t4kPAkhHgkN6qqLzdU2uqtsPNnq5pXuHMOhNNdmU5weT3B2Is5YNEeprFAqK8ynCrd8DUWB/vkM/3lpjsMtbnbU2vHZ5OhurapzmXm+y8ung5HF+WFfDEX5ajjK61v8j/3xxG7aaQcLM57kQoK4NwlPQohHTqNR35i21ujZUm3lqTYPr25WFxZfnVGP9s5OJJiM5SgpyuLvKysKl2eSTCdyvHUtRIffws46BweanGyrseGRHqg1xaDTsL/RyWvdPvrm0hTKCr3zad7uCXGw2YX/MQfjm2/a6TQaPBY9fnlOifsg4UkI8VhpNBpcFj3bLXa21th4us3NWNTHUCjDlZkUp8finJtMMB3PUVbUsQXT8TzT8TxnJ+J8MhChxWOmM2BlV52dA00uttTYcJnl5WwtqHEYea7Ty8cDEc5NJEjmSnw1HOXYYIQf7qh6bI9DQa08LYQnq1FLwG6UGWLivsirjRBixWg1GjxWAx6rge21dp5u8zC6OctgKM2V6RSnx+Ocn0wwm8ijAPmSwmQsx2Qsx+mJBB/3h2n1WipBSq1Iba624TBJf9RqpdNq2F3v4PXNPq7OpMgVywwEM7zXE+JIi4s65+M5NssWyoRSBVIFdUyBTBYXSyHhSQixKmg1Gnw2Az6bgZ11dp7tKDISzjAQzHBlOsnp8TgXp5LMJStBqlhmPJpjPJrj5Ficj/rUINUVsLK73s6BJiebqmwrdg1efLuA3cDRdg8f9UU4PhojXSjx9UiUT/rD/Hhv7WN5DImcWnVaOCWWnXZiKSQ8CSFWHZ1Wg99mwG8zsKvewXOVPXsDwTSXp5OcGotzaTpJsNJgniuWGY1kGY1kOTEW48M+I61eC5uqrOypVxcWdwWsMjl6ldBqNOysc/DGFh+XppOk8iWGw1nevx7mqTYPzR7zI38M3xxToJPKk7hvEp6EEKuaXquhym6kym5kT4OD5zq9jIQz9AczXJpSh3FemUkSTqvLg7OFMsPhLMPhLMdHY3xwPUyrz0J3wMqeBjVIdfisK74WZKPzWg083e7ho/4Inw5EyBbLHB+J8cH1ED87WP/Ip3zH73jTTsKTuD8SnoQQa4Zeq6HGYaTGYWRvg5PnOzwMV472LlaC1NXZFNGMGqQyhTKDoQyDoQxfjywEKTPdVTb2NjjY3+ik1WfBJE3Cj51GA9tq7Lyx2c+5iQSxbJHxaJYP+8I80+6hK2B9pH9+7PYZTzKmQCyBhCchxJpk0Gmoc5moc5nY3+Tk+U4Pw+Es/cE0FyfVIHVtLkU8qzYEp/Ml+oJp+oJpvhqO8f51E61eC5urbOxtdLCv0Umr14JBJ4vNHhe3Rc9TbW6OtLh4tzdEvqRwcizOu70h2n2Wuy6Pflg3jykw6DR4LXpcKzCoU6xN8kwRQqx5Rp2WBreZBreZA01OXuj0MhzO0Def5vxkgtNjcXrn0yQrC2CT+RK9c2muz6X5cjjKe9fV9TBbqq3sbXCyt9FJs8eM/hG+eQtVd7WV1zf7OD0eJ5gqMBXL8XFfmOc6PGyvfTQrecqKQjRTXOyZsxt1VNmN8v0W903CkxBiXTHptTR5zDR5zBxsdvFil5ehcJa+uRTnJxOcGo/TN58mnS+jAIlciWuzKXpmU3w+pKfJrVY9tlTb2NfoZE+Dg0a3+ZFWQTYyh0nPk61unm5z8/vL8xTLCmcnErzTE6K7yopBt/xHqul8mWAqT7ZYBipHdrKWRSyBhCchxLpl1mtp8Vpo8Vo43OzipU05hkIZrs+lODeZ5PRYjIFQhkxBDVLxbJErM0Wuzqb4bChKc2+INp+FrQtBqt5BvduE9lF3M28wnQErr3b7OD4aYzqeZzaZ59OBMM93etjX6Fz2P+/2ZnGX9DuJJZLwJITYECwGLW0+C20+C0daXLwUzzEcytA7l+bcRILT43EGQxlyxTKKAtFMkWgmyeXpJJ8NRGj2Wmj3WdhaY2N/o5Pd9Q5qnUY0EqQemtWo44lWN891ePnVuRlKZYXzk0nevhZkW4192W9GfnOnnYwpEEsj4UkIseFYjTo6/VY6/VaeaHXzcrcapHpmU4tBajicIV9SKCsQzhQJTya4OJXg0wEDLV4z7T4L22rs7G9ysqvOTrXD9Miv169nrT4LL3d7+WI4ylgkSzCV59hglBe64jzR6l7WP+v2GU8ypkAslYQnIcSGZjPq2BSwsilg5clWN+NRdWFxz1yKs+MJzkzEGQ1nKZTVIBVKFwilC1yYSvLpQIQWr4UOvxqkDjQ52VFnp8oub8RLZdZr1aPVLi//eHKKsgKXppO8dS3IzjoH9mVcuRPLFpmN33psJ5UnsRQSnoQQosJu0rG52kZ3lY2n2tyMdWcZCma4Npvi7EScsxMJxqI5SmWFUllhPlVgPlXg/GSCT/ojtPrMdPit7Ki1s7/RyfZaOz6bYaX/WmtGk9vMi11ePhuM0B/MEEkX+HwoygtjMZ7v9C7bnxO/acaTWa/FZzVgM8rbobh/8mwRQojbaDTqUc62Gjtbq2080+5hNJplKJjm6myKM+MJzk0kmIzlKCkKxbLCbFJtdD47ftPCYr+VHXVqkNpWY8NjlSB1N0a9loNNTl7p9jH01QQlBa7OpHj7WpC9DQ7clof/9yuWFCKZwuIgVUel30kuU4qlkPAkhHg4pTTRuVmm5+LkK0tWjXY/VbW1+GwP2uirkIsHmZ2eJpKpfFGtCae/ippaL5bH+Ean0WhwWfTssNjZVmPjaIe6HmYwlOHqTIozE3HOTySYiucoK1AoK0zH80zH85wej/NRv7pnrzNgYWet2iO1tdouAxm/RZ3LzPOdXj4ZiHB1JkUsW+SLoShfDsd4Y4v/ob9+Ml9iLlmgUFafV06T9DuJpZOfXiHEwymH6D/1R/79P44zVQDQ4uh6mu/88Ee8usPDA+WcQpD+42/yH//xCQOJMqDBENjK0e/9kD+pXb7jm6XSajS4LXp21TvYUWfn2Q51YfFgKM2V6RRnxuNcmEoyncihKFAoKUzGckzGcpwai/GRQw1SXQErO+scHGh0srnaisMsL8ULDDoN+xqdvNbtp28uTaGs0Duf5p2eIAebnAQesp9MnSx+80Jg6XcSSyc/sUKIh6PVko/PMnLpJOdiCqDBGnHRffB5XtzhYekHLQrpyR7OfPIW7356gVAR0NhoeXozFp8f8yo5XtFqNHitBrxWAzvr7DzbUWSksmfvykyS02NxLk4nmUvkUYB8SWE8mmM8muPkWJwP+9SjvU1VVnbVqc3mm6ps2IzL1xi9VtU4jDzX6eHj/jDnJhMkcyW+HI5xbDDKn+2seqiv/c0xBXpqnDLjSSyNhCchxMPRuvF4Avg8eogVUI/cokTCYdIKuJYadophhi6e5sSpfsJqWwoGfwc7DxzhYJf3AcLYo6fTavDbDPhtBnbXO3iu88bC4svTSU6Px7k8lWS+sg4kVywzGskyGslyYjTGB04jbT4LXQEbu+vVINUZsGI1bMwgpdNq2FPv4I0tfq7NpsgWywwGM7zbG+SJFhd1rgcPO7cPyHSadXJsJ5ZMwpMQ4uFozLg9Pvw+G5qRKApQTsSIhCNESuBa0quMQmayl/MnT3BxIoUCoLHTsHUfh57YRb1tlZSd7kKn1VBlN1JlN7K3wcnzlT17A/NpLk8nOTUe5/J0inBaDVLZYpnhcJbhcJavR2J8cN1Em0+tSO2pd7C/0UmH34J5gwUpv93A0Q4PH/WH+XokRrpQ4vhIjI/6w/x0X+0Df91YtrS4EFirAbdZj19uRIolkvAkhHhIWlxuDwG/Gx1RioCSjRONhIlkFFocSwg8pSjDV85w4lQvITVbYPC3s/PAEQ50edfcC5Zeq6HGYaTGYWRfg5Pnu/IMh9SFxZem1aO9a7MpIpWbX5lCmcGQ2oz+1XCUD9xm2nxmuqts7Kl3sK/RSZvPgkm//PveVhutRsOOOjtvbPFzcSpJKl9iJJzlg+shnm5z0+K1PNDXjWcLi+HJYtDhtxuxbLBgKh7eWnstEkKsOhrMbg9evw+bZoSYApQSxCMRwtEyOO73jUkhO93LhZPHuTCWpAygXag67aTeuvqrTndj0Gmoc5qoc5rY3+TkxUSeoXCW/vk0F6cSapCaSxPPqkEqXSjTN5+mbz7NF0MxGt1qRWpzlY09DQ72NThp9Vkw6Nb2v8vdeC0Gnm5z81GTk08GImSLZU6Mxvngepj/eah+yRPdc8UyoXSRRE79N5YjO/GgJDwJIR6a1u3GE/Dj1kGsCChpYtEwkXAOpdF6fzfuyjFGr5zl5MkegpWWFIO/g50Hj3Cgc+1Vne7GqNPS4DbT4DZzsMnJi11ehioVqYtT6tFe71yKZK4EQCpfoncuzfW5NF8MRWl0q+thNlfb2NvgYG+Dg2aPBf06C1IaDWytsfP6Fj9nJxLEskXGozk+6AtztN1DV5V1SV8vkVOP7CpTCnDKTTvxgNbT65EQYoVozB7cPj8+u4bRqAIUScQiRCIxyli5d+1JITfTx4VTxzk3kqAEN6pOR3ZSt8arTndj0mtp8php8pg53OJiOp5nKJTh+nyKC5Pqnr2++TSpfBkFNQBcm03RM5vis6EIzR512fGWKit7G53sbXDQ6DajWydTH90WPU+1uXmi1cU7PSHypTKnx+K82xuk3d+4pL9nLFtcPLIDdUyBVJ7Eg5DwJIR4eFqXeuPOrYeoeuMuFY8SDocpKLXcsyBSTjB29SwnT1xlLqeWBQz+Dnatw6rT3Zj0Wlq8Zlq8Zo60uJjalGMwlOH6XIrzk0nOjMfpD6bJFNQgFc+WuDyd5MpMkmMDelo8Idr9FrZU29jX6GR3vYMGtwntGt9Y3F1l4/XNfk6NxQmmCkzFc3zUH+G5Ti/ba+33/XW+sRDYpKfGIWMKxNJtlNckIcSjVLlxF7jpxl0xHiMaDpNQuMdsJoX8XD8XT53g7FB8serUuG3/uq863Y3ZoKXNp1aVnmh1MRVbCFJpzk0kODMeZyCUIVcsoyhqVeXidJLLMzcWFrf7LGytWQhSduqcJjRrMEg5TDqeaHXzTJub/7w8T7GscHYiztvXgnRXWTHo7q+BPn5b5Ul6nsSDkvAkhFgG6o07v8+NnigFQEnGiEYiRIoQuNv7UznJxLWznDpxmdmsOmTTGOhk14HDHOjwyIsUYDXo6PBb6fBbebLVzcubcgyG0vTOpjk3qQap4XCGfEmhrEAkUyQymeDiVIJPBwy0es10+C1sq7Gzt9HJzjo7NQ7TkhuuV1Kn38Krm/18PRpjOp5nLlng04EIL3R52dfovK+vEbtpIbBeq8FjNci+QfFA5HVJCLEMNJjdbnwB9cZdVAGlkCAWiRBOKuD9tndphUJwgIunT3BmUB1zoPY6qVWn2g1adbobm1HHpiorm6qsPN1WYjyaZTCUoWc2xbmJBGcn4oyEsxTKapAKpQuE0gXOTyX5uD9Cq9dCh9/Ktlob+xud7KizU/WQK08eB6tRx5EWF891ePnVuRlKZYULU0neuhZkW40ds+Hu1SdFgVimwHxSDU82o44qm2Fd31YUj46EJyHEstC6Pbir/Cy2PZUTxCJhIuESeL/lpUZJM9FzjlPHLzGVvqnqdOgw+zul6nQvdpOOzdU2uqttPNPuZjSSZSiY4dpsirMTCc5NxhmL5CiWFUplhflUgflUgXOTCT7uN9Dqs9Dpt7C9xs6+Jifba+2remBkq9fCK90+vhyOMhrJEkzlOTaoVp+ebHXf9fdmCiWCqQKZQhmo3LSTtSziAclrkxBiWWjMbjzeAF6bhpGoAkqOeDRCOJxEwX3HcQXF0BCXT53gdH94serUuG0fhw7vpNYiFYH7pQEcJj3bauxsrbbzTIeH0crC4muzKc6OJzg3mWAimqOkKBTLCrPJPLPJPGfG43xoC1fWw1jZXmtnX6OTbTU2vKvsSMts0HKo2clLXV7+98kpygpcnlarT7vqHNhN336vM16ZLF6ZUoBL+p3EQ5DwJIRYHloXbk8Av2ex9KSOKwhHKeH+5ouNkmaq5yynTlxkMnVT1engEfZ33OHXi/ui0ahX8HfU2dlWe2Nh8WAow9WZJGcmElyYTDAZy1FWoFhWmEnkmUnkOT0eJ2Bb2LNnYUetnf2NTrbU2HFbVsd3pMlt5qVNXo4NRugPZoiki3w+GOVEZ4wXurzf+vtiuTssBJbwJB7Q6vhpEEKsfRozbo8Xv9eGZjiKgkI2HiUSCZNVWrDfVkgqRYa5fPoEp6+HKMBNN+x2UCdVp2Wh1ahzknbVO9hRZ+fZDg8jlYXFV2dSnBmPc2EqyXQih6JAoaQwFc8xFc9xaixGlcNIu1etSO2sU/fsdVdbcZpX7q3DqNdyoMnFq90+hr6aoKTAtdkUb10Lsq/R+a0h75sLgSU8iQcn4UkIsUy0uDweAn7P4o27UmVBcLQM9ptPVJQs073nOXXiAuPJMjeqTofZ1+6+j6GaYqm0Gg1eqwGv1cDOegfPdRYZDmUYCKa5MpPizESci1NJ5ipHW/mSwkQ0x0Q0x4mxODV9YdorR3u76tWjvU0B212Pyh6VOqeJ57u8fDIQ4cpMili2yJfDUb4cjvLGFv8df486puDWGU/VMuNJPCAJT0KIZVLZcRfwYdMMqzfu0nG1aTyn0HDTzblSbIQrZ05wqmeePIDWsVh1kl6nR0+n0eC3GfDbDOxpcPBCusBQKEN/MM3l6RRnJ+Jcmk4yn1S3M+eKZUYjWUYjWb4eiVF73Ui7T73xt6vOwb5GB10BK1bj4wlSep2GfQ1OXtvs4/p8mkJJ4fp8mrevBTnY5CRwh9uDsZsqT0adFq9Vj2MFgp9YHyQ8CSGWjdblxhPw3bhxV1TDUzhWBmvljUrJMXv9PKdPnGNsoepU1cnuQ9LrtBJ0Wg0Bu5GA3cjeRicvdFWC1Hyay9NJzkzEuTKdIpRWg1S2WGY4nGU4nOWrkSh1ThPtPgvdVVZ2NzjY2+Ck02/BbHi0waTaYeS5Di8f90c4O5EgmSvx1UiMY4MR/mxn9S2/tlRWiGaKhCt/B4dJR7XDuG5W2IjHT16nhBDLRmN24/YF8Nk1jESUyoLgCOFIAaVWhwYoJ0a5evYEJ6/OkVMArYOmharT3UeRi0dMr9VQ4zBS4zCyv9FJMJVnsBKkLk2r62GuzqSIZIoAZAplBkNqM/qXw1EarptvBKl6B3sbnbT7LJj09zcBfCl0Wg27Gxy8sdnP1ZkU2WKZwWCad3tCHGlxU++6cSSXypeYT+bJl9S7dupOOzmyEw9OwpMQYvloXXjclR13kQJQqNy4S6BgRqPkmeu7wOnjZxmJlwANpuouterU7pJep1XEoNNQ6zRR6zRxsMnFXDLPYDBDXzDNpSl1YXHPbJpYVg1S6UKZvvk0ffNpPh+K0ug20e6z0l1tZU+9WpFq81mWdSil32bgaIeHD/vDfD0SI10oc3w0xsd9YX66v3bx10mzuFhuEp6EEMuncuMu4Ltx4y4ZU2/cFQmgT45z7exJTl6ZIVupOjVu28+hw9upkarTqmXQaah3mah3mTjU4mQm7mUolOH6fJqLU2pFqncuRSJXAtRKT+9cmutzaT4b0tHkNtPhs9BdbWNvg4M9DQ5aPBb0DxmktBoN2+vsvLHFz6WpJMl8iZFwlveuh3iqzU2rzwLcupYFKjvtnBKexIOT8CSEWEbqjTu/b+HGnUIhEScWiZJWihQGL3H25BmGojeqTnsOHWGfVJ3WDKNOS5PHTJPHzOEWF9PxPEMhNShdmEpwZjzB9fk0qXwJBUjmSlybTdEzm+LYYIRmj4V2v4XN1Vb2NjjZ0+CgyW1+4P4jr8XAM+0ePu4L8/FAhGyxzMnROO9fD/F/HK5Hq9F8YyGwy6ynWipP4iFIeBJCLCMNpttu3JVTCeKxGNHkJBPnT3Pq0jQZBdA6adp+gEOHt0nVaY0y6bW0eM20eM0caXEzFc8xEExzfT7NhUm1ItUfTJMplFGAeK7E5ZkkV2aTfDqgp8UbosNvZWu1jT0NDnbXO6h3m9AtYWOxRgNbq228vsXPmYkEsWyRiViWD/vCPNvhYVOV7ZabdhrU8LQW9vmJ1UvCkxBiWS3cuFsYNK5kE8SjIUZ7r3Dp1Gn6wwUWe50OHmZfm1Sd1gOzQUubz0Kbz8JTbW4mYjkGgxl651JcmExwZiLBYDBDtlhWl/Rmi1ycSnJ5Oskn/XpavOqeva01NvY0ONlVZ6fOZUJ7H0HKZdHzVJubJ1tdvN0TIl9SOD2e4N0eNZzdPOPJbNDisxmw3mORsBB3I+FJCLGsFm7cee0ahiMKlJLE5/s481WZCxfGSZWpVJ32c+jwNqql6rTuWAw6Ov1WOv1Wnm5zMx7NMRhK0zuX5txEgnMTcYZCGXIlhbICkUyRyGSCi1OVhcVes1qRqrGxt9HJzjo7tQ4Td8tR3VVq9enkWJxgqsB0PMfH/RGeanMTSReIZdV+rIVmcc0SqltC3E7CkxBieWldeDw33bhTUsz1nuSL0TLjczmUm27YSdVp/bMadWyqUgdqPt1WYjyaZTCYoWcutRikhiNZCpUgFUoXCKULnJ9M8lG/njafhQ6/lW01NvY1ONhR57hjv5LdpOOJVjdH2z38x6U5imWFs5NxfnthFrNeS6ksYwrE8pHwJIRYXhozbvdNN+6UPMHRIcIayJUAnZPmHQc4LFWnDcdu0rG52kZ3tY1nOtyMRbIMBDP0zKY4O5Hg/GSC0UiWYlmhpCgEUwWCqQJnJxJ8ZFWDVKffyvZaO3sbnGyvsxGw3QhSHT4Lr2728fVIjKl4jrlEgQ/7wtQ4b4QlpzSLi2Ug4UkIscwqN+78N27c5XMLO8U0mKo3VapOTqk6bVAawGHSs7XGzpbqhYXFWQZC6RtBaiLBeDRHSVEolRXmkgXmkgXOjCf4sC9MW2XP3vZaO/saHGyrteO1GjjS7OL5Tg//enaGkqIwEMowEbux085l1smMJ/HQJDwJIZaZBpPHgy/gw64ZJqLc9P/SOWnesZ9Dh7dSZZKqk1BvyznNenbU2dlWa+e5jiIjYXXP3rUZNUhdmEoyGctSVqBYVphJ5JlJ5Dk9HidgM9LuV4PUjlo722psHGxy8flQlNFIllSuRCpfWvzzpPIkloOEJyHEstO6PHgCfhYHjQOgwVy9iT0Hj7CvVapO4pu0GnBb9Oyqd7Cjzs7znUWGw1kGgmmuziQ5O5Hg4lSSqXgORYFCSWEqnmMqnuPkaIwqh5EOnxWrUYteq0EDKCz8H3Uhstusx2czrODfUqwHEp6EEMtOY3Lj9vpv3LgDqTqJJdFqNHitBrxWA7vq7bzQ6WUorO7ZuzqT5MxEgktTSWYTeRQgX1KYiOaYiOYw6DTo7zB002rUErAbH8muPbGxSHgSQiw/rYeOIz/g/2rdzEymEp60Nqo6trBDqk5iiXQaDT6bAZ/NwJ56B+G0uh6mfz7N5ZkUZyfiXJ5OMpdUy5yFkkKhpHzj69hNOvxSdRLLQKMoyjefYUIIIcQqVywrhFIFBheC1LR6tHdlJkkwVfjGr99cZeP/9UILP95bswKPVqwnUnkSQgixJum1GqodRqodRvY3Ogmm8gyGMvRVgtSZ8ThXZlJEM0X0Wg0tXjPbamwr/bDFOiCVJyGEEOtKoaQwl8yre/bm0gyGMpQVhSda3Ly4yYvNKAfH4uFIeBJCCLFu5UtlopkipbKC22LAIjvtxDKQ8CSEEEIIsQQSwYUQQgghlkDCkxBCCCHEEkh4EkIIIYRYAglPQgghhBBLIOFJCCGEEGIJJDwJIYQQQiyBhCchhBBCiCWQ8CSEEEIIsQSy204IIYQAUPKkokFmJkOky8v8tTUajDYPgdo6vBbNMn9x8bhJeBJCCCEAJTfP4Mk/8JvfHGe6tMxfXGOjftezfO+nf8YBCU9rnoQnIYQQAijH5xi98BUff/414eVeXGaoZU/VfjQmCU7rgfQ8CSGEECikI2GmxyeJP4KNr1qbG19dI402CU/rgVSehBBCCBSKOivuxm089Wwb397yVCYbmWFsoI/ppJqytBYPNc0ddNbav/V3GXxdHNzZjldKFuuCRlGUR5CxhRBCiLVEIZ8MMzc1SThzl7fFcoKhk+/w23/4LadDZUCDvWU/L//F/+QvDwe+9ThHa3Lgraqn1mtCak9rn1SehBBCCDQY7T4aunw03OVXKdlRUtcU0umFgGXAVdXCtoOH2LnTLsFog5ACohBCCHGfyvEwwfExprOV8KRz4Ak00NhgleC0gUh4EkIIIe6LQiocZnpsYrGpXGPx4K1tpMktb6cbiXy3hRBCiPuh5ImGZxkbC7IwBsrg8lLV2ESVNMFsKBKehBBCiPtRjhMOTTA2nUEtPOmwe/w0NDZilTO7DUXCkxBCCHEflHSY8NQoEzfO7PD4amlscsub6QYj328hhBDinhTykTBzo+MEi5X/ZHDirW6gsUbO7DYaCU9CCCHEPZWJh4NMjE2xcNFOa/fgq2+iQc7sNhwJT0IIIcS9KGki4SnGJuKV6eMaLB4ftY1NeOSddMORb7kQQghxL/kI4dkxxucXz+xweaupb6qWadMbkIQnIYQQ4h5K8QihiTGmMotndngC9TQ12WQ45gYk4UkIIYS4K4V0JMT06ATxysZgjcWNt6aRJjmz25Dkuy6EEELcVZ5oeI6x8XkWD+1cXqoaGqmWM7sNScKTEEIIcTelBJHgBGOTC8Mxtdg8fuqbmrDJmd2GJOFJCCGEuAslHSY0NcpEbPHMrjIc0yNvohuUfN+FEEKIu8hHw8yNjXPjop0LT1UDjbWGFX1cYuVIeBJCCCG+VYlEOMTk2CSLF+1sHvz1TTTImd2GJeFJCCGE+DZKpjIcM3bLcMwaGY65ocm3XgghhPg2C8Mx524Mx3R6q2hoqsW4og9MrCQJT0IIIcS3KCcihCfHmEovntnh8dfT2CjDMTcyCU9CCCHEHanDMadGJ4guXLQze/DVNtLklbfPjUy++0IIIcQdFYiG5xgfm1scjqmvDMeslTO7DU3CkxBCCHEn5QSR0CRjU+nF4Zh2j4/apkascma3oUl4EkIIIe5gcTjmjTM73L5aGpu88ua5wcn3XwghhLiDQjTM/Ng4c4XKf9AvDMc0SrP4BifhSQghhPiG8uJwzMWLdnZ1OGajDMfc8CQ8CSGEELdT0kTC04yNRxeHY5rdPmoaG5GLdkKjKIqy0g9CCCGEWFWULKGxXi6cuMBEWgE0GD1NbNp9kN3NMuNpo5PwJIQQQgixBFJ8FEIIIYRYAglPQgghhBBLIOFJCCGEEGIJJDwJIYQQQiyBhCchhBBCiCWQ8CSEEEIIsQQSnoQQQgghlkDCkxBCCCHEEkh4EkIIIYRYAglPQgghhBBLIOFJCCGEEGIJJDwJIYQQQiyBhCchhBBCiCWQ8CSEEEIIsQQSnoQQQgghlkDCkxBCCCHEEkh4EkIIIYRYAglPQgghhBBLIOFJCCGEEGIJJDwJIYQQQiyBhCchhBBCiCWQ8CSEEEIIsQQSnoQQQgghlkDCkxBCCCHEEkh4EkIIIYRYAglPQgghhBBLIOFJCCGEEGIJJDwJIYQQQiyBhCchhBBCiCWQ8CSEEEIIsQQSnoQQQgghlkDCkxBCCCHEEkh4EkIIIYRYAglPQgghhBBLIOFJCCGEEGIJJDwJIYQQQiyBhCchhBBCiCWQ8CSEEEIIsQQSnoQQQgghlkDCkxBCCCHEEkh4EkIIIYRYAglPQgghhBBLIOFJCCGEEGIJJDwJIYQQQiyBhCchhBBCiCWQ8CSEEEIIsQQSnoQQQgghlkDCkxBCCCHEEkh4EkIIIYRYAglPQgghhBBLIOFJCCGEEGIJ/v+g0bVv4dZxFQAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/596.jpg" } ]
<image>In \triangle R S T, Z is the centroid and R Z = 18. Find S R.
D
65,044
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/597.jpg" } ]
<image>Find \angle 6.
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JC+hRMOk05JnszCm18dGlZcRTac52Rth02s/rp3xsb+imPRDP/XxahXRKJZFKcag9xFFPmP/e0kJNgYlrZhRw67xiVlTnyTq/EFkS9mLS8oYSbDrt49F9brac9dMZTuam6M+nxGbg8in5XD+rkPVTHVQ5Tei0GrTZXeWS7UPTu7yh02Q2D84ry4T/Z1dVEIglOdwe4vWTXbxyoot9rUEiicyaf//gP+YJcbIjzK/ebmVGsZnb5pdw+4ISZpZYpDWwmNQk7MWkEkum2dnYw+/3tPPy8U5ae+Ik0yrp9DtH8DqNwrRCM1dPL+CG2YUsrczDadGh1ShoZeQ+4gaGv4E1U/VcPsXBX105hfquCC+f6OLZQ152NvUQzJb+5ab74yn2twY51B7iB282saIqj48uLeWaGQUU2wyj/C8T4tKTsBeTQltPjOePePnd7nb2tgSIJNLnXYPXKDC9yMLNc4v40Lxi5pfZMOk1ubV3yffRo1EUNFrQa7XMdtmYXmzlc6sqaPZHee2kj2cOdbC9oQd/NAn0jfi9oQQvnejitVM+yvOMXD+rgI8uKWV5VR4G2dgnJgkJezFhJVIq+1sC/G53O88d9dLcHSOZUs9b/17tMHH9rAJuX1DCsqo8bEYtOo0iU79jlKJkegfotVrqiqzUFlq4d0U5bT2ZvReP7HXzdmNPbqo/lV2eqfdF+MX2Vh7e42Z5VR6fWlnGdTMLcVqkgY+Y2CTsxYTjCyd4+Xgnv97Rxo7GzBTv+UbxJTYDV9Y5uWthCZfXOnCadWi1mSl6MX4oSqZJkE6jMMVp5lMrK/jY0jKOeUI8sd/Dkwc7OOEN584bSKoq3dEkG0/52HLWz4xiM/csKeWuhS5qC82j/c8RYkRI2IsJo70nzlMHPTy4s5WDbSESqUy5XH86jcLCMhsfW1bKTXOKqHKYMiN4maKfEHLBb9CyuCKP+WV2HlhfzdsN3fxht5tXT3bhDSWAbB1/UuVQe4h/fPEMP97azI2zirhvRTlLKu3opGmPmEAk7MW4V98V4Y973fxhdzsnvRGS6fQ7Gt4UWvVcM6OATy4rY2V1HjajDp1GNtlNZBol0464yGrghllFXDOjkCZ/lKcOdvD7XW0ccoeyjX4gnlJp8sf45dutPLbfw4Y6J1+8opLVtflyQI+YECTsxbh1zBPitzvbePyAh0Zf7B0hr1FgjsvKhxe7uG1+CbWFZvQaRdqsTjIKZCooNArTCi18fW01n1hWxhunuvjVjja2nPETSaZzU/xd4QRPH+rg9VM+1k118MUrKlk71SGb+cS4JmEvxp0j7iA/39bCkwc7aA9kSuf6z9YbtAqX1eTzuVUVXD2jAKdZj1bTv5WrmKx6N/aV2A3cvtDFjbOL2NcS5MGdrTx31EtHMJE59jedCf1nj3h547SPNdnQXz/NKa15xbgkYS/GjTOdEX71diuP7HXT1B19R8hbDRrWT3PyuVUVrJnqwGbM1MRLxotzKWT2b9hNOq6Yms/ymjz+ojPCH/e084c9bs50RYDMLn5fJMnzRzvZfNrPFbX5fHl1FVfWOWWkL8YVCXsx5rV0x/jDnjZ+s6OdU53hd4S8w6zj+pkFfOayClZU52HWa2WqXlwwjaJg0inMKrHy99fW8vHlZTyy181vd7ZxurMv9P3RJC8e72JbQw9XT3fytbVVXFaTL+WZYlyQsBdjVkcwzuP7Pfx8ewtH3GES6fSAkC+y6vnQvGI+fVk5C8psGHQaKZsTg6YoYNBqqCu08FdXTuGeJaU8ts/NgzvbONERBjKh3xVO8OTBDrac9XPr/BK+dEUls13WUb57Id6bhL0Yc8LxFM8f8fKDN5vY3Rwgnhq48S7fpOWmOUV88YoqllTYMeik+Y0YPkp2F//UAjPfXF/D3YtdPLHfw692tHLMkwn9ZFqlrSfOz7e38PLxLj6xrJT7VpRRkW8a5bsX4vwk7MWYoaqws7Gb/9rcxIvHOumJpQZ0u7PoNVw7s4Avr85Mn5r1Ggl5MWJ6N/NNcZr52tpqbltQwsN72vnl2600+KKoZLo0nuoM8/9eqefJAx188YoK7lzoIt8sj1YxtsgrUowJTf4ov9jewkO72mnpjuXOMYfMKGvtNCdfXV3JumlOrAZZkxeXTm/o1xaY+csrp/DBecX8bFszj+z10BlOoKoQT6XZ3xbggWdO8vShDr61vpq1U51o5HUqxggJezGqgrEUTx/y8MM3m9nfGiDRb/OdRoHlVXl8bU0V180qJN+kk5AXo6Z3en9uqY3v3DydDy8u5YdvNvH8ES/hRGapKRhP8eLxLva3BrlnSSlfvKKSGqdM7YvRJ2EvRoWqwtsN3XxvUwMvH+8iGE8PmLKvcZr4zGXlfHxpGeX5RmldKsYMjQJmvZbLp+SzoMzGG6d9fH9TE2+e9ZPMHrjT0hPj+5sb2XjSx9fXVXHr/GLMeu1o37qYxCTsxSXnDSX4zY5WfrqthQZfdMCUvd2o5dZ5xXxlTRULy+3S0laMWRpFIc+k4wOzi1hZnc/j+938cEszJzrC2al9ld0tAb705HGeP+Llm+urWVKZN9q3LSYpCXtxyaRVlbfOdvOdjQ28dtJHJJkaMGV/+ZR8vrmumqtmFGA1aGXznRgXtJpMR77PrqpkzVQn/7OliUf2uXMbTP2RJI/u97CzOcAXVlVw/4py2cAnLjl5xYlLoiMY59dvt/Kz7a00+qOk+o3mawtMfH5VJR9dUkppnkHW5cW4o5DZxDevzMZ3b5nBDbOL+O6mBrbWd2d67qdVTnnD/NNLZ9je0M1fXlnDUhnli0tIwl6MKFWFN8/4+I+NDWw85csdOAJg1CncPKeIb66vYUmlHb1GI1P2YlzTKGA3ablpbhGLK+38blcbP93WQkt3DFWFQCzFkwc7OOwO8ZXVlXxsSRlWo6zli5EnYS9GjC+c4Fdvt/KTrc00+GMDRvN1RWa+urqKDy92UWjVy5S9mFB0GoVqh4m/2FDDhjon332jkeeOeEmmVZJplaPuEH/z/Gm2N/TwF+urmVNqG+1bFhOchL0YEYfagnxnYwNPHeogGO9bmzfpNNwyt4hvrMtsVtJp5aAaMTEpChh1Gi6bks+Pb5/J5VPy+eGbTTR3x0ir4Isk+f3udg60BnlgbRV3LnLJiXpixEjYi2GVSKV59rCX/9jYwJ7mwICd9jOKLXxtTRV3LXRRYNXJaF5MClpFoTTPyFfXVLGs0s6/b2zglRM+0mpmlL+vNcg3//cUe1uDfGNdNRX5xtG+ZTEBSdiLYeMOxPnJ1mZ++XYrbT3xXN28QavwwbnFfGtDDYsr7DKaF5OOQmaUv3aak2lFFn69I7O85QkmSKsqHcHMe+dkR5i/uXoKq2ryR/uWxQQjYS+Gxc7GHv799Qb+fMw7YBNeqd3Al66o5FMry3HZDTKaF5OaVqNQ5TDxV1fWsLI6j397vYE3z/hRgUgizQvHOplWZOay6jwUea+IYSRhL4YknkzzxAEP33mjkYNtwQHT9iur8/jrK2u4blYhJp1WdtoLQWYt36zXcu3MQqYVWfifLU38akcboXiKVFrlfw97qSuycN/yMiwG2akvhoeEvRg0fyTBz7a18D9vZUqLeqftzToNdy9y8Y311cx2WaXVrRDnodUo1BVZ+KfrpjKzxMp33migvivK2a4I//TiGY65Q3xrQ834662vxvC3neXkkbN0xt/7WxWdHqPJgtWWh7PYRWlpETa9PC9GgoS9GJT6rgjfe6OR3+9ppzuazE3b1zhNfHV1FZ9YVkqBlNQJ8Z40Cjgtej61spzpRWb+5bV63jjtpyuc4Bdvt3LSG+Zvr57C2qnO0b7VC5do4/DGh/jevz3J8fcJe5Ts/h1FQdEasReUM3XuEi678jquu2ol0wv0l+CGJwcJe3HRdjR28y+v1fPisS5iyXTuz6+odfC3V9Vw1fQCDDqNbMIT4gL0bt67cnoBlQ4T39nYwIM724gl07x60kdbT5xvra/mI0tKx8UsWcrnpaPhLI3BGDH1/b+/T4RoqAdvywl2v/ECTz68ips++gnuuG4Z1XYpSRwq+Q2KC5ZKqzx10MNXnzrB80c6c0Gv1yjcvbCEH35oBtfNLMQoQS/ERdNqFGaWWLl8ioO8bFe9VFrlUHuIf3jxDP/5RiPBWGqU7/L9qIQ6u2htaCVwUUGf/Wk1TTqVJBHx0bT/RX71L3/HP333j+xqf78pAvF+ZGQvLkgonuLBHa18f3MTZ7uiufX5fJOWz1xWwZdXV1HlMMq0vRBDoFHgrkUlqKj8x+sNnOqMkFZVGv1R/mNjA+2BGH+xoYayvLFai5/A1+WhqcVD78cSQ2Et85ZdwfKp9nO+VyWViBIJ+uloaeDMqdM0uXuIpTP/m5pOEfOdZtvTv0GrM/L1r97OvHx5vgyWhL14X75wgh9tac7WBcfp3XBf7TDyjXXVfGJZGQ6zXnbbCzEM7CYdn1xWRpXDxD+/cpa3sofpdIUT/Hx7K+2BOH939RTmjsUWuyk/nd4mmlt7R+JanFMWc+3HH+DjK2znmfFTUVUVNa2SCHmp3/sqTz3yGC9sOYY3poKqkuw5w/YXH+fhqiq++YmVFMp89KBI2Iv31NYT43tvNPLrHa34I0l6Z+aWVtr5m6tq+MDsYox6mbYXYrgogEGn4ZoZBRRZ9fz76w08ebCDtKoSiqd4/IAHTzDO311dy4a6sbVxTw130tnaRGt3di+PYqOgpJLqKfkY36eM0GSqZO6VH2PawpVc9sQv+Z+fP8thXwrUNNG2g+zc+BJvLF/A7XPNl+BfMvHIZyTxrk57w/zji2f46baWXNArCnxgdiE/+NAMPjivBJMEvRAjQqtRWFJp518/MI0vXVGJOds3P5FSeeO0n289e5JH97lzS2pjQbKrE29TE+7eOXyjk0JXBZUlF9AvQFHQaPVYimex/vZP8OmPrqWidzN+Okzz8QO8vW0fvvR7XkW8Cwl7cV4HWgP83Qun+d3udkLxFCqZk7zuWeziXz9Qx2U1+eNiZ7AQ45lGUZhaaOHvrp7CP1w7hSJrJv1S2Z76/+flszy4o21AM6vRk8bf6aWpsY3eSXxNfiHF5VV9oX0hFA2G4jksX3cj1y0tzIVUoqOJM4cPcMQvaT8YEvbiHbac9fNXz53iyYMduR33Zr2Gz15Wzv+9fhpzS61oJeiFuCQ0CpTYDHx5dRX/cVMddUWZaey0qnLcE+JfXq3nf7Y0DyiDHRVqmC5vG80tfjJ3omArKKKsqgLbxT4uFAPFtdNZuGweRb0pleqio/UsZ87GhvW2JwsJezHAKye6+LsXTvPqSR+JdO+Oex1fX1vF311dS22BWXbcC3GJKQrYjTo+uqSU7908nWWVmZ3taRXO+iJ8940G/vONRkKjWZqX7KLT20STp/ce9DgKS6iodDGYpr9aRyllU2cwNbcDP0WPvwtPu2eYbnhykbAXOS8d7+T/e/kMb9V356YFS2wG/vrKGr65LlPuIwN6IUaPQafhxtlF/OsH6lgz1QGAqkJLT4zvv9nEv75Wjz+SHJV7S/sz6/Vt0ewfaPIpKK6gstIwuAtq88hzllJS2PtRQSUc8OP3SNgPhuzGFwD8+Vgn337lLNsbe0hlg36K08RfbqjhY8vKsBm1shFPiDFAp1XYUOfErNfw7Vfr+fOxTlQVOoJxfry1mVAixV9fOQWXfZAhOygqka5O2pta6F1SV6wFFJVVUmkf5JNDMWAy28mz6VHIbBBWYzHS4dCw3fVkImE/yamqygtHO/n2q/XsaOoL+roiM39z1RQ+stiFWS8nbwkxlmg1CpfV5PPPN0zFatDyxEEPqgr+SJJfv91KIpnm76+tpdR+qZrvpOjq7KCpyZ1rpqNzFFJSUYlrCCmj0+nQG/RAJPMHySTEZM1+MGQafxJTVZXnjnj5f6+cZUe/Ef30Igt/d3Ut9ywulaAXYozSahQWVdj5P9dN5ZPLytBqFFSgJ5bid3va+fYr9bgDl6jNbLqbro5mmluj2V4cGvILi6moqmRI8wuqCmr/L9OoadmNPxgS9pOUqmbOzf7nV+rZ1RQgla3VnVFs4e+vmcKHF7sw6eXlIcRYplEUZrsypXmfX1WOQZuZMu+Jpvjd7nb+5dWzeIIjH/hqpJPO9iZae4vgFQvOojIqKvOHEDIqiUScaDSWy3tFq0PRy0l4gyFP80nqhaOd/Ovr9exu7gv6WSUW/uHqKdy9yIVJJy8NIcaD3lr8b6yr4XOXVaDX9AZ+kod2t/Ovr9bTMcKBn/J14m1uor1vDp8CVwWVZUOYw1cjhEI+urr7bTg0mVBseUO618lKnuiT0Osnu/jepkZ2NvYF/WyXlX+4ppY7F7kwStALMa5oFJhSYOZra6v5zGXl6LJT+t2RJL/Z1ca/vlaPNzRSgZ+mu9NLc1MrkewQXMkroLi8ksqhbBlI+fF3NtPm7f0EoWC25ZFfVDTUG56U5Kk+yWxv6OZ7mxrZfMafC/o5Lit/f/UUbl9QIkEvxDilUaC20MwD66r5zMp3Bv6/v95AVygx/H+xGqPL66ap2ZdrpmNxFlFaUUn+EB4n6e4uOpub+0r50JLnKKS4zDXkW56M5Mk+iRxoDfLdjY28fLwrtxlvWqGZv9hQLUEvxASgUWBqoYUH1lXzqZXluU17/nCSB3e08b1NDQRiw1yHn+qiy9tEc3vvdXXkF5ZQUVXO4FfXVQLt7dSfOE1X7348JY/C4kqqa+QgnMGQp/skcaIjzHffaOB/j3hzDXMq8zNH1N61UKbuhZgoNApMK7LwjXXV3L+ib5d+VzjBb3a18+O3hre1brqnk86WJtpyc/h2CorLqaw0Df6iag8tzSc5dKSvlE/Jc1E+bQYz5IzbQZHf2iTQ6IvyvY0NPL7fQzyVeZMX2wx8bW0VH1taiuV9jp4UQowvGiXTK+Mb66q5d1kpGiVTwdbWE+MX21v51dutudm9oVGJdXXS3thMZzaVFbOTotIKKgsGHy+pznrOHtzF/rbe2QKFvPJqps+dR6l0hxkUCfsJzhuM84PNTTy8100k+2neYdbxldWV3L+inDyTvHOEmIg0isKMYgtfWV3FHQtKgEzZ+tmuCD/Z2swf97pRh3w8bhpfZwfNze30xrLWUUhxZRXlg53DVyM0Hz/A1k27ye3N0xZSXTefJUvKpBPcIEnYT2CRRIpfvN3K7/a0E4xn3jVWg5YvXF7BZy+rwGmRelUhJjKNojC/3MZX11Rx3cwCIHN4zhF3mB9taeK5I51D+wvSPXR5W2hqDWdr4RXsBUWUV1Yy2JX1uOcYeze/xBvHQrkNf6by6cxfeQVLimUWcrAk7CeoVFrlD3va+dXbrbmSG6NOw6dWlvGFyyspsRmk170Qk4BGybTW/ca6albVZGrU06rK7uYA39/cyJtn/IO+thrvwutuoqWjdw7fhKOwlIrKokGFixpv59BbL/LkMzvxJLKzDjon0xasZO36uRd/VK7IkbCfoJ474uVn21o52xVBVTNHZN61sIQvXF5JZb4JOaVWiMlDq1HYUFfAX2yoYW6pFcgMCDaf8fO9Nxo42BYc1HXTvk46m5rJLa1rHJmT7ioGMWuY6uHsthd49DePscMd72u7O20Jq2+4iSsq9DJAGQIJ+wloa303P93awt7mAL17cK6bUcjnVlUyo9giQS/EJKTXKtwwu4i/2lDDlILMTvlkWuXlE138cHMTbT0Xe8BMmkBnJ61NrYRzG/ELKK6opNJykZdK9lC/9Wke/NEveO6Qn2TvoL5gJpddexu3X1mLWZ5bQyJ7HSaYEx1hfvxWE6+d6so1zVlaaecLV1RwWU0eGkl6ISYtk07DrfNLCMRS/N+XM33zI4k0Tx7y4Moz8LdXTbnw6hw1TpfXTWNzR648zugsxFVZyYUvravE/Q3seeF3/OLBp9h2xk88O0JRzBUsvvp2Pv7Rq5hikXHpUEnYTyAdwTg/fquJpw95SaT6zqT/4hWVXD+zEK1Ggl6Iyc5m1HLXQhcdwTj/9noD0WQaXzjJw3vaKc8z8PnLKy9sUJD209XZRHNbb1c+LfmFxZRXVr5vsKjxEN6mI+zc9Aovv/Q62w824osmc+WAirmMRdd/jM9/6cMsdxlkCnoYSNhPEPFkmt/ubOORfR5C2Z33BRY9X7i8kjsWlGCQpjlCiKxCq56PLS2lLRDj59tbUVVo8EV5cEcbFfkmPjiv+H2vkQ56M810gn3le6GGPTz/k79i7+/e+WFBTadIxiKEAj68ng46fQEi8QTJZJJUSs2dbKd31nH5rZ/mS5+5hYWlZrQyRhkWEvYTxDOHO/jdnvbccZYmnYb7V5Tx8WWl2KWWXgjRj5Lto3//inJaumM8d6STtAp7W4P8dFsL5flGlle99+lyyS4fnsZmejfiQ4qQt4HDbzVx5N0CWlVRUVHTKulza/y1Vsrmruf2++7nrmvm47LqJeiHkaTABLCzsYff7mzjcFsos/MeuH1BMfetKKfUbpQdrEKId9AoCksr8/jC5ZW0dsfZ0xIglVbZeMrHj95s4p9vmEa1891a3qbo8nbQ1NRG/7P0VDVNKnVxrXg1xnzKZ6/i+tvu4OarV1BXbMGg18pza5hJ2I9zbT0xfr2jhVdP+nIb8q6ozecTy8qYVSI774UQ706rUbhyegGeYJx/+PMZmrtjxJJpnjvipcph5O+vqcWsP89uOzVEV2crza0BLrQHn6LRYjBaMFvtOEvKqKqtY+a8xSy/bDnz68rIM+nR63TI1qKRIWE/jkUTaX6zs40nDnTkDraocZq4b0U566c5Zee9EOJ9mXQaPji3GHcgzj+/Wk8wlsIfSfLEgQ7qiizct6L8nT+k2Jl51Wf47upPcDFn6iiKAigoGgWNRotWq0Wr06HVKDKSH2ES9uPYUwc9/GF3O95wZjes1aDl3uVl3DqvWDbkCSEumMOi5+5FLpr8UX68tQVVhZPeCL/f3c6MYgtX1DrO+QkFrd6IRW8cjdsVgyCJME5tb+jmd7vbOeoJ5zrk3bmwhI8uKcUhPe+FEBdBAaqdZu5ZUso103t76Ku8Vd/NL99uHUTDHTHWSNiPQx3BOH/Y3c7GU77cjtZ1U518YlkZ04rMMh0mhLhoGgVWVOVz/4pyphZkjrGJJdM8f8TLL7e35I7HFuOThP04k06rPLrfzTOHO4hmF8tqC8zct7yM1bUOWacXQgyaTqtw3axCPruqHIs+Ew/ecILHDnh48oBnlO9ODIWE/Tiz6YyPx/d7aOnOTKuZdBo+usTFTXOL0EtRqhBiiPLNOm6fX8I9S0oBUFU43B7moV3t7G0JjPLdicGSsB9HWrtj/HGPm6313bkDbm6cXchtC0rkbHohxLCIJdIcbA+yp7kv2NNq5oS83+xoJRBLvsdPi7FKduOPE8lUmkf2uvnfI17i2b73s0usfHhxKQvKbLJOL4QYsiZ/lJ9ta+GXb7fiDSUG/G+heIo/H+tiYbmd+1eepxxPjGkS9uPEKye7ePyAB3e2Ha7VoOWeJS6um1kgB9wIIYYkmVZ564yff329gTdO+4gn0wOa5SiACpzujPDYAQ+LKmwsqXzvdrpibJGwHwea/FEe3edhZ1MPve2kPzSvmNsXlEjfeyHEkHSE4vx+Vxs/3NJMsz9GMrtGqFEyx2NfM6OA3c0BXjreRVpV2XLGz0O72plRbMVmvOCzbMUok6QY49JplScPeHjpWGfuTbi4wsZdi0qYWWKR6XshxKCoKuxtCfCdjQ387xEv4UQqN5jIN+m4Y0EJ31hXzZQCE08e9HCoPURLdyw7nd/JwnLb+bvriTFJwn6M29rQzXNHOmnPTt/bjVo+vLiUq6YXSJmdEGJQeqJJnjzo4XtvNHK8I0wi1TdpP7vEygPrqrhrkQu7UYtGUbhmRiGH20N8Z2MjKVXllDcznb+40s6icvso/kvEhZKwH8O6I5k35Fv1/twn7g/MLuIDswuxGmT6TAhx8Y53hPnB5kb+uNdNTzSVa8xl1mu4cXYRf7mhhkUVNgzavmKtEpuBW+YWs7elbzr/zTN+HtrZxvQbLPI8Ggck7Mew/z3i5c9HO4kkMs1zphdZ+OC8Yma5rKN8Z0KI8SaaSPPS8U7+fWMDu5sDxPudYFPjNPGFyyu4b0U5hRb9Ozb9Kgosq7Lz0SWlHGwL0doTIxRL8epJHytrvNy9yHWp/zniIknYj1FH3SGeOdTBiY4IAHqNwm3zi7l6RgFamb4XQlyEJn+Un2dL6jpCCVLZ/T96rcK6qQ7+6soprJnqwKDTvOs+IL1WwzUzCjnUFuK7mxpIq3DEHeKpgx1cPiWfKofp0v2DxEWTpjpjUDyZ5okDHl4/1dXX+36ag5vmFFEozXOEEBcomVZ545SPzz56jO++0Yg7EM8FfYnNwNfXVPGru+ewvs6J8T2CvpfLbuCG2YVcMcUBQCqdmc5/dJ8bVb3Qk+3FaJCR/Ri08bSPPx/rxBfOdKoqthm4bUEJK2rykEG9EOJCeEMJfrerjR9taaLpPCV1f7mhhhtnF2HWay/4uaIosKI6jzsXlbC3JUAwnqItEOPPx7pYXetgZU3+CP6LxFBI2I8x/kiC54942dXUk2tq8cG5RVw/q3DAhhkhhDifTEldD9/Z2Hjekro7F2ZK6uqKLIM6T8Ni0HJlnZOb5xbxx71uVBXebujm0X1uFpTbMOtls95YJGE/xrx0vIuNp3y5lrgLym3cNKeIGqeshwkh3ltPNMkTBzz856bzlNS5rDywdmBJ3WDNKrHyoXnFbK3vpsEXJRRP8dopH5cf7eT2BSXD8U8Rw0yGimNIS3eMF491ctQdBkCnUbhpdhFrp8rRtUKI93bcE+avnj/FN549yRF3X9Bb9BruWFDCbz48h08uLyPfpBvy80SrUVgz1cFdC0tQlEwr3cPtIZ480HcipxhbJOzHkBeOennjtI9Uds7t8in5XDWjAIdZNuUJIc4vmkjz9KEO7nvkCL9+uw1/JJnb2FvjNPGP19Ty49tnsrTSPqxLgaV2I9fPKuSy6sw6fTKt8lZ9N08f6hi2v0MMH5nGHyOOukO8fLyLRl8UyKyL3Ti7kMuqZVOeEOL8hqOkbrAUBVbW5HPXohL2twYIJ9I0+aO8cqKLa2cUML3YMsx/oxgKCfsxIJ1WeeGol81n/Llz6q+sc7KhrgCLdKYS4oIkAy0c2foizzz7GruONOKL6cirmMHi9Tdy840bWFKbP2EeeMl05kCaf8+eUhfrd0qdy2bgE8tK+dIVVVQ4jOhG8FRMi0HLmqlOrp5RwLOHvaRV2NHYzbOHO/jm+poR+3vFxZsor/1xbVdzgFdP+OgIZfrfF1r13Di7kMUVtlG+MyHGgzSB+m08++BPePDZPbQG4iRTmfBrd7dw5uAOtmzcwt2f/RwfuXo6+eN88bIjmOD3u9v477eaaPQNLKlbVpnHX2yo5obZRVguoqRusBRgfqmVm2YXsem0n+5oEncgzmsnfVwzs5AFZfIMGysk7EdZMq3y8vFOtjd058pjrp9ZwIZpTvRSaifE+0q49/HKH3/JLx/bTktEg7V0Ggvnz6bSEqPtxCGOnmqhee8LPPwrA0bLl/nY6nLG4y4YVYU9LT18d2Mjz2VL6tLnlNQ9sLaa6cWDK6kbLINOw6op+Vw/q5A/7XOTVmFnUw/PHupgXqlVNhePERL2o2x3Uw9bzmY+EQNUO0xcN7OQ6SWy3iXE+0r7Ob5zE6+8tJ2WeB51V93J/Z//GNfMKcQAxLtOseWJX/GLh17g8L43ef2lucyf8xGWFYyvD9I90SRPHvDwn5sbOeYZuZK6wZpVYuHG2QW8fqqLjmCCznCCN077uHZmASuqpdHOWDC+XvETTCqt8trJLnY09jXQuXq6k8un5Ev/eyEuQLqngTNHD3KkOU7e7NXceNdHuGlxJfkWC2aLhfyKeVx9+13ceeMSChJtnDl+iCPHfaN92xfluCfMX2dL6g639wW9Wa/h9gXFPHj3bD65bHhK6gZLp9VwWY2DD8wuAjKzELubAzxzyJtbZhCjS0b2o2hPS4A3z3bjz47qqxxG1tc5qS00j/KdCTFQyt/IkQP7OdTvg+l7UzC76pi7YCEzXMbzXu/owf0cbLiI65VMY+6CRcwo7bue2u3D1+GlK21lSvU0ps+owNR/ClvRYCytZeqsmUzJ38Xhrk463Z1A4QX9raMpmkjz4jEv33mjkd3NAWLnnFL3+VWZU+qKrO88pW40TCs0c/3MQl490UVzd4zuSJI3z/rZerabtdMco317k56E/ShJpVVePZEd1ed24BdwWU2+rHGJMUYl1LCXV3//Q37zZhvp9/8BQEPJ8jv49JenU+cynjOFqBJq3Merv/8BD26+8OsVL7uNT315BnWl/a6nAqqKqmZKwZTzFZgpGjQaLVpAVVXUC/wbR0NaVUGFlp7Yu5fUTXPyVxtqWD3VcUGH11wqWo3Cypo8bplbzI+3NqMCB1qDvHjcyxW1+WPiA8lkJmE/Sva2BNhy1o8vkgCgIt/Ihjon04pkVC/GmjTBQDddnZ2EI5ELHIlriMYSJM+bq2lCgW66vIO53sDv1uTlk1dYgEM5QntzA2fPekhOKR/wYEt1tdB89jQNPWCrdeAoGJuj+u5Iksf2u3n1ZBfdkdR5S+ruXV7GF66opCJ/ZEvqBqvaaeKqGU5ePO7lTGeUnmiSHY097G4OsKI6b7Rvb1KTsB8F6eyo/u2G/qN6p4zqxRiVJhQK0hMIo6LBVjaNGbNmUZH3Xq9VDfnTFjKlUH+ekWeaUChETzB7vdJpTJ89i8r3vJ5C3tSF1BYaBlxPcdRQO2MOM0u3svnoW7z45BRqyj7GVbMK0APJ7nq2P/8UTzy/E49SxOJps5g5s2CQv4eRc9Qd4vubG3l0n4dQ9uCa0SypGyyNorC43M41Mwr52bYWVGB/a5CXj3eyvMqOMlZvfBKQsB8FB9tDbK3vpis7qi/LM7Chzsn0YhnVizFIDREK9hAIpkCxULXkBj75lU+zofq9Gz4pWh163XnCXg0RDHYTCGSuV7n4Oj7xtc9y1WCup3Eya/kaNly5myOP7OLIi7/g/x3dxJML51BpS+A5cYADh8/gDqZwzFnBmqs3sLhk7DSqiiRSvHDUy3c2NrK3NUj8nKmQfJOOuxaW8MAQTqm71GqcJtZPc/Ds4Q7aeuJ0hhNsre/mUHuI+VJ3P2ok7EfB5jM+djcHBqzVr5oio3oxRqVDBIM9BEIqKHYchcW4ymxYLIN8vaZDhEI99PRer6CE0kFfT8FUsYwb7rmfnmCUh144hOfMfjobDqFRVNKpFKm0Fkfdeu64937uWj+Fwd72cGvwRfnZ1mZ+vaMNb7hvXb7XbJeFB9ZUc+ciF3mm0SmpGwyNRmFRhZ2rpxfwu93tqCrsaw3w8vFOCftRJGF/iTX6orzd0EN7IHMyVKFFz5qp+Uwvkrp6MUalgpmRfUhFMeWR73TitA4heFIhQoEegmEVxWQnv8CJcygJrDFQMOsqPvk3U5h/2XM8/cxr7DrWRFdMh7O6jsXrP8AtN1/HqjkubPrRrzZOplQ2nfbx7xsbePOMf8C6fKndQIFFzxyXlb/YUM2icjsG3ejf88WqK7Rw1XQnzx3txBdO4A7E2XK2mw/NCzNNnnWjQsL+Etty1s/elkCu89WqKfksqcyTnapizFJDQYLdAYJpUGz5OJwFOIeQP2ooRKinh2AKFGc++c4CnEOcWVc0eqwlM1h125dZetPnSKZSpFUlswtfb8Bo0KMbA1PgnmCch3a28eOtzTT5B7a6XV6Vx19uqOHyKfkoijJmSuoGQ6dVWFSRx5V1Tp444CGtwr6WAC8f7+ILEvajQsL+EuqOJNla382Jjsx59SadhtW1+cwrtY7ynQnx7tLBEKGeACEV9HkOCgoKsA8h7NOhUObDQ7/r5Q3H4FXRoDOY0BlMw3Cx4ZVWVXY3BfjOGw28cNRLJJHOfeB3mHXcvcjF19ZUUVdkyXwoyZYSjmezSixcPd3Ji8c6CcVTNPpjbD7r59b5xZTmvbP3ghhZ429+aBzb3tDNnuZA7tP8kko7SyvzMOvHzoYhIc6VDIUI9ASIqBps+Q6cTidDecUmQyGC/a9XMLTrjXXd0SQP7mjjvkeO8PShDkLxvqCf67LyvZvr+PcP1DGzJLMBT2H8Bz2AUadhaWUea6c6gMwHnsPtId486x/V+5qsZGR/iSRSabac9XOgLQhk3sxrah0sqbCP8p0J8V7ShIMBAoEgabTkOQpwFlgIth5m39a32HW4Hm9EwZRfypQ5i1m+YhEzymzvEd5pwqEAPdnr2fOdOAusBNuOZK536CzeCBjzy6idvZjlKxcxvcw2bh9URz0hfpAtqeuOpjJNcwCLQcNNs4v41oYaFpbZxuW6/IWY7bKyoc7Jy8e7SKkqJzvCbD7t54Nziyfsv3msGq/voXFnX0uAXU09hOMpAGYVW1henYfTMh7P3xKTh0owGKK7J4SqsZFnilC/+cf8zQvPsO10V9/mMkWDVqvHVj6fDXfeyyfvXM/MgvO9tlVCwRA9PSFUjZU8U5TGLT/lb59/iq3nvd481t9xL5+8cwOzCsfPeyWSSPPno16+80YDe1uCA1rd1haY+eIVFXxiWRmFlvG7Ln8hrEYtC8ttLCi3srclSDSZ5mB7kN3NAVZNkQNyLiUJ+0tka0MP+1uDuV23q6c6WFppnxDTdWIiSxAKBwgEI6iqgfptz9O6M4LPGz7PASdRomfe5ukfu/F0dPLFz97OkpJzAzpJKBykJ3u9hu0v8KddEfzeMInzXm8Hz/zEjcfj5Qufu5NlrrEf+A2+KD/b1syDO9oGtLo1aBU2THPyF1fWcEXt2Gp1O1IUYI7LyrppTva2ZGY1j7nDbDrtk7C/xCTsL4G2nhj7WgK4g3Eg0/byspp8qp1jbyOREAOkQwQDPQSCaVAj9PgiKHo7pbPXsOKyJcxwWVCDrZzYu5Md+47TFkgS7znL1mceo7CklOJ711NlGHi9ULD7ndeblb1eqQU11MqJvbvYufc4rYEE8Z56tj37OIUlpZTcfyXVhne921HVW1L3Hxsb2Hw2W1KX/fxSas+2ur28kvIx2up2pJTnm1hZnU+p3U17II4nFGdnUw+Nvqg8Ay8hCftLYHdTD4fagrlNOcuq7MwrtY2bJhliEksHM+EcUgEVjX0aq+/8FJ/75I3MKzZmpqDVNKmIh8MvP8wvf/5HNp4OEPceZvvmN1i8ZAF3LSvo2wnce71g7/WmcsXtn+Jz932A+edc78grf+QXP/8jG0/1EO88wvbNb7BoyUI+vKJwzO0svpCSuutnFWIew61uR4pGyYzur6h18MQBD6oKR91hNp/x87GlpaN9e5PGWHvPTDiptMrO5gDHsuV2GkVhWVUes11SbifGgUSIUDBAIKqCxsGsdbdw10duYWlVPhazCaPRiNFkxuKsZskH7uKuO69hTr4Caoz240c4eOAo3v4dYJMhQoG+681cezN3fvSDLDvP9RbfeCd333kNc/M1oMZwnzzP9UaZqsKuph6+8uRx/u/LZ2nwRXNB7zDr+MzKch788BxunluMxTD5gr7X9GILa2sdGLK9Dk53htlyxp/bwyRGnozsR9hxT5gDrUFCscyLemaxmQVlNmzGiVxsJMacCzta7p1MM9jwqX9l+d3/RAotRrMVq93KO/vTKGitNSxYspxlc9/iyFY3qa5Gzp4+xVnfKkoKs+MK43TW3/dtlt75Dxd8veXztnD4LTepribqT5/kjO/yvuuNop5oksf2e/j+5kZOdISJp/p+yXNdVh5YV8UdC1zYx1Gr25Fi1muYX25jSUUe2xu7iadUDrtD7GruYe1U52jf3qQgYT/CdjZ1c7i9b2Pe8uo85pXZJvzGHDFBKDrMNicma+YV/J6nlik6nJVVTJlaSd42N/6Un06PB3dHEgoNue8x2ZwYL/B6jooqpkyryl6vO3M9T7/rjZJMSV0Tj+5zDyyp02u4aU4R31pfw4JyG0YpL8uZ7bKydpqD7Y3dAJz2hnm7QcL+UpGwH0HBWJLdzQHOdkUBsBq0LK20M7VANqWI8eVCjybVORw4iwpxaMCfShAM+An4Q8DAcL646xXhUMBPglDAT48/CIzOMbXRRJoXjnr57huN7GkJnFNSZ+ILl1fyyWVlFI7jVrcjpcRmYHGFHZfNgDsYxx2Ms681SGcoQaF17FdZjHcS9iNoX0uQw+2h3Breogob80pt6LTyaV9MUAYzZosVsw5IQSKeIBaPDeF6JkxWCxadAimIJxLE4vFhu92L0eiL8rNtLfx6R+uAkjp9tqTuLzfUcMXUyVFSNxgaBeqKzCyrsvP80U7SKpzyhtnV1MN1swpH+/YmPAn7EbSnJcAxTzj39YqqPOaWyhGPYiLToNFq0GQX4RUFlCFFnwaNRosmu8VFYajXu3jJtMrm0z7+Y2Mjm8/4iJ6npO7zqyqpcEyukrrBmFZkZkV1Ps8f7QTgtDfC240S9peChP0I8UcSHG4P5o6yLbUbmF9mp9g2RouEhRgOapJEIkEiqQIKOp0evWEor/kUyWS/6+n16A2Xbsq3IxjnoV3ZkjpfLNf4p7ek7i821HD9zMJJvdP+YjhMeuaVWql2GGn0x+iKJDjUHqS1O0Z5vhyOM5Ik7EfIobYQJ72RXG39vFIrM4rNyAd/MX6kaNv1HI89/EfeOB1FyZvJhts/zEduWcy7bYZXwyFC3QFCSQAdFlseNrs1d7323S/w+MN/4PVTUZS8Gay/7cPc88El7369UJBQdw/B3utZ87DZR352TFVhd3MP332jgeePdhKOpwaeUrewhK+uqaau2IxBluUumKJAXVGmVXijvwNVhVPeCDubevhgfvFo396EJmE/Qg60BTnl7ZvCX1BuZ3qxnOMsxpdkqIv2s0c5fDCIkq8w7Qof0fco40t0evG2u+lSAY0Nh7OAgoK+x0wi5KPt7DEOHwyg5EPtKh+R97xeJ9623utZyXcWUFg4so+tTEmdmx9sbuL4uSV1pVYeWFvN7QuKyTPpJn1J3WBMLTSzoiqPJw9mwv50Z5gdjd3cMrfogjduiosnYT8CArEkh9qDtHRnNhIVWfXMcVkpssoUvhhPFCwWC1aLGTXdQyroo7Ozk86oSoX1fA/lGK0NZzlxqomoCorVRVlVFVVFmn7XM2OzmFDT3aSCPrqy16t8l+u1NZ7lxMnGd7ne8DvmDvGDN5t4dJ8HfzT5jpK6b66vYaGU1A2J1ahldqmN6UUWTnSECURTHHGHqe+KUltoHu3bm7DkFTsCDreHOOWN5B4U80qt1BXJFL4YbzTkFxVTWlqMWQES7Zw5cZzjJ3vO26Mn1XmUfTu2svNEEBUFS8UUptXVUaEfeL2yspLs9dycPXmMYye6OV9TvFTXMfbt2MqO45nrmctrmFY3ncoRWLKPJtI8ecDD/X86yoM72/BFErn375QCE/907VR+eOtMllbaJeiHSAHqCs0sr8oDMv2e6n1R9meP/xYjQ161I+BAa5CTHf2m8Msyn2KFGG90FdOZPmcudXkKEKNl96s8+8SzbG8ODwj8VM9Z3nr2UR55ZhstMRW0RcxcuJSlS6YMqLDXlddRN3ce0/M02eu9xv8+8Qzbm8MDAj8VqGfrs4/yyNNbaY6poC1k5oKlLFtWy3DPjzX6ovy/V87y5SePs6OpJ3fMrl6rcO2MAn5x52y+uqaKErtBaueHSbXTxKLyvuZiTb4oB1ol7EeSTOMPs3A8xaH2IE3dmV34DrOOOaU2SvNkp6kYhwzlzF9xOatX7uTkK2cIh5rY+dh/8bf7XmHJskXMKLOjBlo4vm8Xew6cwh2IkUaLc/ZlrL1qPYtd5zxiDGXMXbaK1Zft4MTLpwmHm9n1+A/4232vsWR55noEWzmxbye79/e73syVrLlqA0vOvd4QvF9J3X3Ly/iclNSNCItBy7QiC1UOE43+KF2RBMc7QnSFExRYpMHOSJCwH2YnOsKc6YzmGm7MK7UyXXbhi3FLi2P2Om75iBu395c8u8dDPOqn+cg22k/s5KXeU+qSCZLJNCoaLJUrueHOj3Dr2los75g71OKYtY6bc9dzE4v6aTmyDffJnbx83uut4Lo77+G29VPPc73B8WRL6n6SPaUukeorqVtRlce31tdw/exCLJPwlLpLQQGqHUYWlNlo9EdR1cwMy6G2IGunSfvckSBhP8xOdIRp8EVyX89xWZkqm07EOKbo8qhd/RG+7Cyn5vcP8fire2nwJ0ikkiT6f58+j6qFV3PnvZ/g1ivn4jKfv5OcorNTu/rDfNlRTs0ffsvjr+yjwR8nETvP9RZcxR33foLbrpz3rte7GKqaOXL6u2808vwx78CSOpOOuxe5+OqaKuqKLbkT2sTIqHaaWFBu47mjXgAa/TH2S9iPGAn7YXa8I0yjL9MLX69VmFFsoSJPeuGL8UxBo7dRMf9a7v8/l3HLp09zeN9+jp5upqM7TAIjjrJaZi9exsK50yhzmDHqte8RzAoanY3y+ddw3z+t5OZPn+bIvgMcOdU04HqzFi1l0by6C7jehRlYUhchnurbJTDXZeXra6u4Y2GJlNRdIoVWA7NdVvJNOrqjSdq6YxxuCxFPpjHIJshhJ2E/jDzBOGc6IwSyx9nWFpipKTCjlxGCmAAUrR6jrYDyGQ5cUxeyNpXO7VhXNFp0Oh1arfaCl6xy15vuwFW7kDVDvN57OZY7pe7dSuqqWVguO+0vJY0C1U4j80qtvFXfTSKtUu+LcMwTYkG5fbRvb8KRsB9GmSn8aG6X8oxiCzVOGdWLiUTJBLFBO0wPj+G+3kDnnlIXz+60h8yH8c+vquCTy8soklPqRkWVw8T8Mhtv1WeOvW30xTjQJmE/EiTsh9EJT98UPsDMYgs1Dgl7IUZDoy/Kz7e38OCONjzBeO70Sb1GYUOdk7/YUMMVtQ5MOo1swhslFXlG5pfZ0GkUkmmV1p4YR92h0b6tCUnCfpik0ionvGGauzNhbzdqqSsyUyQH3whxSfWW1H3njUY2nT7/KXWfW1VJZb4RnSyxjSqDTkOVw8iUAhOnvBF6YknquyL4wwkcUoI3rCTsh0mjP0p9V5RYMvNUqSuyUO00ScmdEJdQR66kroVGf3RASd3y3pK6WZlT6uS9OTaU5RmZUWThlDeCqkJbIM5Jb4Tl1RL2w0nCfpic9kZo9p8zhS/r9UJcEqoKu5p6+N4bjbxwzEvonFPq7lqYKambLqfUjTmldkPmkLBjmTPu2wNxTnjDLK/OG+U7m1gk7IdJfVeE1p5Y7utpRWYq8yXshRhpPdEkj+/38P03GznuOX9J3e0LSsg3S0ndWFRiNzC9yIJWUUipKu2BGCf6tRsXw0PCfhioqkqDL0p7IHPKnd2opcphJM8kv14hRlKupG6/h+5IklR2cd6s13DznCK+sb6aRVJSN6YZtBoq8o1UOYzU+6L4I0nOdkYIxlLYjNrRvr0JQ9JoGHhDCVq6Y0QTmRFFtcNEqd0oO3yFGCG9JXXf29TInuZA7vAayJTUfeHyCj6xrJQiqxxeMx6U5mWm8ut9mda57YE4p71hFlZICd5wkbAfBo2+KG2BeO5hU+M0UZYnu/CFGAmNvig/29bCb3ZKSd1EUWY3MqPYwisnuoC+dXsJ++EjYT8MGnxR2vqt19cUmCizyyl3k5IaobPxNKdPt+CPX9iPKBoNGp0BszUfZ7GL0tIi8i16OX/6HH2n1DWw+Yx/QEmdy27g3mVlfP7yCiryTdK1cpxxZdftFSWz2dIdiHOyI/L+PygumIT9MOi/Xq9RFGqcZlx2GdlPSvFGdj/3S37yy9c4m3j/b89RFJRsNzmjrYDyuvksX3ct1121ink1DiZ7EVJHMM5vd7XxUympm5BM+sy6fanNQFsgTlc4QaM/QiqtyjLMMJGwH6JEKk2jP4o3mAl7l11PeZ5BDnKYpFJeNy2NjTT6gwTV9//+8+rppsvdxLGdr/P8k5dxyyc/wz03LaXCPPkeeqoKu5qzJXVHz1dSV8JX11RLSd0EUGTVU+000RbILM10BBO0B+JU5Mss6XCQsB+ilu4Y7T1xsgON7Hq9vDgnJ5WQx4O7vWPwQQ/Z89zjpJJx2o9u5OGfJEmrX+L+25ZQPInesZlT6jz88M0mjnnCUlI3wRVY9VQ5TLzd2ANAZzhJkz8qYT9MJtGjY2S09cTpCPXN11Y5TDKFP2kl8HjctLm9pLJ/oi2YxqKlS1k4Jf+8a/AqaVKJOJFgN12eFhrPnKWx3Uck24lRTSUINrzNpo3zmDd/JjfOtg75qNfx4Kg7xA/fbOKx/ZlT6lLpvpK6m+YU8Y111SyqsGOSGbQJo9CSGdn36golaPRFuawmfxTvauKQsB+i9kCMznDfTqwyu5FC6ek8OaW68LS34e7ofT1ocE5bznUf/SJ3rSh8zw13qppGTadJhDycfOtpfvfbx3n9gJsYoKbCnD1yiEOHT7N+1gKsEzjte0vq/nNTI7vPKambUmDiC6sq+MSyMopsBnSyljuhFFr1VDn6RvGd4QRN/bqSiqGRsB+i9kCcrn4je5fdQKFVwn4yUqMePO52PN29080milwVVFSVYrvQD4A2G0tv+iT6dILojx9i49kooJLsaKe1rQ13agFTJ+i7NlNS18xvdraft6TuW+urWT3VKSV1E5RRp8FlN+C06PCFk3SGEzRK2A+bCfrYuHTaA3E6w0kA8k06im166dY1SaU8Hjxtbjr75vApKXPhKrmIt5miQWssYsbsOcyuK+XNs/UkATUWIhQMEkoy4d61fafUNbDp9DkldbbeU+oqqHRISd1EpgCFFgNVDhO+cJBYMo0nkKAzlJAB1DCYYI+NSysUT9ERjBOOZ57uLrtBpvAnrTR+t5v2dg/RbFBp8kooLXXhslxsQCkYbTby7DaMCiRVQE2STCRIJFQwTZzA6z2l7qfbWmjwna+krprrZxVJSd0kUWjRUe0wcaA1CPRN5UvYD52E/RB4AnE6w4ncmmKpTOFPXmoMj6edNrcvtzlPX1SCy+WiYBDtvdVkkkQiQbL3xaUxYDAaMRomRuL1nlL3n5saeOFoJ8F+JXX5Jh13LyrhK2uqmFFskZK6SaTQqqfa0W+TXjhBc3eMRdJJb8gk7IegLRCnM5TMfV0qI/vJK+3F427H3dH7etBQUFJKqcvFxddmpPC2t9Pa5qF3N4gmv5Ci4iKKJsDLq/eUuh+8S0nd19ZWcceCEvLMOrSyOD+pOMyZPiW9uqNJ3IELbEUp3pOE/RC09wzciV9qN1IgYT8pqT1uPG3tdISzw1PFTlFpGSWltosulVODpzmwdxd7jneTiUENjpqpTJtWR+E4H+QOKKk755Q6KakTdqOWEpsBjaKQVlV6okncgdj7/6B4XxL2Q9ARSuCP9I3sXXYDBTKNPyklPB7c7W66cnP4BbjKXLiKLu4tpsbc7HvxSZ54ejOngtkRr6mK+cuWs2xBybh9w0pJnbgQWo1CvllHgUWHN5SgO5rCHbyYvtPi3YzXZ8eY4IskCEQzT3ezXoPDrJOd+JNSCq/bTVt7B7kKe6eL0tJSXBfa/CsZxH18By8+/ghPvbSN4+2hTFdGjY3ay6/lxhvXM8cxPs/27j2l7rc723D3L6nTKmyY5uRbG2pYLafUiaw8kw6XzYA3lCCeTNMVThCKpbDK2fZDImE/BP5IkkCsr+zObtROiu5m4hxqOLNe7wnkRqtKooOjm5/mly2beLdHlKqmScZDBDrdNNfX09jipisQIRZPZIJem0ft6tu5/7Mf5/p5hejH2YsrmVbZdNrHd99oZPNpH5FzTqm7b3kZn11VQaWcUif6yTfpcNkNHHaHUIFALIk3HMdqNI/2rY1rEvaDFI6n6I4miWdLhZwWHXaT/DonpaQHj7sNd2ffRrOUr579bzRzePP7hJiqklbTpFMpUqneqW0dtvI5rP7Qx/jo7VezuCYfk258heH7n1InJXXi/OxGLUX9lkMD0RQdwQQ1Tgn7oZB0GiR/NEkwmsp97TTrscs006SU6nLjbnPTEet3+o2aIhlPkXz3H3tX2rxK5q65idtuWc+iWgemcZSGqgq7m3r4npTUiUGynRv2sRTekKzbD5WE/SD5w31T+JA5btNulF/n5KMS9bhxu93kuuSiQaPV8v5ZliaVSpFOD/zTVKCJPc/8D61nT3HPZz/D3VfVkTcO8r73lLofvdnEsY4wsWTfP2yOy8rX1mRK6vItUlIn3p3dqKPI2ld+F4wl8Yak/G6oJJ0GyRdJ0BOTkb1I4/V00N7emWumo6tezUc/+1nuv34mpvf52Xi4B5+7hbPH9/LWq6+weedx2kMpEtFumve8wJ8eduAs+Ay3Lil617X/seBYb0ndAQ++yDtPqXtgbTWLK+0YdRrZ1yLek82opcjWN7IPxlN0ysh+yCTsB8kXSRLsF/Yysp+k0n7c7lbcHZHsersGh6uSmtrplBa9f0CrahGuiilMX7CCdddex5VPPsgvfvMsu9tjqMkQTTs2sWnzAhbMupEZF912d+TlSuo2Z0vqEgNL6j6/qpJPLCulWErqxAUy6jTYDTr0GoVEWiWSSA8YWInBkXQapO7IwGl8p1knI/vJKO6hw92O29f7MDJS5CrF5XJe0EhcUTQoWg0arQ598UzW3nobnrYWWv+wlbakSipUz7GDhzlyej3T54+ts+zfr6Tum+trWD01H7NOKyV14qKY9BpsRi2+SJJoIp0rcRaDJ2E/SMF4ikiib03SbtRiNciGo8km5XXjbm3H2zvLqC3MnHTnGsRbS9FgKJ7F7LlzqHNtp60lDWocd2szra1u0vOnjomp/N6Suu+90cim034iydSAkrp7l2VK6qrklDoxSGa9hjyTDl8kSSSZHjCwEoMjYT9I4XgqtwFJp1Ew6bXoZHfxJKMScHtoa+8g1NslN68Yl8tFiXmQIaexkZdfgMNuADJn2cdCQQLBIHFgtIuP3u+Uum+uq+b6WYVYjTopqRODZtJrcjOlqbRKOJEmmkhj0sszdrAk7AcpkkgTzYa9Wa+RznmTUoIOj5t2d1duc56hyEVpqYvCQb+zVFKpJMlUv2lLRUGjKKM6ha+qsLu5h++90cgLR73nL6lbnS2pk/eCGCKzXktev74lkUSKQCyJSX/xx0qJDAn7QYok+kb2Zr1GDu6YjFKduNvbcHfkmuTiLCnF5SodxEl3vdfsoqvTgzfXZF/BZLNjs9tH7c3ae0rdD7dkTqnrX1I3N1tSd/uCEvLNOrQynBfDwKTTDNjw3LtuX2wbxZsa5yTsBymSSBPLHjZu0WtlZD8JqWEPnvZ2OgLZ8FNsFJeW4nJd/El3veLtJzh+5Ahn/L2Bqqe4tJyystE5BOeoO8SP3qWk7uY5RTyQPaVOSurEcMqs2fftUIkk0/TIuv2QSNgPQiyZmcJP9zueU0b2k0+yw42nvZ3O3El3hZSUunAVD+5tpUaa2f3ay7y86XDf6XmmSqbNmsn02ku7Wh9NpnnhyLufUvf57Cl1UlInRkJmZN8X9tFEmoCU3w2JhP0g9F+vBxnZT05pfNnNedFsCmocJZSWllJyoSfd5ajEvMfZ8uRv+NUf/sze9lg2WLUUzlnGihXLmD7EGvu0Sm6N/f00+qL8fHsLv9nZhjvQV1Kn0yhsqHPwrfU1rJ7qkJI6MWIyG/T64imWTBOKS9gPhYT9IIT7rdcDmA0a2SU62ahROtzttLv9ZF4JCuYiF6UlJeRf4EshFevGc/YQOze/ziuvvsmeo410huL0vrT0JYu48sYbuWZFGYZBhuopb5iHdrXzp71uznRFcn/+5MEO/JEkt84vZt00J/lmHal+p9S9o6TOZuDe5VJSJy4NnUbB0O81lkyrxFPp9/gJ8X4k7AchlkgT7xf2Jr12wAtTTAKpjsxJd96+0UaiZRfP/M/f8vbv32t7noqaShAJ9eD3+egJRIjFYsTicRL9psr1hXO55p77+Pitq6g0X/wHya5wgicPePjZ9haOusNEEn3LTgDN3TEe2efmz8c7uWNBMfcsLmV7Qw8/3dZCvS+SK6lTgBXVeXwjW1JnM2rRyHBejDCtRkHfr5Q5lVZzr0kxOBL2g5BSVfq/7rQKsgt5kkn3eHC3t+ON9L4QVBI97Zw97KH+Al4KqpomnVZR1XMeYIqBgumXc8snP8U9Ny6nxmHgYqPeH0nyk63NfH9z04BNdQPuX1WJJlVigTi/3tHGI3s9xFNpQvG+DwW9JXVfzpbUyVKVuFTOHdlnwl5G9kMhYT8IqXMe0lpFuegHshjfEh4PnjYPvn7LiKqaJjXYB5LGiKNqLld84A5uu2k9i6cVYzNcfGOaVFrlmUMefr2jjc5QgvcbC6lk9qD07wYJfafU3b6gBIeU1IlL7NyRfWYaX0b2QyFhPwjnbnbSaECRh+EkksLrbqfN3cFFH7ypaNEZTVitNuyOIkqraqmbPZcFi5ewYM40KgpsmIyGQa+Jbznr53e726nvir5v0J+PSa/hptmZkrolFXaMeimpE5feO0b2qkoiKWE/FBL2g5BW1QHrnxpFkdagk4qW0lX38LcLPsg3BvEAUhQlcwCORoNWq0Wn06HT69HrhtZiVlVhX0uQnY09A16fF2NJuZ37V5SxojpPSurEqDn/yF6m8YdCwn4Q3jGyz7YzFZOH1mDGbjBjH+0b6ccTjHO6MzKkeuTOcIKucFKCXowqnaJg0J27Zi8j+6GQpeZBSKkD1+w1ivwixeir90U51Rke1PR9L08wTltPbNjuSYjByIzs+5feISP7IZKMGgT1nJG9VqPImr0YdcFYkkB0aC1Fw4k0QWleIkaZokD/o59UVb3gplDi/CTsByGVPnfNHlmzF6POqNNg0g3txHu9VpESOzHq1PPti5KX5ZDIr28QFCWzyaqXqsIg90MJMWyKLHqKbfohXaPaYWJqwaXtwy/Euc7dF6UoyL6oIZKwHwS9RjNgA1Mipeb6hwsxWiryjUxxmoc0y1RbYGJ6sYS9GF2qCul+z1SFTPMyMXgS9oOg1yoDwz4tYS9GVzSZ5uUTXbxysnPQa5smnYY5pVamF1uG9+aEuEhpBnYp1WgUNLJWOiRSejcI7wj7lEpSykLEKGn0Rfn5tmZ+u6ud9sBFt/nJuXZmAfcsLsVmkMeCGF2ZTdD91uzJdCoVgyfv6kF4Z9inZWQvLrneU+q+tylzSl040XdKXe+r80JflQ6Tjstq8plXZpNja8WoO7dxmSKboIdMwn4Q9FoNWq2s2YvR0xGM89CuNn6+vZX6rkiub3jvKXX3rSinpTvGL7a3XNBovyeW5O2Gbg61BVlUMZZaBYnJSFUZcICTRlFkZD9EEvaDoNe8cxr/fCeLCTHcVBV2N/Xwn5sbeeFoJ4FYqt8pdVruWujiy6srmVFsJZ5Ks6LKziP73Lx5pptGfzR3Ha0CJTYDacAdiJNW4bWTPmaVuKlxmnBahrarX4ihSKsMXLOXk0WHTMJ+EN65QU+m8cXIC0STPLbfw4/eauKoO0ws2ddRbK7LylfXVHHbgmKcZj1ajYJJr+HaWYWsmebkif0e/u31Bk56wwDcu7ycv72qhheOdfJvrzfQ0h0jFE/x2AEPM4ot3LeiXKbzxaiJp9JEEn3NnXRajfR/GCIJ+0HQaweW3sVT0rdZjKxjnhA/2tLEY/s9dIX7zqg36zXcNKeIr6+tYnFFHqZzTqkzaDUYtBryzboBvcZtRi2leUbuWFDCmc4I//NWM/GUSkNXlEf2uZlRbGH1VMel/UcKkRVPqoTjfR9mjVoFi0HCfigk7AfBpNNg7HciUzieIpqUvs1i+MWSaZ4/4uX7m5vY1dxDNJHObbqb4jTxuVUVfHxZGS674T0Przn3f+n9usRu5O5FLk54wzx/pJOUqvLmGT9/3OtmWpGZsjzjSPyzhHhP8VSacL+2zQadBqthaN0hJzsJ+0HQahSsRg0mnYZoMk0wlhow5STEcGjyRfnZthYe2tVGWyCeWyrSaRQ2THPyzfXVrJnqwKzXDnrKXaPAkso8PrKolJMdEU50hIkm0zx9yMOMYjNfvKJqwIEkQlwKsWSacL9nqlGrwaKXsB8KCftBshl0mPXZsI+nBnwKFWIokmmVzad9fO+NRjadGVhS57IZ+OTyUj5zWQU1TvOwBLFeq3Dj7EJOdIT53qZGQvEU7YE4j+73MLPEyvWzCof8dwhxMeIplVC/aXyDTqbxh0rCfpDsRi0WvRZfJEk4niKcSJNWVenfLIakIxTnoZ1t/HxbK/W+d5bUPbCumhtmFWIzaof1teYw67lrUQknvGEe2esmrcLOph7+uLed6UVmphVJVz1x6cSSAzfoGXUaLDKNPyQS9oNkM2oxZz9pqpCdyk/LupIYFFWF3c09/NemRp4/T0nd3YtcfOmKSmaWWEdkV7KiwKwSKx9e5OKEJ8yelgCJlMpzRzqZXmThG+uq5WErLpl4Kk2o/5q9Vtbsh0rCfpDsRt2ANaRgLClhLwYlEEvy6D4P/7OliSOec0rqSq18dfXAkrqRotUoXD2jgJPeMPW+CF3hJL5Igkf3Z8rx7lrkGrG/W4j+YsmBG/SMOlmzHyoJ+0HqP7IH+tbtrdKMRFy4Y54QP3qziccOXFxJ3UixGrTcvqCE454wv97RSlqFo+5QrhxPuuuJSyGaTBOIDQx7m1HCfigk7AfJll2z79U7jS/EhYgl0zx/NFtS1/QuJXVLS3HlGd+zpG4kVDtNmen8jjCbz/hJplVeOdHF9CKLdNcTl0QwlqIznADAoFXIM2oxSFOdIZGwH6TMBr2+F18glhqwxiTEu2nyRfn59hYe2tVOW0+MxICSOgffWF/DmqkOLEMoqRsKraKweqqDjyx2cbozkumuF0vxxAEPM6W7nrgEQvEUXeEkkJltKrDoL8nM1kQmYT9IDrMeu7Hv19cVThCIJUfxjsRYl0qrbDrj4z/fyJxSF+pXUldiM3Dv8lI+vbKCmgITBu3ojmKMOg0fmlfMiY5wrrtefVeUP+1zM6PEwupax6jen5i4Ysk03ZEk8ezeFZsxE/ZiaCTsB6nAoifPNDDsu6MS9uL8vME4v93Vxi+2t3K2K0o8lXmQ9S+pu35WIfZhLqkbihK7kbuy0/nPH81019t8xs8f97iZVijd9cTIyIzqE7llLatBR4HshRoyCftBshm05Jt16LUKiZRKZzhJd1Sm8cVAvafU/Vf2lLqefiV1eSYddy8q4UtXVDJrhErqhkKjwNLKPD68uJST3v7d9TqYUWzhi1dUSnc9Mez6r9cD2AwaCi0SVUMlv8FBUhQotOjJM+roDCfoCifokZG96Kf3lLr/fquZo+7QgPMT5rqsfGVNFbfPL8ZpGdmSuqHQaxU+MLuQkwO668V4dH9mOv8G6a4nhln/9XoAq1FLgVlG9kMlYT8EhRY9+eZM2MeTabpCCcLxlDQfERzzhPjvLc08tt9DZziRK6kz6TTcPKeIr62tYknlpSupG4r3665XJ931xDAKZqfxe9kMWpnGHwYS9kNQbNPjMGd+hSqZVqf+SFLCfhKLJdO8kC2p2/kuJXUfW1pK6SiU1A3Wu3XXe+FIJzOLLDwg3fXEMDp3Gr93N74YGgn7ISi26nGa+36FHaEEvkiS8nzZuDQZNfmj/HxbC7/d1U77OSV1V9Y5+ca6alaPYkndUJyvu15Xb3e9Eit3LiwZ7VsUE0R3JElbTwzIlIE6TLoBz1kxOPIbHIIimwFHv7WkjmAcfyTxHj8hJqJUWmXTaR//uendSurK+MzKcqrHQEndUFgNWm6fX8IJT5hfZbvrHXGHeGRvOzOKzCyU7npiiNKqSlc4QXsgDkCeWUtpvnHM7mkZTyTsh6DENnBk7w7EB0w/iYmvIxjnoVxJ3TtPqfvGumquG2MldUNRXWDi7sUujvfrrvfyiS7qiizUFJhzy1pCDEYgmtkAmsi+j5wmPeVS4jks5J05BPkmPcU2PSZd5lz71u443qCE/WSxqylzSt15S+oWlvCl1WOzpG4otIrC6loH9yx2cdoboaWnr7vejGIL90t3PTEE/miC1p547munRUeFhP2wkLAfAkWB8jwjhVY9Ld0x/NHM9FM0kcaknzgPeDFQIJrk8WxJ3ZFzSurmuKx8dU0Vt80vpmAMl9QNhVGn4ZZ5xRzv313PF+XRfW5mSnc9MQS+cJLW7ljua4dZR3m+YRTvaOKQsB+iinwTJTYDLd0x0iq09sTwhuJUOkyjfWtiBPSW1D2+34P33JK6uUV8dU0VS8dJSd1QuM7trpfOdNd7WLrriSHwRZK09vQPe5nGHy4S9kNUkW+kuF8NaLM/iicoYT/R9C+p29XUQ2QClNQNRW93vY+c013vmUMdzCw288UrqqS7nrho/n5hr1UUCsw6im0ysh8OEvZDVJFvHPBibO2J0xGSdfuJpMl/zil1qf6n1Dl5YF0Va6Y6sRrGX0ndUOi1CjfOLuTEO7rreZhZYuV66a4nLsK5O/HzzTrKZSf+sJGwHyKX3YDLZkCnUUimVZq7MyN7Mf6dW1IXTqRI50rq9Ny7vGzMnFI3WhxmPXcuKuFER5hH9vV113t4T6a73jTpricukD+SpMkf7duJb9ZRIT1Lho2E/RDpNApl+QacFh0dwQSeYAJPIE4yrU6K6dyJyhtK8NDOVn5+nlPqllfn8Y21VVw/qwi7aWKU1A1Wrrve4sz6fa673tFOZhRb+IZ01xMXyBOMc6Yzkvu6yKpnSoF5FO9oYpGwHwaV+UZKrAY6gpkNW609cTpDCVx2WWsaj3pL6v58rJPu6DtL6r54RSWzXROrpG4odBqFq6YXcLJjYHe9x/Z7mFli4c6FrtG+RTEOnBv2JTYD0wol7IeLhP0wqHSYKLEbOOwOAVDfFaGtJyZhP84EYv1K6trPU1K3upLbFpRM2JK6obAatdy+IDOdP7C7npsZRRbprifelyeY4ExXJuy1ioLLbqDKIdP4w0XCfhhMKTANKA853RmhpTvGInnAjRvH3CF+tKWZJw6cp6RuTiFfXVs9KUrqBkvh/N31Xsl216suMEt/c/GuYsk0bd0x3IHM5uYCq44pBSb0k3QvzEiQd98wKLMbqXIYc530znZGaOmOjvZtiQsQS6Z5/qiXH5ynpK7GaeLzqyr46NJSyiZJSd1QnK+7XlC664kL4A0mONsVzS2ZlVgNTJUp/GElYT8MtBqFqdlGIme7IgTiKep9MbrCCTmacQxr8kf52bYWfrf7nSV16+ucfGPt5CypG4pcdz1vmP/e0kwi213vT/vczCy2sHqqY7RvUYxBnlCcM53h3NfFNgNTC6WSYzhJ2A+TqYVmKvIzYa+qcNobprU7JmE/Bl1ISd2nVlYwZRKX1A2Fy27kroUuTnj6uuu9ecbPH/e2M61IuuuJd/IE47n1epDNeSNBwn6YTMuGfa8znRGau2PMK7ON4l2Jc2VK6tr4+dstnO0cWFK3ojqPB9ZmTqnLm+QldUPR213vw4tLOdER4aQ3013v6cNeZhRb+NLqKlkSETlpVaW1O8ZpbybsLXoNFfkGGSgNMwn7YVKRb6LKYcSgVYinVM5kN+mJsWNXUw/f39TIC+crqVtUwhcvr2SWy4pJSuqGrH93vf/c1EAonqa9R7rriXfqCCY42REhksh88C61G5lZbEE+Dw4vCfthotcq1BaYcdkNNPlj+KNJGn1ReqJJ8kzyax5NgViSx/Z5+J+t5y+p+0q2pK5QSuqGldOs566FmXK8P0l3PfEuWntiHHGHchtjy/MNzCm1juo9TUSSQsMoM5VvosmfOQHvpDdMkz/K3FKZyh8tuVPqDnjoDCVI9iupu2lOEV9bW8WSSjtmvVZK6oaZosAsl5UPL3JxUrrriXfR0h3jsDuY+7o838gcl4T9cJOwH0bTiy1UO0xsb+gG4Eh7iLNdEvajIZZM88IRL99/s4ldTQEiidSAkrrcKXV2o5zONoJ0GoWrZxRwynue7nrFFu5cJN31JrN4Kk2jL0pDV6ZU2WHSUVdowWmRhmTDTcJ+GFU7TUwrNGHWa4gk0pzoCHPaG5Y++ZdYkz/Kz7Mlda3nltRNc/DAumrWSkndJWM1arltQQknvGF+9Xa/7nr73MwosbCwXJpPTVbtPXGOekIksjNu5flG5pTKev1IkLAfRjqNwmyXlWqHiePZ872PeTIleNVOOd9+pPWW1P3X5iY2nfYRig8sqftktqSuVkrqLimFzGzK3QtdHPcM7K43vchCjdOMQ7rrTUot3TGOtIdyX1fkG5nrkpnQkSDvsGE2t9TK1EIzxzvCqGRGMGe6IhL2I6y3pO4Xb7dwpitKPDnwlLoH1lZz/awC8kw6KakbBVqNwhW1+XxksSvXTjoYS/HEQQ/TpbvepNXSndmcB5mSzcp8IzNKZOPmSJCwH2YzS6xMLTShUSCtwlF3iLOdEdZPc472rU1Y/U+p64mmSJ3nlDopqRt9Jr2WD84r5qQ3zI+y3fXOdkV5dJ+bmSUWVtc6RvsWxSXkjyQ53hHGE8z0wy+2GZhZYsGsl02bI0HCfphZDFpmlVgpyzPS0h2jM5zgREeYznCCQmkSMawCsSSP7ffw47eaOSwldeOCy27gzux0fv/ueg/vaWdaoXTXm0wafVH2tgRy/S6qHCbml9mkKmaESNgPMwWY7bJSW2CipTuW24xU3xWRsB9Gxzxh/ntL07uX1K2pYkmVlNSNNRpFYWllHh/p110vkkzz7GEvM6W73qRS3xVhT3NP7uspThNL5KTQESPzmiNgbqltwCEOh9tDuVaQYmhiyTRPHfTw+ceO8uCONjyBeC7oa5wm/vHaWv7zg9NZWZOPRYJ+TNJrFW6YXchHFruwGjKPoLZsd71XTnSN8t2JSyEQS3GsI0yjP9NltMCiZ47LSoldSu5GiozsR0CJTc+MYgtOsw5fJEm9L8oRd4hANIlduukNWpMvys+2t/D785TUbahz8sDaKtZMdWA16GSz1xjnNOu5M9td75F+3fX+uKedGcUWOQRlgmv0RdjbEiDV74P6kkq7bJ4dQTKyHwEaRWFRuY26bDvQVFplb0uAE97w+/ykOJ9UWuX1k1188Ylj/PDNJpr80VzQF1v1fGNtFf9920yumlGAzShBPx70dte7e7ErN3Xb213vj3vac33SxcRU3xUdOIVfkAl7MXJkmDlCllTamVViYWdT5gW9pznAMU+YpZV5o3xn40tvSd0vsyV1sf4ldVV5fH1tFdfPKiTfLCV1441Oo3D19AJOdQzsrvf4AQ8zSyzcuVC6601E4XiKEx1hznRmuublm3TMLrFSLpszR5SE/Qhx2Q3ML7NRbDXQEYrT1hPnUFuQzlCCQqts1LsQu5p6+P7mJv58rJPuSLKvpM6o5a5FLr54RSWzpaRuXMt11+sI86sdme56h9tDPLLXzYxi6a43ETX6M7vw+++1WVxpl4qZESZhP0I0isLiCjszS8x0nI2TUrNT+R1hVlnzR/v2xrRgtqTuf95q5rA7RDQxsKTuy1dkSuqKrFJSN97luustcnG8Y2B3vTrprjchnfJG2N54zhS+7MIfcTIkGkGLK+zMKrHmdoTvbQlwzBN6z5+Z7I65Q/z186f52xdOs781mAt6k07DnQtK+Nkds/jk8jJK7AYJ+gmit7vePYtdVORnpnKDsRRPHvTw5AEPqvo+FxDjhj+S5EBbkLOdmeqkfJOOOS4bNdJhdMTJR+YR5LToWVBmozw/02DHG0pwoC1IW09MmoecI5ZM8/wRLz98s4mdzQEi8XeeUvfRpaWUySl1E5JJr+WWecWcOKe73p+yh+VId72J4ZQ3zLZ6f24Kf1qhmcun5MkH90tAwn4EaZTMRr2ZxZZcg53dzQGOe8IS9v281yl1G+qcfH1tFWulpG7C6+uuF+H5o95Md72zfh7eLd31JgJVVTnREWZ7Q2YKX1FgZomFVTWyrHkpyDT+CFtQbmO2y5r75Lq3OcD+1gDxlJQW9S+p+8F5SuoeWFvFj26dydVSUjcp9HXXczE9W7YaSaR59oiXP+1z50aDYnxq6Y6zq6mHrnCmF355npGllXYKrNJI51KQsB9hNoOO5VV5TCvINAkJxVNsb+jhZMfkrrn3huL84M1GvvzkcV4+4SMQyxxHqwArqvP44a0z+JurpjC92CzH0U4ivd317hnQXS/OY/s9vCrd9ca1k94wb9V3546drisyc/kUh5xdf4nINP4IUxRYNSWf+eU2Tngzx95ua+jmQFuQuaWT89zm9yqpu3uRiy9cXsnsUimpm6ycZj13LCzheK67nsquph4e3tPO9CIL04qku954E02kOdIe4kBrEACjTsMcl5XFFZPzGTga5Gl6CUwtNLO0wp47CKe5O8aupgDtgfgo39mlFYgl+fXbLXz+8WM8cdBDVziRC/o5Liv/flMd/3zDNOaX2yToJ7H+3fUWZ0uy4r3d9fZKd73x6GxXhO0N3bmTKacUmLisJh+THGd7ycjI/hLQaRRWTcln7nErm8/4SaVVttV3c6gtSKm9YLRv75I47gnxoy3NPHHAg7ffKXVGnYab5xTx1TVVLJVT6kRW/+56Df276+33MLPYwp2LpLveeKGqcLg9yMbTvtyfzSiycPkU2Zh3Kcnw6RJZVmVnUYUtVza2rzXAvpbAgIYxE1HvKXWfe/wYD+5sw93vlLpqp4l/uqaW790yncvklDpxjt7uencsKEGjZEPDHeKP+9zsbw2M9u2JC9TSE2NrfQ9tPZmZzEKLnqWVdmoLZDnmUpKR/SViNepYWZ3Pqyd8HHGHiCTSbG/o5uoZBSyaoN2jmvxRfrGthd/taaelu6+kTquQLamrZu20TEmdbNIR5+rtrnfnIhfHPH3d9V470cV06a43bhxpD/L6qS7S2SW72S4LG6Y7pbb+EpOR/SWiAJdPyWdBWd+GlLfqu9nbEsi9CSaKVFpl40kfX3riOD94s4lGX7+SOpuBB9ZV86PbZnLNjALsRgl68e60GoXVUzLd9XoPSglId71xwx9JsLOphyPtmc6hFr2GxRV2VlTJgWCXmoT9JVTlMLGsKg+XPVNX6gkm2HK2mzPZ1pETQW9J3ZeeOs7LJ7royZbUAayoyuMHH5zO3141henFFgyyCU9cAJNey83zivnw4hL0WgUVMt319rvZWu8f7dsT7+GoO8zGUz4S2YfAjGIrG+qcsjFvFMjT9hLSahTWTXOwqDwzuk+rmaYyu5omxvrjrqYevv70Cb79agMnPOHccbR2o5ZPryznJ3fM5Nb5JTgterTSIUdchNJsd71rZ2Q2tKbSKm+e8fOHPe2098RG+e7E+cSSafa1BnId87SKwvwyK2unOkf5ziYnCftLbEG5jcun5OfWGpu6Y7x5xk+jLzrKdzZ4wViKX+9o5QuPH+OJgx0DSupm50rqprKg3I5JLy85cfFy3fWWlDI9W2cfSaR59rCXR6S73ph0siPMptN+wvEUkCm3WzPVQYFFjvgeDfLkvcQMWg3r6wpYlD2nO5VW2Xiqi93NPe/zk2PTMU+Iv3n+FH/3wmn29TulzqjTcPv8En56+0w+uayMEpsRnSzOiyHQaxVumFXIPUtKpbveGJdKq+xvDbLxlC93oNXcUitXTi+QttejRMJ+FCyvsnNZTR5WQ2bd6qQ3wltnu3GPoyY7vSV1nz9fSZ3DxD9mS+pWTXFgMWjlDS6GhdOs544FJdw8pxhgQHe9096Js/dlvDvlDfPKiS68ocwzrdRuYFVNPlPkKNtRI2E/Csx6LeunOXM785NplY2nfONmdN/kj/LtV8/yjWdPsrW+m1D2OFqtAtdML+Ant8/kK2sqqXKa5DhaMax6u+t9+Dzd9R7eI931xoJUWmV3c4CXjnfmNufOL7Nx/axCKbcbRVKkOkoun5LPyuo89rQEiCXTHGwPsrW+m1U1+TjH6JpWWlV545SP/9rcxObTPoLxvp32xVY99y4v4/6V5UwtMMtOezFidBqFq6YXcLIjTENXhK5IprveEwc8zCqR7nqj7XRnhFdPduEJZkb1xVYDa6Y6Ju1ZIGOFPJFHic2kY12dk3mlVgASKZVXjnexo2lsju69oTjf39TIl586zivnK6nLnlI3Q0rqxCXQ213v9gUlKPR113tkn5v92cNWxKWXVlX2Ngd48VjfqH5huY0PzC6SWb5RJiP7UaIAa2sdrKzO40BrkERaZW9rgI0nfSypsFNsGztnPL/bKXX23Cl1Fcxx2WSnvbhkervr3bXIxfGOvu56r57ooq7ITI2zVrrrjYLT3syovnf/UZFVz+qpDuaXyah+tMnTeRQ5LXqumVnI/GzdfSKl8sKxTrY1dI/ynWUEYyl+/XZvSZ1HSurEmKLVKKyuPV93vQ7prjcK0qrK3pYAf+43ql9QbuMDswtlVD8GyBN6FCkKbJjmZE2tI3ek61F3iNdP+mjpHt1GIcc94UxJ3Z8HltSZdBruWFDCT++YJSV1YtSZ9FpumVfMRxa7BnbX2yfd9S61M9m1+v4H3qye4mBh+cQ8+2O8kbAfZXkmHdfPKmRRRd/O/D8f7WRb/eiM7ntL6r7wRLakLjiwpO4frqnluzdPZ1VNvpTUiTHBZTdwx8KSgd31zvp5eI+b9p7xU846niXTKm839PC/h725sz4WlNu4UUb1Y4aE/ShTFFhdm8+6ac5c3f3prswn5LNdl7ZuuNkf5duvnOWbz55ky1l/pqROzZTUXT3dyY9vn8lXVktJnRhbNIrCkkr7O7rrPXO4g0f2tUt3vUvgqDvEs4c7cjvwCy161k51sLhSDrwZKyTsxwCrUccNswpZVtXXVe/FY528dbb7kqw7plWVjSe7+OITx/nBliYa+p9SZ9VnTqm7dSZXzyjAbpJT6sTYY9BquH5WIR9Z4sKil+56l1IkkWbLWf+AuvplVXZum1+CQQYFY4aE/RigACur81k/zUm+KbODuNkf48VjnRz1hEb07+4MJfj+5ia+/NSJzCl10XNK6j6UKambXmLBKCV1YgwrMOu5Y4GLW+a+s7veRDpZcqzZ3xrg6YMd9EQzPfArHUaunVnInGxZsRgb5Ok9Rpj0Gm6YVcjK6sy0V0rNjO5fO9FFNDkyXcF2N/XwwDMn+JdX6zne8c5T6n6cPaWuQE6pE+OAomSqRO4+p7ven49Jd72R4o8keeO0j81n/KiARoGVVXncNr9YNu6OMVKIOoYsrrRzzcwCDrQFaQ/E6YokePpQBwsr7Kyd6hi2vycYS/HYfjc/2drCofbMTvve1YLZLitfuaKSW+cXU2QzyBtWjCu93fVO9+uu1xlO8PgBDzNLrNy5sGS0b3FC2d3cw5MHOnIDkulFFj4wp4gq6YE/5sjIfgwxaDV8aF4x66Y5cl3BttZ389Ixb+5AiaHqX1K3tyVAJBv0Rp3CHQuK+ekds/jE8jJcdimpE+OTzajl1nO767WHeGRvOweku96waeuJ8eqJLva1BgAwaBVWTcnnpjlFMhM4BsnIfoypLTBz89xiDraFOOIOEU2meepgB0sr87htweBHJfFkmuePevnhlmZ2NvYQTqRym/+qHSY+t6qce5aUUZFvlJ32Ylx7v+561dJdb8jSqsrW+m7+tM+d28w7t9TGB+cWU2QdO90/RR95xY8xWk3mzO4dDd2c6YwQTaY56Y3wv0e8zCu1MaPEctHXbPZH+fm2Fn6/p53m7ljuzalVYEOdk6+vrWbNVAc2o+y0FxODVqNwRW0+H11SymlvhJaeGIFYiqcOeplZbOW+FeXSI2IIDreHeGy/h0ZfpvmXzaBl7VQHV8+Q8+rHKgn7Mchp1vOh+SXsbw2yKTsqeeFoJyuq8phSYLrgg2Z6T6n7/uYmNp3xEYwNPKXuk8vLuH9FOVMLzbLTXkw4Zr2Wm+YUcdwT5kdbmkikVc50RfjTfjczSyxcUesY7VsclwLRJK+e6OKFo95c++zl1Xl8ZLELq1E7yncn3o2E/RikKJkjcK+fVcgRT4iOYAJvKM5ThzqYX25j9QU8pDpDCR7a1cav3m7lVGckt9MeMiV1X19bxXWzCsk362R9TUxYpXkG7lxUwvGOEM8f7SSVVtlyxs/De9qZVmihNE+mnC/W242ZcsZgLFNqV+UwcvOcIpZU5iFPkrFLhnNjlFGn4db5Jayb6gQgrcKbZ/w8c6iDtp737pu/q6mHrz99gm+/Ws8xKakTk9j5uuuFE2mePezlT9Jd76LVd0V55lAH+9uCqIBeo7B2qoO7FpXIXp8xTsJ+DJtWZOaWuUXMLsk0p4gm0zy6z8NLx7vO+5AKxlI8uKOVLz5xvO+UunTvKXUW/u0Ddfy/66eyUE6pE5OIQavh+pmF3LOkNNddr1W66120eCrNptNdPH7Ak9v3s6Dcxl2LXJRlTx0UY5dM449hOo3CTXOKONAWpMkfJRhP0dwd40973cwotnD5lPzc957oCPPfW5p44oAHTzCR+zBg1GWu8ZXVVSyrysOil8NrxORTYNFz+4ISjnvCPLLPTVpV2dkU4OE97cwotjC10Dzatzjm7W0J8Mg+d67/vdOs49qZBVw9vQCNPFTGPAn7Mc5h1vORxaUcdWfWHNOqyqYzPhYcsjG1wEyBRccL2ZK6He9aUldKRb4cXiMmr97ueh9enCnH29sSIJ5K8+djncwotvDN9TWYZbbrXbX1xHjmUAdvnPKTVjPljaum5GdmSwyyKW88kLAf4xQF5pfZuGOhi1PeCMc7wkQSaf60z02+SUsonuKRvW6au2PEzymp+9raatZKSZ0QQGam7MrpTk56w9R3RfAN6K5n4c6FrtG+xTEpnkrz2skufrerPdcpr67Ywq3zS5hVIv3vxwsJ+3FAr1W4ZW4RB9uCNG9rIRRP0eyP8R8bG0mrKqF4X0ldkVXPvVJSJ8R52Yw6bp1fwglPmF++3YqqwhF3iEf2uplZbGVBuW20b3HM2dnUw292ttHak5m+txm1XD+zgNul//24ImE/TjjNeu5Z7OKYO8QLxzpJqSrd0eSA71lRlcfX1lZx3cxCHBYpqROTQZJg6zF2vPo8L27aw4lmHzFdHmV1i1h97Q1cvWYR1Xl908wKMCXbXe9YR5g3z/hJpFRePdlFXaGZGmct+dJdL6fRF+WJ/R62nO0mraoowOop+dy/ohyHWT/atycugryqxwlFgQXldm5fWMKpzggnOsK5/81q0PLhRS6+cHkFc0ptsvYoJod0kMYdz/PwL37Lc7sa8UdixJMpVDTUnzrKvu2b2XT13dx3352srcvLlR7luustdnHaG6a1J04gmuKpQ15mlkh3vV7RRJpXTnTy8F53rnx3tsvKR5aUMq/MJr+jcUZSYRzRaxU+OK+Ym+cUYuu3KabUrmd9nYOFFXYJejFJJPAceI3Hf/0LHnvzBJ6Ihvzqhay74SZuuHIJUwt1RDyn2fHs73jwd8+woy0x4KfNei03zy3mw4tL0WsUVMh119ta7x+Vf9FYs72hmwd3tOV23ztMOj4wu5Bb58n0/XgkI/txpsCs55PLyznTGeXpQx2oQKM/xgtHO1lYbmd+maw5iokv3X2S3Ztf4qUt9YSstaz50Ce5/yNXM7vYiKLG6Dy5had/8yCPvnKMPW+8yquz5zLz7iU4+2VUaZ6BOxeWcNxznu56RRZK7ZO3u94pb6ZEcWdTD6qaOad+3TQH960ox26S2BiPZBg4zvSWEH1ieRnLqvIASKRUnjvi5bF9brzB4TkKV4ixK02g4RTHDhyiMWpnxqobuP2eD7GirpQCpxNngYupS2/gjrtu59qFDmKtJzl64BAnfQMbUfV217vnfN319k7e7nq+SIKnDnbwp73uXIXP/DIbH11ayvTiiz+IS4wN8hFtxKTobjnFmfpmuiL9/libR0XdVGoqCzEPciZMp1G4bkZBdr0xRkt35kSvh3a3U1to5mNLS9Fr5XOcGCZqDF/DId5+/VU27zzM6aYOuqNJtBYnpTUzWXj5Bq5ct4LZ5Tbeu+I6RXfzcY4cPExzzwUGqcZMce0s5syfTkmuSZtKt68Lt6eTlKWa6rpZzKqx0beCpaDRWamYPoPZs6Zg33uETq8btzcFBQMfeQathutmFXKyI8x/bGwgnEjnuuvNKrFy3azCi/lNjXuJlMrLx7v42baW3AbgIqueD84t5sbZRTJ9P45J2I8Qtfswr//hp/z2qR20xvo92HS1XP35L3H/PRuoMw3++maDlnuWlHKmK8KDO9qIJNI0+WM8uKONaqeJq6YXDP0fISY9NdzC3pce4TcP/S9vn/YSisZJJFOZndkaLWeOH2L35pd57unVfPDj93HnNfP6hfK5FwvRtP9V/vjfv+WttvS7fNM5lGKW3Hovn6uro8TYFzTptIqaTqMqGjRaLef7bKvR6dDpdWjIfG/6Xf7KArOe2xaUcKwjzCN7B3bXmz7Juutta+jmJ1tbqO+KopLpwHn9zEI+tbIcqzTPGdck7EdEjPodm9n05naOtftI9h/EaDQ0tnTg60mDaWijb5fdyH3Ly2noiua6673dmKmJLbUbmFsq6/diCOJu9r34MD/78R/ZUt894OREADWVJJ1KkohFCe/5Mw/1hInGv8B9H1xAwflyIR0i4OvA0+6j23+hI3sjwXAsO6XeG/YK9rw8nM58lKNu2hobaOhIUVPW/y9N4W9toeFsEwFs1OQ7cTrP/37rXRq7e5GL4+4we1v7uutNL7bwrfU1k+IsieOeMA/tamNbQ3fu6Norpjj44hWVVDqk9/14J2E/AlIde9my6S32nPQPDHqAdA+dXh/d3QnefQh0YTQKLCy387GlZTT5YxxoCxJPpXn6UAfleQa+traacjmgQgxKCu/hrbz63HNsO+snltZTULeM9Td/kOsvn0ulQ0uk4wz7Xn+e5/68mf0tQbpOvMmf/7eKmtoqbl/sfOdxp+kQoWAPgZAKGisltXXMmFGO7b1mhpV86uZPocDQ/5s0OKqnMH3WdEq2beXYthd59qlayu7ZwHSHDkjS07iDl559mpd2eaBwAVNnzmJ64bsHtk6jcFWdk9PeMPW+vu56T0yS7nqdoQRPHHDz2H438eyHurkuK/euKGdpVZ70vp8AJOyHmxrg+FubeOvtQ7ij2fa1Wi0qKulUGkji83bg8/eQpnjIOyT1WoWb5hRS3xXBE4zTHogTjKX47c42XHYDn7msArtR/t8sLlKilWP7d7BjbwvhlEL+7A3c9dkv8olrZuAwGdBrIV1by/TZs6mtLOQXP/8T21rDNO/fyY4dq7hs/gYqz3nZqeEQwe4AwSQo5koWXvtxPn//Bqrec3ZYg95owmQZGDbawlksXX0la3cf48l9h3jpl9/m1NZnWTi7EkvczcmDBzh8vImumJ3pa1ezfv1iSt7nbWAz6fjQvMxhOb98u5W0CocnQXe9eDLNi8c6+cX2VnqimTPqS2yZSoVb5xVjkDM1JgRJgWEWb97Jm5u3s68+RApAX8GSZaXEuls4dKSdNGl6vF58/m4SFDMc426bUce9y8to64nz6x2tBOMpPKEEP9/Wistm5O5FLnTyhhUXIeWu5+zxE5zpToG+gjnLrmDd2tkU2/S5EbtWZ8TirGHpqss5tHsn+1qPEeluov70aeo71lJZNjDF06EgoUAPQRUUu5OiskpqigpwDOalqbFQteIGPnyvn+BP/8ArR5s4+nY7p/fq0KgpEvE4CSWP2tW38rF772L91PfbPJjtrlcwubrrqarKptM+frSliUZ/DACTXsMHZhfy6ZXl2IyyTj9RTPyFqEsp3cXBzZvYuvMYXYnMGmP+nMu58pqrWFHtoHdwkvR58fr9BC5wj9KFKLEb+fzlFdw0pxCdRkFV4VRnhJ9sbWbjKd/w/UViElAJeb20t3sIpkHjKKeqtpZah/6dU/NosJSXU1FTQZEWSPXg7+qk05d6x3emQpmRfVhVMOblU+B0Yh30Z1AFrbmEOdfey7e+/W3++tM3sKS2ACNp0ro8KuZfyUe/+X/453/8ErcsKceiu7C/KNddb4mL8rxMnX2mu14HTxzw5E6UnCh2NQX40ZZm9rQEcu1w19Zm1unL8mUJcCKZWB9TR5VK+ORWNr+5g4OtUdIAxiksX7OalVcWsu/0JmwKBFVI+zvx+vx0J6FomPp2aBSYXmzhC5dX0vH/t3ffcZJc5aH3f1Wdc5jp6Z64aTbnnFe7QjkYEEKAkIgWGDA2+Dp8bF/fy/ve19fYvBgbrm1sYWQDAiFkBJIIyruzOec8uzs5dZjOuaruH90zG7RpNvbMnu/ns9pV70x39U51PXWe85znJAu83TqIopaqiv9tWzdVNgMLGhw35sWEMU4llUwQTyRRAb3dicftwXmJQZ5ktmJz2LDqAUUhl82QyeTRMJ5zc6CRTqaIJ5IoSLhdbjxe7xVH25cnoze7aZi9lg9PWsxDv5ujUFTRkNAbTJhtNqwWE4YRLhezGHQ8OsPHiYEM39nUSUHVOB3J8tP9/UyrsbJigvu6jrpSHB9I8+y2bt48EaFQXk8/r97OM8vqmFvnEPP0Y4wI9jdKsZfdLS1s3XOahAIgUz13JauXL2RqXYYOjxuHWaIvrUExQjg4SDSuQvWNS67oZYll41z87rJ6QukC+3tKBXu/PhrC7zDisTYxwXvnLCMSrp2mM2JxePDVmDAHfHic1sukAVVUZWhpm4Qs69DpdBdkAVRSqQTxeBINAw6XF4/XeQNSixKy3oTVacLqvO4nGxZwGnl8bg3Hg+d31/vRnj4mjoHuer3xHD/c3csL+/qHt62d6DXzmSV1PDzDh0FM+405ItjfEBrRg5to2bSDY6E8GiDZmlm6ZgWLZgcwGWJUeT247BKkNVBjhINRYjdyaF9m1Ms8OrOa3niOb7V00hnNki6oPL+7D5dZz5dXNRAQFfrCZenwL3iUL31jLZ/Oa0gGMzaH45IXCy2TIZNKk1EAyYzN4cThvHBHNIV0Kkk8kUaTnbg8Hrzeyr38yJLEwsZSd70TwTQnQxnSBZVXD4eY6rPypVWNo7bBTCxb5Gf7B3h2WzeJXGm6xWc38OSCAE8vrBX7a4xRlftpG0W07Gm2t2xk+/5uMiqAHv/8NaxeuoCJDh1IDrxVHlxOIwxkgQKR4Yr86hteOGEz6nh6US39iTz/urWbaLZILFvk2W3dOEw6Pr+8Ho9VbE8pXJrOZMNlsuG64ldqZHt76WnvJKQCJh+Bugbq/RdcWtQUyWSceFIFXSnYe6xJ+o8dZMe2PRzrCJPBhLNmHFPmLmThnGb8tttbHGbUydw/tYoTwTTfGCPd9XJFldeOhPj2xk6CqdLmQHajjsdm1/CFFQ1jrgBROEv8ZK+bwsCejbRs2UVrrFga1Tunsfyu5SyY4cMgAejwej24XXZksqioxMJBBqMxilRzMxKCVVYDX1jZQDRb5Ie7ekkXVELpAv+8pQuHScenloiOWML107K9HNi5jc27O8gh45gwnVnz5jDpwhbqWnmNfVJDtjmxZLvY/u9f461Xt9AaSpMvKGhIyHo9BrObhllref9TT/I7q6fgvY33pV6rgQ/NKS3He2FfqbverlHaXU9RNd46EeFbGzpKHfI0MMgSD0zz8pU1jSLjN8aJYH+dtPgRtqzfyM5DQfIagJHGxWtYtWQejdahMbuM01uFx+VAT4g8UIyECZcr8i/T6+OaSRI0uk18ZXUjyVyRF/cPUFA0umM5vr2xC7tJz0fn+zHpRcpOGAkNtZgjFQvTe+oQ297+Fb96vYWD/Xn01TNZ8+Dv8ODKCe/d96FYDvYZDc3Yya43X+JAJkx/PEvxwlUp8TjxTT+jr6+PYOTzfOr98/HdpoAvSTC9xsZH5/s5FkyxrztJrtxdr7nayp+sGx3d9TRNY33rIF9/p40DvUmUocr7iW6+uqaJydVWRumshHCVRLC/Ljk6trewcds+OtKluS/ZO5sVa5azYKq7PKov0Xu9eN0u7DJEVFCiIYKRGLEiVN2kWh9Zkpjss/KVNU0kcgqvHQmhanAqkuFbLR3YjTo+MNuHTnzKhaugDh7gtz96ju+/tItgQaFYyJFNp0kX9Hin3cMjTz7F4w8sYYJL/54lemoqRSoeJ6WClokRzsYx2GpoXraQhfOaqbFAqq+VQ3t2c+BkL8l8mtDxFn75oocqn4+n7mq4KRmwq6HXSdzd7KE1FKA90na2u97BAab5R0d3vS1tMb6xvp0dHfHhyvsFDQ6+tKqBRU1OcQ24A4hgfx3U4D42bdjMrhNDbXGtTFy6hpWLZ1N7Qd97nacKr8eFXVcK9hQHCYeiRG/W0H7odWWJuXUOvnpXE6m8wtsnS0vyDvel+PuWDqzG0q5fYpmNcEVKjuTgAD2dXQwMj8ZlLDVNNM9dxPyZE6n1mrnYknYtlSx1z9MADWzjlvHoJ5/hqQfn4LcZ0EmgKXmSfYd5+6ff5z9/1sKZRIaBg1toWT+XebM/wgLv7TtH7WY9H5hdw/Fgmu9tK3XXO9Kf4id7+5laY2NObeV219vVGeebGzpYfyo6vGXtDL+N31/VyIPTqjGKHTLvCOKnfK20JMe3bGDTjkP0Z0tXPp1/LivXLGV+s/O9d1EGD16vG5et/E+uRAmFBonG3tt85EYz6CRWjHPxB6saWdZUWp9UVDV2dcb523faeetEZMw1CxFunvNPFZVsuI09r/0rf/NXX+Mfn99E20W6RRVSKZLxBFkNZNcUlj/8BB97bDnNfg8uhx273Y7D5SXQvIxHnvgIH7x7Ok4J1GwvJw4f4OCxEDewB9WIScB4j5kn5vpZVV5nX1A03jk5yPO7e4e3g600h3qTfHtjJ789Fh7eyKi52sIXVzTw4bk1o2IKQrgxxMj+GhW6d7GxZRt7zyRLbXElB1OX38WKRTOpMV5kBKLzliryHTJEVaDAYChILJpAxXvT77qMepn7plYRzymk3m3nYG+SvKKxtT3O199pR5Yk3jfZixjgC5ciu2dy/+f/N3M/GCEei9Df0cqR3ZvZuGUvJ3oj9BzdyH99v4AmG/jdDy8lcE7e3TRhFR/7q+nc95UC6C04PV68TuN75oklnQHXpPksXLqYzVuPsn2gQKTjNK0nTxNd7uM2Du7P6653KpymJ54nni3y8sEQU302Pr2krqI+PyeDaf5pcxf/dTBIplAK9I1uE88srefpRQFRoHuHEcH+WmgRDm5cf05bXDDWL2DV6sXMHW+7ROA24vV4cDmtSMTRUIiVe+QrtyDYQ6nn9Qdn+8gWFL65oYNjA2nyisrmMzH+5u02JOBuEfCFS9FbcdY04fA1oCoKysJlrHnwUR7e9Ro//t5/8ovtPSQ6dvHuG28ydfpkPrTg7HktmRx4AnbcgaEHpIu03i3/lcFLQ9NEJjY62TEQpRgNM9DfR7DIba3Mh1J3vUdm+jgRTPOdTV0UVI0zkQw/3dfP1BorKyuku96ZSIZ/3tzF83v6SOdL2UO/w8inl9TxzLI6nGZx6b/TiBzOiGmkT25lQ8t2DnaX2+LKbqavXMOyRdPwGi51CdPjrarC47IPX+TykRDhaJTkLcxP2ow6Pjo/wFfXNDHVV1oflVdUNrfF+Po7bbzbKlL6wqVJUqlDnt5gxGSx4fTUMm31ozz66L0sCOjRlDQ9xw5x4MBxwhee15KENPTrsq9iwO3x4qt2ly5Q+SSJaJRosjJOzFqnkcfn+rl3qhcoTYltOhPl+T199CXyt/no4HQ4wz+2dPL9nT3DTXO8VgNPLwzwpRUNuEWPjTuSCPYjVexlT8sGtu05Tbxc7GIev4TVq5Ywu95y2X9Qc5UXj9s5vCGOEg0RHIwSvfnT9uexm3Q8ucDPV9Y0Mrkc8HNFlY1nYnz9nXY2nBIb5whXS0JnrmHqjFnMmlqDDBQiPXR1dtCTufbgbLKYsdks5dRjnnwuRy5XGcF+qLvexxcEaK4urbMf6q730719FNXbd5ytoTTf2tDB93ec3a7WadLz0Xmlz7vPbrzCjZYwVolczohoRA9tYsOmnRwN5suFShJa5DC/ffZ/sfunhssGey0fpbutm+zQtSAfIRQaJJZUwXNr77vsJj0fXxhA1eBbLR20hjLkiiotp6NAG6qmsa5ZpPSFq6HD4ashEPBhk3pIKCkSsRixhArX2AVPknXoZD2V2qK9ErvrnQyl+YcNHfxwd9/wiN5p0vPkAj9/evc4ap1m8Xm+g4lgPxLZM+xo2ciO/V3ltrgAGvl4H2eO9NN+pU+SpqKqKsMDeSVKOBglGlVuebAHcJj0PL0wgKZpfKulk1PhswE/W1DJFlXun1ol1uDeYbREK5t//Ut++cZhoriYvPphHn3sfUx3Xvo8kM0WLDYbZgkSmoKqKijXkbHSikWKxUJpSaukx2AwYKywvWcu1V3v+dvQXe9EsDSi/9GePpLlQO8ylwL9n909nka3STTNucOJYH/VFAb2ttCyeTet0eJ5y480VUFRYeTXtjyDoRDRaBIVz22ZU3GY9Ty9qBZVg3/Y2MnpcsDf3hHjf75+hnRe5f2zqjGItbh3DiVJqP0IezZvokerIVu3kLsKGlwuAayT0el1pS1rJQN6gxHDUP2K0sf+N37JSy+2cCYLjsmreeSxJ3hw3qUKUzXS6RTxeHmli86K1eHAbqusc1CSYNpFuuv99liYKT4rf7z21nTXOz6Q5u83dPDjPX0k82cD/VMLAvzZ3eOod5tEHw1BBPurpcWPsuXdTew8PEBp6lDG5muiod6P23z1z1OI9dHZ1UMwUQAUBkNBorHYbQv2AE6znk8urkUvS/zDxk5OBNPkFY393Qn+3zdOkykoPD7XL3bDukNIRgMGgx6pWKCgpEilUqSvMP+uZbNk0+nSFJVsxmqznxOcCySCHRzfu5MDSQlnNsC8tWk0vJd4tgKRcJD+gQgqINtdeLxVVOImeYZLddc7MMBUn5UPz7u53fUO9ib5/9/t4L8ODpAqB3qPRc9TCwP8ybpx1LvMYkQvACLYX6UcHTs30LJ9L+2p8vjdOonVT/4en/rQKsa9pxH4pWgk973Ev/zrD/jFrn5UID8YIjRYqsh338ZY6jTrh9fefnNDBwd6kxRUjaMDaf6/t9pIF1Q+viCA3STW5o55RhdOtwe3VYJ4kvBAP/39KbQG5yXG9iqJgQF6uvpIaiA7vFT7fPiGboIlC2azBbNRoVhUSUQiRMIRclrDcLHqefJ9dLa10tqRQUPCWlNLfWMT1RV66tnNej4wy8fxgTTf217qrne4P8VP9vUz1X9zuutpGmxvLxXUvnkyMry8zmPR88lFtfzxunHUOkXqXjhLBPuroIb2s2n9FnYfH2qLq6Nm7kpWr1jOnMYaLtZD51Lc4xrxe52YpH4yGqjlYB+7zcEeSkV7j8+twWrU8Y1329nRGaeoapwKZfibt9tI5xU+tbhWbI871umr8Nc2UBcwsS+eZeDEQQ7sO8Bdc1ZRe5EfvZbr5ejBPew53E8RCUdtI+MmjMc3FJxlF9XVtQRqLEgDKYoDZzh5/Dit8dnMcV344VEYPL6f3Vt3cCKhgWSldtwkJk2up1LPOgkY77XwxDw/x4JpNp6OlrvrRWiutvCX90zAdQPXtSuqxrutg/zvt9vY2hYjW+6M57Ua+NTiWv7bXU3UOk2iGE84j8jLXomW4sSWFjbtOERfuS2uZGtmyeplzJ8xskAPoKvy4nG7sJe/T8sNEgpHiaVuZzPQs6xGHQ/PqOZr90/grkluJEDRNDqjWf7u3Xa+ub6Drmj2dh+mcFOZaZjYzLQp47AChdAh1r/8E178zUGCFyx/07IDHH7zJX764uscCBdB52HC9FnMmtlwTnA2UDupmRkzJuGQQMt2s++d1/jlr3ZcsDxPIdG+nd+89FNe2dJBVgNd1RRmLljIggmmil4ydm53vTpnqZIwnlX4xcEgL+0fuGG9K3JFlVcOB/mLX59i85mzgT7gMPLFFfX86ToR6IWLEyP7Kyi1xd3K3jOJcgGeDt/cFaxYOJfx9pHnFWWHF6/HhcMAwRygDhIODhKNquCqjHsvi0Hm7sleLEYdf/t2G2+ciKBq0J/M809buuhP5vnDNY3MClTu5h/C9ZCwjJ/P4lUr2LrnDFt7soSOv8MPvn6K7b+ax9xZzdS6jKjJfk4d2sPefUdpH0iQU2WcUxezat1aFtadv57bVDeLBctXsWjnSd49kyHRvp2f/2MvRzYsZP6cZgK20q53B3fvYu/RDiIpBU3nZvKiVdy9dgG1I72rvg0sBh2PzCh319s41F0vy4v7+5nut7FivOu6nj+VV/j5gQH+9p12ToTSw7vXTfCa+eLKBj6zpA6PxSACvXBRIthfjjbIwY3r2bzzGJF8eVW9bTJLVy+/plE9ADoPXo8Lp02GnApajkgozGA0hTbOVTGjF5NeZsV4F1+7fyJWo45Xj4QoKBrRTJGf7O2nL5Hnj9c2sXqiW1T6jkGS0cfsde/n8c5uQj96m5OxLLHek+wJd3B4ixG9TgK1SD6XI58voGgytsbFPPiRJ3lsbTOOC++DDR6mrXmUD/f2En7uV+wP5kgMnGLv+i6ObDWil0BV8uSzOfJFFU22ULfwPj740Q9xV7OTCp2uf49ap5HH5/g5NpDm10fDw931frS7l0lVFvyOa1s/GEkXeH53H99q6aAjmkMpN+6Z7rfxR2saeWKeX7TAFS5LnB2XpJFp3UrLxu0c7M6Ud9zS45+3kpWL5jDefo2jcJ0bj9eD0zG0161aqsiPxlBwVdQPxKiTWdDg5H89MIkqq4EX9vWTyCmk8gpvnYgQShX447VNPDKjGpO+MrISwo0iY/bN4J5P/CHOmlqe/8mv2HYiRDaXoZjLnP+V5iqaF93Hhz72BA+umk6t/b372YOM0dvM6o/+Ps5AEy88/zItBzqIvef5JAyOembc9RhPPv0h7pnXgO1ie+ZWqKHuek8uCHAimKY1lCGdV3ntSIipPitfWtWIfoRVc22RDN/d0s1zO3sJpfIMNehb1ODgT+8ex0PTq8WmNsIVVVJsqSzFfva0tLBtzynixfKo3j6FpauXMW+6j0u2wL8iA94qD26XFZkYKhq5co/8lNbEe+qVbjODTmJqjZW/um8CfoeR723voS+RJ1tU2d0V5y9/c4r+RJ6PLwzc0CIkoQLIBmw1U1jx+FeZvuqDnDy8nwOHW+kaiJFR9ZjtbmoaJzF9zhymT2qg2mXHatZfuhBI0mP2jGPBg5+leclDdJw8woFDx2jrDhPP5JFMLmrGTWX2/HnMnNKIz2XHbJArJtt1tYa667UG0/zdUHe9WKm73tQaGw9cZXc9TYO93Qm+ub6d146GSWRL/T1kCVZPcPPn7xvPmkkesSRWuCri6nxRGrHDG9mwacc5bXH1BOavZMWiuYy7ruYeOtweL26nA4kYAOpgmNBglLgKrgq8QdfJEvUuM19Z04TfYeQ7m7o4ESzNGbaGMvz1W210RbN8fnk947y3rmuYcAtIekw2F/4Js6iqn8z8tXkKRRWNUktbvd6I0WzEqNddXVCWdBgsDqrqbbhrmpi6+G4KBQVF05AkGZ3BiMlkwmi4yuerUFVWA4/NqeFYubueomns6krw4z19TLmK7noFReOtExH+7t12tnfEhreoNeklHphaxZ/dPZ4FDQ6RUROumgj2F5NrY+eGjezY30m6vKxeckxl6aqlzJtedR2j+hKT14Pb7cQiQVIDLRshFIoSTWk0XqYl6e0kS+C1GfjU4joCDhPfXN/Oto44iqrRm8jxT1u6ORlK89U1TSwb7xLz+GOMJOswmK0YzNYb9YTojGasxhF0pBpFzuuuN5BiX0+SXLHUXW9ytZU/WXfx7nqD6QLBVIGNp6N8a0MHJ0MZ8kop0Hssej46388frm5kYpUVQ6VuHCBUJEnTxIam76EVSMeixBIZCkMr4mQjdrcbp93MdU8hFjPEolES6UJp/k3SYXG6cTltGEfBjXqmoLKzI8Y31rfz22OR4V2+zAaZ2QE7f7C6kQ/O9ol5xAry8wMD/I/XT3O4LwXAV1Y38tcPTcIqfkY3VTxb5Nlt3fz1W6XuerIEc2rt/MU94/nw3PO76x0PpvmnTV28fjxMKl+kL1EYLsRr8pj5/LJ6PrOkDp/DgE7cTAsjJEb2FyMZsLp9WN036fn1FlzVFq5vIc7tYzHILBvv4usPN9Po7uIne/uJZopkCyp7uxP85a9PcTKY5pll9TS4Tbf7cAXhtnFcorveC3v7mVZjY3atnbyi8m7rIH+/voMt7bHhtrdDw7C5dXb+211N/M4sH06TXiytE66JCPbCNTHqZKbV2Pgf901gcrWVf97SRWsoQ1HV6Ipl+famTk6G0nxlTROLG53iAiXckS7VXe/tk4NMqurlc8sb+NWREP+ytYu2SJZc8WxzLYNOYl2zhz9dN47l41wiCyNcFxHshWumkyX8dhO/u6ye5morf7+hnY2noygaRDNFfnEoyOlwhi+ubOCDs304TOJ0E+48OllixQQXH18QoDWUpjeeJ54t8vyeft44HqErlmMwU0Q9Z0bVadbxodk1fPWuJqb6rBhFIZ5wncTVV7gukgQOk457p3ppcpv4P5s6eXH/APGcQqagsqcrwZ//6hS7OuN8YUUD0/22233IgnDLWQ06HplRzYmBNN/e1ElR1ehL5OhP5FHKQV4C5tTZWVDvYFqNlacW1eK3G9GJ3WyEG0AEe+GGMOtlZtba+X8emMRkn43vbu3mTCRDoVyt/9zOXg70Jvn9lQ08NL1apCSFO06t08jaZg9vt0bY35MsN8cpBXqLQeahaVWlkXyNDaNOwiHm54UbSAR74YbRyxK1ThO/t6Ke6X4b/9DSQcvpKEVVI5lT2NIW40w4w87OOJ9bVs+k6hu0jEsQKlw6r/DmiQjfaung2ED6vL+rd5n49OJaPru0jnqXWSypE24KEeyFG0qSwGnWc+9UL83VFr6/o4cf7u6jP5GnoGh0xnJ8d2s3+3qSfHlVI/dO8YrGIMKYdiqU5tltPbywr5/eeH543bwswaIGJ19d08gD06twmg1i/3nhphHBXrgpzHqZKTVW/vx941nY4OQ7mzrZ1h5D1Upbf244FeVEMM1js308s6yeaTViLl8YW9J5hTeOh/nOpi52dSVI5IrDy+mqrAYen+vj95Y3MLXGisUgprWEm0sEe+Gm0UkSXquB98/yMc1v5dmt3bywb4BIukCuqNI+mOXZbT1sbYvzzLI6PjDLh8dquPITC0IF0zQ4NpDi2W3d/NeBAfoSheHRvE6CBQ0OvryqkQemVeGxGka8MY4gXAsR7IWbzlLurPe1+yeyuNHJdzZ1sbc7gaZBIqewqzPO6XCGt05E+OLKBpaOc4kLoDAqDSTyvLR/gOd29nA8mCaZV4ZH89U2A0/MreFzy+qZ7LOKIlXhlhLBXrgldLKEz27kiXl+5tTZ+Y+dvfx0Xz8DyQIFVaM/meflQ0H2did4ckGATyyqpckzNvumC2NPplCamvrnzV1sbosRzxaH20jrytve/sGqRu6fVoXHohfL6YRbTgR74ZayGnXMqXPwP++zsK7Zwz9v7qLldJS8opEpqBwPZvjmhg7eaR3kM0tqeXh6tUjtCxVL0zQO96X4163dvHIkRH8if14XPL/dyEfn+/nMklqafVas1zE3X0wE6TrTyplg5gYcuQ6br4HxzROpsYobjzuBCPbCLaeXJapsBh6cVs3sWjsv7R/g33f00BrKoGoa0UyRzWeiHOlL8fMDQZ5ZVs/aZrFvt1BZemI5XtjXz49293EylCZ1TsreatCxdpKbL6xsYMV4Fy7z9Y7mFQZbt/Lyv3ybF/fGue7dy6QqZj3wMZ75owki2N8hRLAXbhuzQWZilYUvrmxg5QQ3/7atm1cOh4hni+SVUmr/N8fC7O5KcM8UD59bVs/CRqeYzxduq2AyzyuHQ/xgVy8He1PEc8Xh3elkCWYF7Hx+eT2PzKjG7zDemKWlWppQfwetJ9oJBovX/XSS1YlkduC1ihvoO4UI9sJtJUsSTrOeZeNcTK62cP9UL/+6tZvt7XEKqka2qNIZy/LCvgE2n4nx/lk+PrW4lmk1NtFdTLilopkirx8P8/0dPezpShDLFikoZ8fYtU4TH5vv5xMLA0yqtmIz6m7cOVoIE+7vpLv/+gM9gOz0UhWowy9myO4YItgLFcGgk/A7TTw2p4Zl41y8diTE97f3cKgvhaaV1iyfDGX47pZu3jge5v0zfTy5wM9knwj6ws2VzCmsPzXI97Z3s60tzmCmOLyUDsBm1HHPZC+/t6KepU1OnNedsn8vJRom2NVNX678gGTDN76ZaTObcI14cC5hDsxk5Zxx2MRn544hgr1QMSRKc50Tqyx8dmk965q9/Gx/P8/v7qNtMIuqacRzRQ72pTgTyfKLw0EenVHNxxcGmCqCvnCDpfIKW87EeG5nDxtORYmkC2TPKb4z62WWjnPyzNJ61jV7qLIZblI3SI1MOERfdw/R8stL9npm3/MUX35mHfXXUPMn6Y2YLFbE4r87hwj2QsWRJQmHScesgI1xnnE8OK2K/9zVyy8OBgmmCiiqRixb5FA56L9yOMTD06t4amGAaX4bsoj6wnWIZgq80zrID3f1saMjzmCmQKZw/j7zC+odfHZpHfdN8VLjMN7kDnhFIqEBuroGGEri690+6iY001xTheUmvrIwdohgL1QsnSzhtuhZ0uRiao2Vx2b5+I9dvbxxPMJgplQUFc8WOdyXom0wy6tHQjw0vZqPL/AzM2AXa5mFERlI5vnN0RA/3tvP/u4ksWzxvJG8TpKYGbDxmSW1PDS9mjqXCavhBs7LX4oaJRzqpqs3W35Axlnlo7a+HtNNfmlh7BDBXqh4Bp1Etc3Iusle5jc42dOV4Ie7e3n9eIRIuoCilYL+0X6Fjmg3vzgUZNUEF08uCLBsnAub6FQmXEZXNMfLBwd46cAAR/tTxLLKeXPykgRTqq08vbCWD8yupsljwWbU3bJNa7RMmFBvFz1RpXxAFry+AHX1bkQtvXC1RLAXRg2TXsbvMHL3ZA8LGxzs7U7wo919/PZYmNA5QT+RK9IVy/HG8Qjz6hw8Ma+G+6ZW4XcYb/dbECpEXlE51JvkpQMDvHE8wplIlkTu/Op6vSwx3W/l4wsCPDStmiavGYdJd8uniZRIqThvoFB+QOemyldHfUBcvoWrJ84WYdQx6WVqHEbWNXuY3+DgE4sCPL+nj18fDRNMFYar99N5hWCqwPbOGM1bunlkRhWPzalhis8q5vXvUKFUgXdPRnjpwAA7O+OE00VSeWV4nTyASScxr750Xr1vspdapwmbSYfutpwzKrFQkO6uXoaS+JKziuq6euos4hwWrp4I9sKoZdTL1NiN3NXsYV69g08vqePlg0F+eThIW6R0acwVVYJJlcF0nKMDKX6wq4+l45x8cHYNqye4qbKJhcZjXVHVOD6Q4ucHg/z2WJjWUIZ4rkiuoJ7Xic5q1LG8ycknFtWyeqIbn92I9Ram6y9KyxIO9dHVHaGUxJcwe6rx19XhFbNTwgiIYC+MekadjM9uZIXFwOxaO59eUstbJyK8sLef/b1JCopGUS214Y1ni3RGs7x+PMJ4j5m7J3v5wCwfc+rsmG/KsinhdtA06IvnWH9qkNeOhNjZGSeYKpDMKcMb1AypshpY1+zho/NqWDrOhddqwHIrCu+uhhIhPNB1TjMdGXdVDXX1dYjbVGEkRLAXxgyDTsJrNeCy6JlYZeGDs2vY1h7jx3v62HgmSjyroGqQLqikC3nCqQJHB9L8eE8fswI2HplRzf1TqxjnNYs0/ygVThXY0hbltSNhtrXH6EvkSeRKVfXaOTFeJ0tMqbbw2JwaHpxWRXO1FZdZj7nC9l9QYyGC3V30ZsoHLznw1tRSV29DnKHCSIhgL4w5OknCYdJjN+qpdZpY1+zhUG+SVw6H+PWxMG2RDKpWSu/Gs0US2SJ9iTzbOuL8Q0snc+rs3DvFy7pmLxO8ZrGEr8LFs0V2d8V59XCITWdidEazJHIKmYKKqp0/ineZ9awY7+Ij82pYPt5Njd2I3aSr0P0WNLLhEP1d3QyWC/HRGdEyEboPbeDd4yN8Or2N6obxTJroR+x9c+cRwV4YsyQJLAYZi8FElc3AgkYnX1zZwPb2GD8/GGRzW4xIuoBGaW4/V1SJpAu0D2Z5t3UQt6WdWQE790z2cPdkL83VVgw6cZW83TQNBhI5tnfEWX9qkG3tcdoHS9X06YJ6XrEdlEbxE71mHp1ZzSMzfEyvseI06ysnVX9JCoOhIF1d/RSGHwrTuuXn/NOBX4/44i1Vzeb+j3+OP5wggv2dSAR74Y5g1MlUWWU8Fj3jPGYemF7NmXCGt09G+MWhIId6U+SUUqo3W1TJFlXC6QKd0RwbT0f5+w2dTKuxsmaSh9UT3MyqteE0i4/PrZJXVE6FMrScirL+9CAHepJE0gVS+dII/sJ5eAmod5WyOg/PqGZBvYMqmwGHST96btjUOOFgN1296bOFhJpCPpMgn0mM8MkkrC4Js8OL2OjuziSuVsIdRZYkrEYdVqOOapuBGQEbTy0McLA3yevHIrx9MkJrOENR1dC080f8XbEcW9tjfMeoo8ZuZG6dnVUTXKwY72ZSlQWjKPC7YVRNYyCRZ193kq3tUba0xWgNZUiUl1TmiirqRTZ199kMrJro5pEZ1SxtcpbT9HrMernCR/HvpeXChAa66IkoV/7iK9LhqvJRWx8QhX13KBHshTuWXpZwmfU4zaW5/RXj3fzR2iaO9qd4+2SEt05EOB5Mk1c0NEqjy3xGZTBTpC+e5/hAmteOhLAZdTS5TSxucrK0ycW8egfjPOabtCnK2KSoGj3xHLu74uzsSLC7K87pcIZkXiGdV0kXlPMa3pyr2mZgSZOTB6ZVsWqCmzqnCYdJh9kgj+pCS3UwTLCzm/58+QGdm6aZ81mybCrekZ5akoHq5gUsnigK++5UItgLdzyJUqMek17GazNQ7zKxfLyLP1jdyIlgmndbB3nzRIQj/anhDVEUTSNdUEgXFEKpAt2xHPt6kvxodz8WQ2n9/wy/jbl1dubV2ZkZsOOzG0fd6PJmiWWLnAqlOdKfYl9Pkr1dCdoHsyTLaflsObhfLLzrZYnxHjOrJ7pZ2+xhfr0Dn61UaGcxyGOkoFIjHgrR09VDeqgQ31nPjLse47OfWU3NNWxrqzMYMZnFDeidSgR7QTjHeYHfaqDOZWJxo5MvrGigfTDLrs44m85E2dkRpzueG04lF1WNRE4hkSulXLtiOQ73p3j1SAiLQcZu1NHkMTEzYGeKz8rkaivN1RZqnaYxnQFQVY1QqsDxYIqj/WmODqQ42p+iM5ojkSul47NFlcxlRu7A8C6Iayd5WD3Rw5QaK06TDptx9I/gL0rLEQn20dUdKu90J2Hy1FA/fhJNHpfYAEcYMRHsBeEyjDoZo1XGUw788+rtPLkgQCxbpDWYZmt7jM1tMfaXC8aGKKo23LIXSjcRZyIZtrXHMenl0vPqJdxmPU0eM83VViZXW5hYZaHJbSbgNOI060dFENM0SOWK9MTzdEaztA1maItkaRvM0hbO0JfMkymow/UPuaJKoVwTcSl2o47JPiuLG50sbnQwp85OndOMzaTDZpAx6OWxnY5WI4RCXXT3DZ1TMq5qH7WimY5wjUSwF4SrpJdL6/cdJqixGxnvMbNigpsv5BVCqTzHBtLs7UqwryfBwd4kfYk8Q4PV0py/Rl45O/oHkCU4OlCaKhi6CTDoJAw6CYdJh99upM5potZlotZhJOA04bOVGgcN1Rs4TDoMuhufHVBVjWReIZwuEEkVCKcL5/05mCrQF8/TFcsSSRdLQVzRKChq+b2qw90Lr8Rl1jHdbysHdyczAzZ89tI+8RaDjFk/VtLzV0dLhAn1dNGbGsrh20ub39TbxE53wjURwV4QroEklXrzG/UybouegNPIFJ+Ne6d4yRZVUnmF7liOg71J9nUn2d+T4EQoTTx7fmW1Olzxz3k3AVC6EdDLEnqdjEGWyn8u/a6TJGS51EBIL0tYDTKOoeBv1GEsB8fS10LbYJa+eH74uVtOR/mTV0+iqJArKmSLGtmiSq5wNq0+NH+uaBqKWspWFFUNRdVQtNKfi4pGofzY1XKYdEyssjCjxsY0v42ZARuTqy14rUYsRhmLoTSNcns2nqkEGvlwkIHObkJDXXJNHqoDddT7xCVbuDbizBGEG0CWJMwG6bx2q+M9FhY2OMnMLxWcxbMKXbEsraE0raEMJ4NpToYydEVzpAvvXV6lamezAVd+/dIx6GQJWQIJabgYUKJUU5A/Z078UF+SE6E0mlZKw2toqBpoWim9rlJa/na5VPuV6GWJapuB5moL02psTPfbmF5jo8ljxmHWYdbLmHQyJoOMUSeNiimLm08DikRCIbq6+hi6PZNd1fhq66kTuzQL10gEe0G4SfQ6CbtOh92kAwxoGkz2WVg53k1eKc1d5xWNRLZIVyzHqXCatkiW7liOnniO3niO/kSeRE656Jryc6laKThfTcocrv4m4krMehmf3UCDy0yD20Sj28w4j5nxXjMNLhNui2G44NGklzDpZQzy6FvzfuvkQYsQDvbQ1Zssr0aQsFf5qG2oxy5y+MI1EsFeEG4RSSoX/OkAzu5PqmkwpcbKqgmlm4Ciqg3PdecVlXim1Lt/KPiH0wXiWYVYtrSLXzxbJJ4rEssqxLNF0nmFyxS2X5ROljDpSpkJs770y27S47XqqbIZqLIa8FpLv1dZDXhtBqptBjxWAxaDjKE81VCqNyiN1A1itD5yyiBkjxLu76InOJTDN+Kp9lNf7xcXbOGaiXNHEG6zS90EDFG1s3PjZ+fMSwV0iqahqqV1/+o5c+ulefazv0rfV0rnK5pWXmIoYTLoMOtKdQGyBJIkIVP+XeLsvP/Qr3Idwdn/l8Qo/QbSUmGUzn0Eu7voG87hO8s73YkcvnDtRLAXhAonSxJGvcRILvVa+T9DbWlK8/IM/1midJMhlQO8iNeVoRAOET1wkN6uHhKl/k1Itip8gXrqHSKHL1w7EewFYQySyv8ZDuMimo8CCtFQkKP7j9HVHWUoiW/wVOOvb6BGXK2F6yBOH0EQhEqgpQmFetl/KExX71DxpIyzykdtfT1mccMmXAcR7AVBECpBIUx4oJNDbQV6s+XHJCteXy119S7RTEe4LuL8EQRBqASGehZ+4I9Z+tkvM1yIr3dT5a+jPiDGZcL1kTTtetpmCIIgCDdSIh4nFAqVCiolA1anG4/XgUmk8YXrIIK9IAiCIIxxIjckCGOMkh2kp/Uge3ft4/DxU3T0DBCOJskpMkabC4+3iupAA+OnzGbh4vlMG+/DJq4EgjCmiY+4IIwJKpngKfZu+DWv/qaFfce7iaQy5HJ58oUiiqKiAZKsQ6fTodMbMJrM2Lx1TF6wjoc/+CjrFk7EI/q2CMKYJNL4gjDKaZl+jm56jZ/+5BVaDrQRiqfI5RXUq/lmSYfRbMNVN40Vv/Nxnn7iXubWWsSyfEEYY0SwF4RRSyPbd5B3X/pPfvBf6znSHSOdVzj7gZbQm514fD6qXRZ0Wp7UYIhQJErigq12kQ1YPONZ8v5P8ruffoxljSLgC8JYItL4gjAqqaQ6dvDqD/6N/3x5G22DGQpD7VWNbhpnLmXdg/dz1+KZNFXbMOokQENV8iRDnZzYvZG3Xn+brQfaGcypoBbIRE6z/dWf4an24fvEvTTbRbgXhLFCjOwFYdTRyPbs4tX/+C7fe3EzbbFceZc7PY6mBdz3xNM88eBiJvld2CwmDDrpvO9VlSL5TIr4wEm2v/YTfvjC6+zrSZfS/rIR3/wP8Mwf/D5P3dU4on78giBULjGyF4RRRo2dZNMvX+AnL285G+glM/459/GRz36ax9dOo8ZuRn/RllkSss6A2e7GbJ3HvU+5sVtMPPvcy+zoyYGaJ3x0J1u37GTR/AbmOMXoXhDGAtFBTxBGE3WQo5t+wy9/8Q5HQ9nyiN5A9ax7eeKZz/HkvbOodV4q0F9ANmD2TGTZw7/DI/ctpLY8jFcz3bQePcyxUzFE2k8QxgYR7AVh1NBInNzBhtffYMvpGIVSizUsjYu5//GP8fjdU6my6EdWWCfpsATmsHj5ShZOspW+V8vT39HGmdNdZES0F4QxQQR7QRgt8l0c2NZCy5ZW4oVyFDY3sOB9D/HIg/OptY4w0A+RrTROmsz0KU1Yyk9QCA/Q39dL6KrW7wmCUOlEsBeEUUEj3nqAXVt3cCSSL6fX9dTMXM5d6+5idrX5Oj7MEqbqanyBGtzlYK9lEsTjceKFG3HsgiDcbqJATxBGAzVC6+H97DvYQWZoiZ1tPHOWLmfZ/FrM13nbLjmnsvYT/50p93yJrAZIJpyBOupFOb4gjAki2AvCKKCGWjlx+BDH+4dG9TKuibOYt2A+kxy6638B2YKndiKuwDkteSQZSeT+BGFMEMFeECqeymBHG6dbzxAZ2udcdjN+2gymT6+7QVufSkiyxA24bRAEoQKJ+3ZBqHRaiu7Odto6wwzHelcjE5ubmVRjuK2HJgjC6CCCvSBUumKQYH8PfcGhajkJs7+BxqZGfCLWC4JwFUQaXxAqnJqIEA6GieSGHpHx1PjxB/xXbGerho+w4dev8Nqm06RHsGZesjSx8L5HePSBedSI3L4gjHoi2AtChdMScRLRGImhNe+SFbe3Cq/3SjvTaSS7T7J345u8uaFreArgauhqV1C/XMUicn+CMCaIYC8IFU5JZ0in0uSGRuaSFbvDgdNxpUicY6C3i472HtK5/AheUcbl9FDt8w032REEYXQTwV4QKppGsZgnXyic7VMvGTGZzZiutLhejRNP59BMdYwbf7lWeCq5ZIzYYIyMAqDHW+PHH/CJC4QgjBHisywIFU7TQDtvS5rSMjnpSqNu2cuMez7FXyz5MPnLxfpiJ1t/9gOe+/7rnFQA2U21P0AgIDrqCMJYIYK9IFQ0Cb1Oj153zkdVK1LIFSjkNS6fZ9djdngxO7yXfQV1oAc1E2ewXOwv2arxBwIEnGLCXhDGCvFpFoQKp7OYsVgs51TeZ8lm0mQyN2KXGoXg6VOcONpKVCk9ovf48AcC+MRQQBDGDBHsBaHCyQ4HDrcT+9CnVU0SCYUIhXLXvd+8lu3i2KF97D8eKVfryzh9fvz+AGZRnCcIY4YI9oJQ4WSXD5+/hmrz0CMFwn099PYMjGg53XsVCR3ZydaNWzkeKw/rJRNVNQECAY9onSsIY4gI9oJQ6Qx+6hqaaPAPJfI1Uu0nOHrkKG2Zax/bF4KH2fLW67yzp5fs0IyA7KHa78cfEK35BGEsEcFeECqdZKNp0mSmTmnAVH5ITbWxf8c2dh4Y4Fq2nNfSnex6/ee89MpWOpLK8OOyozRf77eJHL4gjCUi2AtCxZOwT5zN7PlzmewsB2EtS9++d/jVq6+zozMzorl7NdHOtpef49+ee4U9vSmK53yzwVsK9tUihy8IY4qotxWEUUAyNzB/+SpW7tzH6XfOkNZASfey77Xn+BclR/ZTH2L1FC/Gyw3ItTzRM7t588Uf8cJrmznWGyennPsFMm5fzVX13BcEYXQRwV4QRgPJgHvaGh76QBvtPT/kzaNRFBRysU72vPJdeg5vZcmau3nf2mXMnToOn8NQ7puvoWQH6T6+j63r3+bdlu0cONFNJJWliJXaxioMcobu9hCKZKPKX0sg4BQpP0EYY0SwF4RRQjZ5mbLuwzwdT5J+9kU2taVQNYV8KkLn4c2E2vbT8nMHdocDl8uJ3aJHyyWJRmPEE0lSySTJVIZ8UUWTbdQvfoj3L60ivOuX/Kwd0HvwBfz4xQJ7QRhzxKdaEEYNGYO9nvmPfoYvOz14/uOnvLWvm5QCmpInHY+QjkcISjKyTkaWJNBUFEVF1c5OzMvWALPXfYinP/kY0+Pr+dHm0py/7PJR468lIBbYC8KYI4K9IIwqMkZnHbPu+QRfHT+LJa//kld+u5kDZ0LlTWxA01SUoopywXfqLFU0zV7Ngx94P/evmccEv4Xud7Ikkmk0JCxVNQQCftyiOE8QxhxJ07TrbcIlCMJtoBVzZFJxIv1dnD56gP37DnHiTBd94RipbAFNZ8LqdFPlb2TClBnMnjubaRMb8Hmc2K1GdJJGPhklEomQymvIJjtubxVu29B8vyAIY4UI9oIwymmqQiGfJZvJkMsVKCgKqqqBJCHLenQGAyaTGbPFjEmvu/JueYIgjDki2AuCIAjCGCdW2AiCIAjCGCeCvSAIgiCMcTe1Gr9SZgiGjkMaJZOVo+14LzTaj3/Iue9D0zQkSRr170kQhDvTTZuzH7o43m6VchxXa7Qd74VG+/EPudz7uNhHZiy8Z0EQxq6bMrKvlAt+pRzH1Rptx3uh0X78Q670Pi72d5e6Zx4L/x6CIIx+oqmOINwAI8kCXO7rBUEQbgYR7AXhJhJTAYIgVAIR7AXhNhA3AYIg3EqiQK/CjLbjvdBoP/4hlfY+xE2AIAjX46Z20BNL767NaDveC4324x9y4fuoxPcjbgIEQbgaol2uIIzAaAmuqqoC5/cIGPp/QRDuPO8J9pWWvhSE0aCSbgKu5jN8Nff44jogCGPHZUf24oIgCNfnVt8E3Iyb9StdB8Q1QBAq32Wr8UfyIRYXBEF4r7FQdX+1xyUGB4JQuW7Y0jtxQRCEqzcWbgIudC2DA7H/gCDcGhVdoHfhoV2syltcGISxbiRd+EZTzc1I9x8YMlrenyBUkooO9pdysYuEyBiMDbfzdLydSwav5bUvdfM7GgL+9R6jaEMsCCMzKoM9XN/F4mrfsrhw3Fq3M0iNpdfWNO2SNw+Vck7fzH9vcSMgCO+lH81zhNdqpO9PZA1uvrEUbG/3a1/NvPdYPqcvd9ziRkC4U43apXeVmqq82L/ZaO4oVwmp7SGj8d+v0lTq5+Z6Xe95OtrOtVt9vCN5vUr/WVx4fJV4fb4Zx3LD0vi3eundaLxojbZjHmsjXkG4WqPt/LvVx3srX+9WvdZo+5mP1C2fs78R2YLR/EMZLccuAr1wpxtt56EI+KPndW6HEa2zV9re5rl//wm/2t5B9nJfKFWx8InP8dSH1jLNfe0FQueuxR2qMh56jkpMvQiCIAhCJfq/5HGnOvmCVUAAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/598.jpg" } ]
<image>A D and C G are diameters of \odot B. Find m \widehat C G D.
D
65,046
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/599.jpg" } ]
<image>Find m \angle 4.
C
65,047
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/600.jpg" } ]
<image>In \odot P, the diameter is 9, find the length of \widehat Q T. Round to the nearest hundredth.
A
65,048
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/601.jpg" } ]
<image>Find the measure of \angle 2.
A
65,049
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/602.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/603.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/604.jpg" } ]
<image>If P R \parallel K L, K N = 9, L N = 16, P M = 2 K P, find K P.
A
65,052
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/605.jpg" } ]
<image>Find the perimeter of the parallelogram. Round to the nearest tenth if necessary.
D
65,053
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/606.jpg" } ]
<image>Find the value of the variable x in the figure.
C
65,054
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/607.jpg" } ]
<image>Find the measure of \angle T to the nearest tenth.
A
65,055
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/608.jpg" } ]
<image>Find m \angle 2.
C
65,056
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/609.jpg" } ]
<image>What is the area of the triangle below? Round your answer to the nearest tenth if necessary.
D
65,057
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/610.jpg" } ]
<image>Find the area of a regular pentagon with a perimeter of 40 centimeters.
B
65,058
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/611.jpg" } ]
<image>In the figure, m \angle 1 = 53. Find the measure of \angle 5.
D
65,059
null
D
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SDrD2iV/wq9WfsKO+NfsOXjv+h2tamlQyTSoZJxoOEfz4GX6xbR3rvv03/OT2+ZQ7jDn9TltvVFBDHbS3hkgDxAN0JFNkTvYfAqCy64O3+Xr3AfwtiSMnbmE/zeEU6Qyc/KhDo/Xr9/ik5gCHA2HSgGKby9wFo3Hac/uxPxMSOkROMo++kqsqV1EVCJGMa0Calm8+4KuGKxnhsWLrd+qIsPWZ/+DZtQdpT3ZeByh2Ztz5MPctHEuhOU+P//ugaRpf7w/y+Np6PtzZRiCSJJJM0/NgQwEuGOviwcpyrphUSInDhM2kJ5+zBgBaBxuf+Cf++f99RE1DGPWo0yADtgIv3tISvB4bunSMUEsD9fUBQomux1cjnYzSUb+Ft379j2TM/8Jf3ziDEnvuvsQrTic2gx4dZEOHGiWazJDpT2CIbOS997cRCCaPuuIjEybYoZJO9+NzZPx8/t7XHG6PZr8+Cp7Kq7l8QhEOeSdyXLn7jBT5zejj4msW8fgnfjriMTJApq2KNZ8f5toxBdjs/buxjWx+ht88U8Wh9mTni7uCa+69PHzf+YwqMMkvSyCVyfBBXRuPflPPNweCtERUYqmj36UbdQpXTi7kWwt8LBjjpshmxCqdKJ00gmuf5DdPfU5dz8BhLGb6FTdx603XsGi6D6fF2HkSpJFJp0l2HGTbVx/w2vOv8FltgGhKAy1NvG0n7/7nH5k78++5aUYJ/XyqDzs6hxO7XkfnQwJanGj06JDbN42WL97mk12thNVeH6yFCYXUzvkwJ35ypvZ+xIfrGwnGOs9WdGUsWrqIkQV2+cV6AvLYiBylo/DCpSwe+y77O2JEUoAWYsOHn7L/pgl47I6TP/kjm3jmkWepPtRBsvOVTOep5P6H76JipAdTnieOaDLNq1sDPF7lZ2tDmNbosWPK7UYdN8708tCCcqaXOSi0GTDJmPKjpffz7rNvsKW+nUTn80xxTOPmv/oZ31kyixFFzr4DmreYkpFTWXDxRbz8y5/znx/U0RJLA2liBz/mhTdu4eLRi7F5TDn5eCsuJw69/shVqRYjGkmTOVlgSB/ko3e+5lD3CUUPmTAdwTSZY/6H3hJse/9DtjWHSHQ+4Q0TLuPq+WV4rLlfT3MmJHSInKU45rD0skm8VtdGJKQCGtEta/hk9+1MKXTgOOGzP8Kmp37D81WH6Oi6VtEVcsFDP+LW+SNwmfL3F2dLROW5jY2sXudnd3OM9j7GlBfbjdw5p5T755cxvsiKx2qUMeXHkdr9KWs2NhLqqmZUnMxf/pd859pKxhdbjt9tpTNgsjkxjTmfO/76z/E3/D0vbGggnAIyEeo++oQd98ylxG3CnIMPvc7mxGHucdJB50nHSYo6Etvf5f2NDXTEM4CCu8BNJBgilU6DFiHUkSCdPklwCa9nzce7aA2pnVeuNmZedTXTvG5MOfhYDyQJHSJ3KVYmL72KWc9toTWsktRAi9Xw0Ud13D2zCIfTeNz/NLLhSX73bDWHOrquVXQUX/Rtvn/zeficplMrRM0R+9virK728/ymRg51JAjF08d0oowtsHD//DJun13KSI8ZZ153ovRHhuYtG9kTjHUWPINSdAHLls6gvPAEgaMnnRHHiMXcvmwOH+36iEhbtjAyeWAzW/0Rzh9ZgDkXX+n1Dpw2w5HHKBMnFkmjnSh0aB1Uvf0Btc2hbBeafiSLLx1F1UcbCbRH0cgQCoVQM2k47k+5RsuX7/HF/jYiqc6TKU8FSy6bQFGOF+8OhFx8KgrRzTz6Sq6qWEV1V0GpFmf3R2vYvnwORQ5j3+9Kwht46rfPs+5wR/f9ur70Mr7zg+uZWebMu5kcm+tDrKzy8+aOFhpDyc7ixaPDxuxyBw9U+Lh2ehGlTjNOs4wp758UDYfqiamp7mspw8gpTC2yYT6VWgydlbEL5jLW+TX17YlsgEke5sDBOOocDQw5+G+hOHDY9ej0ZCtJtRjR2IlPOjKNn/HuZ/tpi2Qfb8O4i7hiToq9X2+hpR3SaEQ6OlDTaTSOEyAy9Xz2/lrqO7quZ3SULlrKwtEF5HDd7oCRh0jkNqOPS65eyOOfHikoTe77hDWbHqLC68TU+9w5E2bD6t/yYnWPaxVDOVd+//tcO6Msb6rSMxmNz/e28/haP5/saSMQUY9p4dQpcNE4Dw+dX87F4z0U203Z4VT58RANmHAkSrrHb0pNO3b3TH+YRo2k1GzEACQBtCBt7cmTXxUMVzonToehu7gWVKLR5AlqOlLs+eBtquvbiaUBzEy+5HKmjNyAq7vOSCPcESSdPn5ySe3+iA82NtLRVUBqHM+l18ynzG3JyxPQUyWhQ+Q4HYULl7J4zHscaI8RSQPqIT77sJpvLyrBZbb0eHnKENqwmt+90PNaxcjIa3/An10zlRJ77k8YTKYyvFPbwmNr61l3KERLRCWeyhwVNkx6haVTi3nofB/zRrgoshuxGHQSNk6T3WZFr9NB54SJ9J71rKuPML3UjfNUXqFtF/DQvzzCsmii+x24Z+xoCiw5+qtQ78bhMKDr/utliEe7Alwff+foRt59dxtNwSQZQLHN5NLLJlLs2o1Vp+v8LzJEQkFS6eyU02Of0nG2vf8BNYFQ53WYgnXmlSyZ4cVtztHHeYBJ6BA5T3HOZellk3i9ro1IWAVSNH7+IVWBy/C5LHS9JmdCG3jqty+y/lCweyyycdx1/OA7VzLJazvN8enDQyie4qUtAVZW1VPTFKUtdmwnisus55bzsmPKp5baKbAO/U6U2D9/Q/LZGrSIOmhfM1RgJlNZAtb+vLwaGTt1Mh7zVhrIDrbSwht49jfPM+1/PMiiMW5M/f1dpi9g7Ox5jO6REBW9AX3O/i4043Sae5x0aN2h49jAoNHy5dt8vKuls01WwTX3ci4eV4Az5cCq7wzNGqTCHYRSafqKLlpwHe9/spvWcFcBqZv5V1/OhCIZEthfEjpE7lOsTFl6JbOe30JrJFtQmm7+mg+/auCKEW4sNh1kgqxf9VteXHeIYFfisEzkpoe/w2UTi7HmaOJoDCZ4ZmMjT69vZG9rjI4+OlHKnCbunlvGPXNLGVtkxW0xDJtOFK01TmZ/EC2UHLSvmYnbIO3t50cruCsvobL8ffa3RrMncVqChi8f43/8l0Pc+2ff4tZLJlHUrz0eCnqDoZ87Q3KBgsNuR68/ckoUi0ZI9VXUkT7Ex29/daRNVlfKhddexCiPHWPKhcOo737cMqEQwVSG9DGlMBotX73HVz0KSHVli7hm8WgKTtwKJ3qQR0rkBfOYq7iqYvWRgtJMG9UffEH90jF4bBYi1av4/Qvrqe88ekWxMuXWH7HiknEUWnJvidau5iirqvy8tCVAfTBBMJHuHIh0xKRiK8srfNwyqwSf24xrmI8pNy2fjuI5+wsxTGgouv7XZOgKFnL3PYv45hdvU9fSOcguGcK/6U1+/7NveGv2Yq5cej3LrprPGI85p0/cTo0Op8uBQZc9bdPQiEdiZPoIHYma93hvQ1ebLBjGX8bSSh9uqx5F9eCx6bMnQmnQQh2E1PSx49TTh/j0vSrqO2Kd11cGxl+2lPllbnL1ButskNAh8kNXQWn3hFKN4PoP+ezgDYzVbWX17/7EhvquaxUF24w7eXjFIsYW5taL/LqDQR6v8vNubQtNoSTh5LFFi5WjXDxQ6WPJlCJKHEYcOdCJovjsWP+8At1o11n/WpaDQZSXaiDYz9MVnY1x1/2Ev6xv5Z9WfsnBjmzw1VJxQq2Hqfn8VfZv+IAXH59K5WVXc+31V3PBpCJshnz/TafD6bBj6L4/yhCPRUn37pnVgqx7q0ebrGJj1pJrmFHixqwDdG48TmN36MhEgnSk0scMDlN3r+GDTU0Eu+ap2GZy+dXT8brMUkB6CiR0iDyho3DhNdmC0o5sQakW2cyajzYzKvkEL22oJ9R5raI4zuPuH93H+WMKMA/jd/ZdMhmNNbvaeGxtPV/u66A5ohJVj+5E0esULp/o4cEF5Swc66HYbsSWQ2PKFb0OxWVG8ZjP/tdqN3GqD5zePpJF3/5f/Lz4d/zy96+y2R9BzQBopNUY4fYYkeA3vHNgC5+9/ATj5l/CNTfczLWLJ1NsM+bpLz0dDpcDve7IhVIyFkXtVdORafqcdz7d290mqxQs4OorJh6ZqaErwO0yoNcroGqQCBOK9l76FmPL+2uobQ52F5B6Kq7m8olFOGQa2CmR0CHyhuKcx9LLJ/L6zs6CUi3Gjhd+zi+jfvzhrmsVN/OW/5i7FozCM8ynjsbVDG9sb+axtfVs9odpiaok1KOLQy1GHddPL+ahBeWc53NQaDNiNg7vv/fwpMPkHMG8W/+KX82+iNefXs0L71RzsCNJV4mNllGJRzqIR0J0vF9P3Vdv8fzUxVx37wpuv2wKxdbc767qzeRwYtPrupe+ZWJRommtRxFoir0fvkVVfUdnm6yeEZcsY+Eoz5GZGnoXHo8R/ZGijiOj0Dv/TOuo4sOP99Aa7pynoitj4dLFjCroxzoFcRR5vET+6Cwonfnc1s6CUo1E034OZzKd97c6Cs5/gB/eOZ8R7uG7zK09pvLCpiZWV/upC8Roi6VQ00eHjQKrkdtne1le4WOS14bHasCol7BxbikYbR58My7jvv9awbX3beLTN1/l1Tc+Zmt9mGR3gW+GVCJKMBElvPZ1/lizls+uWMGPHr6dipGO/ne75ADF6cBuOBI6tFiEaKpz6ZsCRDfx3jtbCQQT2Z9x82SuuHYuZW5rj9MhM263o/OaJg2ECQbVHvNNMjR/8T5fHmzLLtUDDOMv5ZqKMtxSzHHKJHSIvGIes4Qr5z+ZLShNaNAdOEBXvIgHf3QLc8qdw/KF+3BHnKfWNfLshkYOtMfpiKeOGVM+ymPm3nll3DmnlFEeC26rjCkfahS9GbvHjM15EbeMmceSuw6y9YsPeOftd/ikei+tsVT3czajxgm1HGDD6//Ofzsc4Gf/+B0uHl+QN4WN2dChP7J/JR4j0nnSARqtX7/DRz3aZJ1zr+GqacW4jroS0eN2uzDoO0ebZsKEOtJ0zwdLH+ST96vwdxeQWplx5dVML3YhozlOnYQOkV+MPi695kJWfuYnmIgdqVDXl3DJd37ADef5cA6zOec7GiM8UeXn1W0BGkJJQvE06V7FodNL7TxQ6eP66cX4XGYcw7wTJR8oehNWpwmrw8WiknHMXXI339n1De+98iIvv1PNgY5E59WLRirWwaG1T/Jv/+6j9O9uYWaJPS9aZ3XOzvX2nf+/FosSTXe+kUgf4pO3vuRgW5QUgM7LwmWXMbbA0asVVofH4+4+6dO0GMFQnEznSYdat4YPNwe6F/IpnkqWXDGRImdubu892yR0iDyjo/DCRcwuept97TGyryM6vJd8m+8um0HZMFnYpGka3xwI8tg39Xy4q41AOEkk2Xms3EkBLhzr5qEF5Vw2sYAShwmbST9sr43ylqLHZHVisjpxea5hxdTFXHvrp7z4+9/y7Bf76Ihnp2dqaoh9HzzB81ctZNSS8RRacv8fWmd3YTceWW+fiUeJdRaSqrXv896Ghu5uE8OYS1m6wIfH2juO6XAVODEdKeog3Ll/BeJs+mANtS1dE0h1lC66hkWjZM/K6ZKHTeSfcDsd8R6/oBUnsy65mLGF9iG/FyuVyfBBXRuPfVPPNweCNEdVYr06UYw6hSVTCnloQTmVo10U2YxYc6gTJZ/pDBbsHgu2udfy3Z9PZMyv/p5fvbaNQDRb4JiJ7eezjzby4MJyCizWYRGgz4jBgdOuz45CTwOJGLFUhowWZt07H1AT6Oo2sTHj6muZWdL3lYjR7ekeEJZCIxwMoqbTZNqr+PDTvbR1FZAaxnHJ0grKPLJn5XRJ6BB5J1ZXy/6oSqp7red4Zsz0YBnCF7TRZJpXtwZYWeVna0OE1qhKoteYcrtJx40zS3iw0seMMjuFNuOQH1OefzLUf/if/PGdGpojKQD0pYt58IfXM73YgbGfn0UxWHCWzOC6H32Pmpp/4MUtjdlppqQI7KyjIX4FY7D2+/MNW4oDp93QPWODTIJ4PE265Ws++GxfjzbZimybrLPvk0yd24OruzYkQzjUQTqTouXrD/nmYHt3AWl2z0oxriH8WjHUSegQeUZl7/Za2pLJ7noO/YhpTC+xDMni0ZaIynMbG3lynZ/dLXHaY2qPLoasYruRu+aUct/8MsYVWSmwGofNmPL8k6Jp+xd89tEG/KHOuZYzxnNXIn3q4VDRY/Ut4qqFo3hvdwuRUDbEZDra6EimSWvk/j4QnTO73r6rklRLkoinaPriI6rqO4h2tsn6LlrG4tEF2I9zlKkryIaO7AWLRiQYIqn6+erj9TQEOwtIFQ/zl1zBxCJn7j+uZ5GEDpFfMs3U1PqJJ7vmDSo4J01jvM00pF5I9rfFWV3t58VNTRzsSBDsoxNlbIGF++eXcdvsEkZ6LLgs0okyHKiJBIlEgkQi+xxMh0PE0hrH3ch+IjorXq8Ho6FrFDigz657z4tngr5rvX3XHyRJxOr57MP1NAXj2TcWpklcdu08yjzW416J6JweXBZDdvqwlv03CR74jI83NnUXkOpKF3LNRaMoyINt02eThA6RX2J17NgdJql2360wbvo0HOahUYm+uT7EE1UNvLGjmcZQklAifcyY8tnlDh6o8HHttCJKXWacOTCmPH/ocHucGPR6FLIFoKnDO9jeGKWi3IPplF+R07S0tqP2uGrTFXkpNhuGfH3SwLDicJjRdaUF0qj7P+WTLQFCiQyg4Ji9hKuneXGeaHKo3o3b2RleMqAlY+z57GO2NIdIZAAMjLt0KfN9Hiz50BZ0FknoEHlF3bedXe1JujOHfgRTppVgOYd3K5mMxud723l8rZ9P9rQRiKhEkkcXh+oUuGich4fOL+ei8R68dhN2kxSHDj8GyieMxW1ey2GS2aAQ3cK772zj2knFODynGH7D6/m8yk841nVyp2fEpCkUmfNlH4gel9OGQde1aTbF/s8+pqYrLChFnL/sMsadbPW8zoPHZcyOQk9pEN/Dpx9vpznUOVTMOpMrls6QPSsDQEKHyCMZWnfUcjia7C4iVZyTmDbBhukcvC1MpjK8U9PCY1X1rD8UojmiEk9ljgobJr3C0qnFPHS+j3kjnBTZjVgMEjaGM/t5FzCn9E32NEeyNQdajLqXfsPKWSP5ydWTKTympfM4Mq2sfeJx3q1t7l61jmEUlYsm47INjZO7s0+Hw5ld+qYAWrqRTdVpYrFsAalhzKVce+EICmwneUx1bjyuI9c06fp1fJOOEUtl77zcFUuye1aG0h3sMCWhQ+SRBHU7dhFOqt1H0YZx05jmMg9qEWkonuKlLQGeqPJT0xShNZYi2asTxWXWc8t5Jayo8DG1xE6BzSCdKDlCKbiQG66awsf72ogFs8/FVPs2Xv7nvyXsf5jv3bmY8QUn3m6catvBe4/9mt8//yX7O7qKohVcc69n2XleXOZ8eaYoOJwOdLquH+AE0ajWGdwtTL1yKed1bZM9EZ0Tj9uCoeuaJhEhqmmde1ZKWXjNYkZ5hn5L/XAgoUPkD3UfNXVtJI7crVA+dTpes2lQjkwbgwme2djI0+sb2dcaoz2eQu3ViVLmNHHP3DLunlvK2CIrbotBOlFyjc7BrDu+w41f72XV2sOEVA20FNGmrbz7u5+x6f15LL70IhbMmszo0SMZWV6MNd1Bc2MDDYf2sWP9F3zy8Vds29tASyjZPX1W8czn7u/cwPSyfOqu0ON0OHqst9e6TwoV93yuXjL5uG2yR9Ph9nSNQs9AV+Agu2fl6kof7v6eQIkTktAh8kamrZbagzGSR+5WmDR9Anbz2Z1Cuqs5yqpqPy9tCVDfkSCYSJPu1YkyudjG8soybp5Zgs9txiVjynOYgtF7Pg/+7Ec0/90veX1LU3YOhJYiHgywf/NHNO38hrfMRgwGI0ajAZ2WJpVKkUqpJBMxYtE4avrIL0bFOZVb//KvuPuCMXiGYu/3WWR2OrDqe3TvAKCjZPG1XDSm8LhtskfT4Xa7j1zTdP+5lelXXM0Mr+xZGSgSOkTeSOzczq5IosdQsHFMnebEdJbeFq47GOTxKj/v1rbQFFYJ99GJUjnKxQOVPpZMKaLEYcQhnSj5QWfCM/V6/vJfChn9+0dY/e52mqIqGUBLJYmGkkRD/flEBgqnX8W93/8ut188jTKnMe/G3CsOJ3Z9dhR69y4l4wQuv7YSn9vSzx00ejwFToyGoz9acVew5IpJ/TwtEf0hoUPkCZWD22tpTahHhoKVT2V6qQXTAJ6aZjIaa3a18djaer7c10FzRCXaa0y5Xqdw+UQPDy0o58KxHortRmwypjz/GKwUTrqYe/9+Cudf/gYvv/omH3xVRyCq0usg7Fg6GyWT53PRstu5Y1klk8qLcZgNeRc4AHRd6+27jygUbLOXcPVM7ylNDrW6PdgM2fCS7QXSUbLoGhaP9vTztET0h6Jp2sme3kLkAI1kMEBzMHHkasPopNjrxjIABZpxNcMb25t5fG09m/xhWqMqcfXo4lCLUcf104t5aEE5s3wOimxGzEYpDj2bon/1CYk/bkZxm3F9che6sa6z/jW/2tfBHau2cKgjAcBPFo/i764eR5HteEPJNVKJCJFwhLbDtWzZvIXt2+vYc6iJ9o4QkViSjMGCze6isGwUYydOZvrcCs6bUEqB243TZsrvoXBqiObmIHE1feS6yeLBW+jAbOh/6NDi7TS1hkmmut6WKOjthXg9NqmrGkBy0iHyhILJVUL5AP/OaY+pvLCpiVVVfna2xGiLplDTR4eNAquR22d7WV7hY2KxjQKboXuNthCgYDA7cJsduDyF+CbO45LrkqipNJl0Jnslpygoig69wYjRZMJkNmOW1ukso5Nin/OMP41i8VBa7jnz70eckIQOIU7D4Y44T61r5LmNjRxoj9MeO3ZM+SiPmXvmlnHn3FJGeSx4rDKmXJyYojdithkx2871dyLE2SGhQ4hTsKMxwqoqP69uD+APJgnF090ti12ml9pZUVnG9dO9+FxmnBY9enlLKoQQEjqEOBlN0/h6f5DHq+pZs7ONpnCSSDJ9VLGfAlw41s2DleVcNqmAEocRu0k6UYQQoicJHUIch5rO8EFdK4+t9VN1MEggohLr1Yli1ClcNaWQhxaUUznKRbHdiFU6UYQQok8SOoToJZJM8+rWACur/GxriNAaVUn0GlNuN+m4aWYJD1T6mF5mp9BmxCxjyoUQ4oSkZVaITr//8hDv1rZS1xQlEE3SEUuR7DWm3GLQMbbQwoQiK167MVscKp0oQ5b6yUHSm5rBrMN891QUl/msf836jgSvbW8mlMhOe5g3wsnCsW6sRhlpOZgS6Qx7W+J8+/xyrppSJI//ECGhQ+S9fa0xVq9r4I9fH6YprJJMH73ptSdFAaNOh0mvyBXKMKAl0qBmQAHFamQwluykMxBLHbmGM+kVWdZ3DmiAmta4e24p/7JsIqVO07n+lgRyvSLy2Kb6ECur/Ly9o4WGUJJQInXSSZCaBsl0hmR6cL5HMQC63uGq5+YfLZnWSKblCXOufLO/g+g5+rcXx5LQIfJKJqPx2d52Hl/r59M97QQi2U4UOe8TIjftaonREcu+oZAxOeeehA6RF5KpDG/XtPD42nrWHw7RElGJpY6+Rjl6uyQ8e/9MfINwJJv2h4n+5CO0QAzTw3MwXzsexSo/msPV1oYw//DeXgJhFYBbz/OyosKH2yL/pgNF02DtwSBPVPupbYoeM5ivy9gCCz9cPJIxhVYJHEOE/BSInBaMp3hpS4BV1fXUNEVpjaZI9upEcVn03DqrhM0HOtgciKFmNAwKVIx0MabQcta/x7QGoZY4GX8Eq9mAZbQbxXG8PR1iqFMUBZP+SPFIudPMgtFuiuzyb3qmUukMH+5sY+VaP18f6CAQUY/sUupk0ClcPqmAhyp9zB/lotRpxj6QWx3FGZHQIXJSYzDB0xsaeWZDA/ta47THU6i9OlF8LhP3zC3jrrmljCmw8q1Vm9naHOv+3w06ZVDGlis6BYOWvfoxKmDQKyjytmzYMuiUo4pGdYqCQT84z6VcFU2meX17M09U+dnsD9PS1cbe40fa1rlQ8YGeCxUNOin4HmIkdIicsqs5yhPVfl7ZEuBwR4JgIn3MO6EpXhv3V/i4aaaXcpcJl8WAXqegl18KQgwpLRGVFzc38eQ6Pzub+16oWGwzctvsEu6dX8YkWag45EnoEDmh+kB2TPl7da00hVXCiXR2O2cPC0a5eGCBj6smF1LiMOEwy5hyIYaiA20xnl7fyAubmtjfHqejj4WKYwos3DO3lNtnlzK6wIJbFioOCxI6xLCVzmT4aFc7j62t56v9HTSHVSK9xpTrdQpXTCzgwQU+LhjjxuswYZMx5UIMSVv9YVat8/Pm9hbqgwlCfZxUzvI5uH9+GcumFVHutuA06+WUchiR0CGGnbia4fVtAVZW+9lcn73fjatHH7lau+53K8uZVZ6937UY5chViKFG0zS+2NvBE1V+Pt7TRmOoj4WKCiwa6+aBSh+XTCig1GmShYrDlIQOMWy0RVVe2NzEk9XZ+93WPu53C6xGbp/t5f4Kn9zvCjGEJVMZ3qtrYeVaP9WHQn0uVDTpFZZMKeLBzk4UryxUHPYkdIgh71B7nKfWN/L8xkYOtMdp7+N+d5THwr3zSrljTimjPJbsThQ5chViyAknUryyNcAT1X62N0ZpjRy7UNFp0nPTLC/3z/cxo8xOoV0WKuYKCR1iyNreGGFVlZ/XtgdoCCYJxtOkexWHziyzs7zCx/XTiylzmXFa9OjlbZAQQ05TKMFzG5t4ZkMDu1vitMXUY9rYSx0m7phTyt1zS5lQbMVjNRw180QMfxI6xJCiaRpf7evg8So/H+1qIxBOEu59vwssHOvmwQXlXDqxgBKHEYdJjyJhQ4ghZ3dzjCfX+3l5S4BD7Qk64seeVE4stnLvvDJumeVlpMeCyyInlblKQocYEtR0hvfrWnl8rZ+qg0GaIyrRXve7Rp3C1VOKeHCBj4pRLorlflechBZOokXVo+fbn2WZ1hgn3RyYB9YfCrKquoF3altoCCYJ9dHGPn+kk+UVPq6eUkSZy4RT2thznoQOcU5FEmle2drEE9V+th3nftfReb/7QIWPaaVyvyv6L/4fG0g+U4MWSQ7a14wUmMksKIU83J+Tzmh8sruNlVV+vtjXQVM4SbTXSaVeUbhkgocHKn0sGuehxJHtRJGskR/y76dCDAnNkSTPbmjk6fXZ+932mEqy1/1uicPIXXPKuHtuKeOLrRRYjRj18sok+k9rjZM5EEQLDV7oyCRs2YU6eSSuZnhrRzMrq/xsrA/THEkS7zWm3GJQuHZaMQ9U+pgzwkmx3YjFIGEj30joEINqX2uM1dV+XtycHVPe1/3u+EIL91f45H5XDCjzT+ejKzr7C/zMaholnMiLK5b2WIqXNjexep2f2kDfCxULrAZu6exEmVxio9BmxCQnlXlLQocYFBvrQzyx1s/bNS00hPq+351b7uSBBT6umVpEqVPud8XAUcrsWB6YiW6M66x/LfPBIMqLNRBMnPWvda4c7kjw7IZGntvYyL7WWJ8LFUe6zdw1t5Q7ZpcwttCKR04qBRI6xFmUyWh8uqedx6v8fL63naZwdtJgz6yhU+CSCQU8WOlj8TgPXrnfFWeBYtChOE0oLtPZ/1p2I7n6Nr6mKcLq6gZe23b8hYrTSrILFa+fXswIt7l7oaIQIKFDnAXJVPZ+9/G1fjbUh2iJqMR6jSm3GHRcO62IByrLmTPCQbHdJGPKhRiCNE1j7YEgK6v8rNnVRkMoSTiROqaN/fzRLh6oLOfySdkx5bJQUfRFQocYMMF4ipc2B1i1rp7aphgtUfWY+123xcCt52Xvd6fI/a4QQ1YqrfHhzlZWVvn55kAw24nSq43doFO4clIBD1SWs2CMixJZqChOQkKHOGMNwQTPbGjk2Y0N7GtN9DlpsNxl4u65pdw1t4wxBRa53xViiIom07y+LTumfIs/kl2o2KsTxW7Scf10Lysqfcwss1NkN2Ex6CRsiJOS0CFOW10ge7/7ytYA9cEkHfHUMfe7U7w27q8o48YZXsrdZtxyvyvEkNQcSfLipiaeWt/AruYYrdHsm4eeP9FFNiO3zy7h3nllTPTaKJSFiuIUSegQp6zqYJCVVfW8X9dGUyhJqNf9LsCCUS4eWODjykmFcr8rxBC2vy3G0+sbeXFzEwfa+l6oOLbAwt3zyrjtPC+jC6yyUFGcNgkdol/SmQxrdrazsqqer/Z3EAirRPq4371iUgEPLijn/NEuvHK/K8SQtdkfZnW1n7d2tOAP9t2Jcp7PwfKKMq6dVozPZcZp1stJpTgjEjrECcXVDK9tC7Cyqv7I/W6vThSbUcf1M4p5oKKcmT4HxXYjZulEEWLI0TSNz/e2s7KqgU/3tNEYyraxZ3q1sS8elx1TftF4D6VOE3aTAckaYiBI6BB9aouqPL+piafWNbCzOTtpUE0fHTYKbUbumF3CffPLmFCcvd+VNdRCDD3JVIZ3a1tYWeVn3aEQgYhKrNdJpVmvsGRqEQ9W+Jg3yoVXFiqKs0BChzjKwbY4T29o4PmNTRxo7/t+d5THwn3zSrl9TimjPBa53xViiAolUryyJcDqdX62N0Zp6WOhosus56aZXu7vXKhYJAsVxVkkoUMAsL0xwsoqP29ub87e78bTpHuNKZ9VZmd5hY9l04spc5mykwblbZAQQ05jKMFzG5t4dkMDe1ritPWxULHMaeLOOaXcNbeU8UWyUFEMjjwMHRnadlaz7XDkmFkSJ6IYjFhsDpxF5Ywe6cVhGv7vBDRN48t9Hays8vPx7jaaQirh5LGTBrvudy+ZUECJ04jDZMj9I9d0huAVz9ERS5/1L6WpaTINkbP+dUTu29Uc5cl1DbyyJcCh4yxUnFRs5d55Pm6e5WWEJ9vGLieVYrDkX+jItPP1yv/NLz9uIJw8hS2QioKi6NAbDJhsRYyaOpcFFy9h2ZIKRrqMDKc3CGo6w3u1rTy+tp7qQyGaI+oxkwaNOoWrpxbxYKWP+fl4v6tBZl+QdHDwVqILcbrWHQqyqsrPu3WtNAT7Xqg4f6STFRU+lkwposwlCxXFuZF/oSO1i61bD9PQ0MJpv4lV/NQf3MXmL97mlRcWc/vDP+aeC0diNw7tIspIIs0rW5t4osrP9qa+73cdJj03z/KyvMLH9FI7hfl0v9uzCFavw7R8BubB/hZml4BhaD+PxNCQzmh8vLuNJ6r8fLmvg8Y+FirqFYVLJxbwYGUZF471UCILFcU5lnehI11fw85AklTmDD6JlkaNR1DjEULr3+L3/72e1r/9J35w+VicpqH3C6M5kuSZ9Y08vaGBva3x7kmDPZU4jNw1t4x75pYyrtBKQeekwXyi6BWyr8Yaik7B+tN52NyWwf0mbAYUk35wv6YYVuJqhjd3NPNEVT2b6iMEIsljxpRbDTqWTS9ieUXXQkUjFoOEDXHu5V3oiNTWsC+qkur8AVVsE7ho2QJG2Uwc71esllGJh8OEw2007a+jdm+AaOesCi0Vo+NgNc/+6o9Mm/hfuXq8G/MQ+V29tyXG6mo/f9qSXUPd1/3uhCIr988v45ZZXso9Fjz5PKa85yuyAorHglIwyKFDiONoi6n8aVOAJ9f7qQtk29h7L1QssBq4ZVa2E2WyVxYqiqEnz0KHyr4dOwkm1e4fVP24y1nxvRXMLLRxvPeXGhpaJkMmkyaVjBGoWcMzv/kDr29uIpbSQFMJ7XqL1a9ez4XfW4DXfm4f1o2HQ6ys8vNOTQuN4STB+LH3u/NGOFlR6ePqKUWUOk24LHK/K8RQdKg9wbMbG3hhYxP72uJ9LlQc4TZx99wy7phdyphCi3SiiCErv0JHpomaOj+J7rsVHcVTZzHe66XQZernuwENr/dO/rLcSfqnP+eNne0kMkA6xI5Pv2TP/bMpsBsG/YHNZDQ+3dPO41X1fLG3g6ZwknCv+12dApdOKOCBSh+LxnnwOkw45H5XiCFpR1N2oeIb2wIcPs5Cxemldu6bV8p10490ouTtSaUYFvIrdMR3UbMnitp1t4KFCdOm4DAaTuH4UUFvslM0+RpuX/ICnx7cQCCaAjQSe2rZHVGZrYFhkH7uE6kMb+1oYWVVPRvrwzSHk8R6jSm3GHQsm1bEikofs8udFDuMWOV+V4ghR9M0vt4fZFW1nzW72mgIJQknjm1jv2CMmxWVZVw2MbtQUTpRxHCRV6FDPbCDnW09ikj1o5k6w43pdLpO9A6mzByPw7SF5mgqW98Rb6M1lCKTgePe1QyQYDzFi5uaeHJdA7WBKC1R9Zj7XbfFwG3nyf2uEENdKq3xwc5WVlbVs/ZAiKZwss829isnF/JAhY/KMS5KZKGiGIbyKHRkaK+p4XA8RVenrK54CtNHWDCcVkBQMNmdWHUK2X4HQNOh08PZ/K3uDyZ4Zn0jz25sYH9bos/73XKXmXvmlXLnnFJGF8j9rhBDVSSR5vXtAZ6o8rO1MUJL5NiFig6TnutnFLO8wsfMMjvFdlO2jV1+pMUwlEehQ2X3jt2EexSRmidMY4rDhPE0f3hToRCRjNb9+RSrhwL72dnGWNsUYfW6Bl7dGqD+OPe7U0ts3F9Rxo0zvPhccr8rxFDVHEnywqYmnl7fwK7mWJ8LFb0OI7efV8rdc0uZ6M0uVDTq5aRSDG/5EzrSh6mpayHZXc+hZ+S06RSYjMdtlT2xONu31hHpEWIMY6cw2WY87RDTl7UHgqysqufDndk11KFe97sA54928UBlOVdMKqBE7neFGLL2tcZ4en0Df9ocOO5CxXEFFu6eX8ats7yMLrDKQkWRU/IndIRrqd3Xo4hUV8Ck6aOxGE+v+CLT8DGvf3KAcKLrssbM5MUXMsJmPs0Qc0Q6k+HDnW08vtbPNweCBMJJIr3udw06hSsmFfDggnLOH+3CK/e7QgxZm+vDvLm9mbdrWo67UHG2z8H9FWVcO62YMpcZl1kvJ5Ui5+RN6FB37WBX6MhQMIzjmTbVifE0jiUywe288Kvf88GeDroyh67oQm68ZjJu66l0whwtpqZ5fVszT1T52dIQprmP+12bUccNM7ysqMze7xbZTViMcuQqxFD15o5mXt4WoC2qEkmmjzqp1Clw0TgPKyp9XDTeQ6nDhN18dq5ohRgK8iR0ZGisqaMxkaK7cWXkVKYXnmI9R7KNXV+9ybOrnuHttTtpjmW7VtAVsGD5t1ky3o3lNLtWNteH+LMXarLDf/q43+0yttBCe0xldbUfo16RsDGA1h0Kkuosyk2nNf7La3U4ZCT5sKZqaTIXlwNgfHMXisN41r/mV/UhGkJHFgXubYuT6VH7BWDWZxcqPlDpY97IPFyoKPJWnoSOGDtr9hJVU90/+Dqtga+fX0WdzXjiX9xplUQsTIv/AHvr6tjX0Exra5BoMp39XIqNiTf9JX9xx2zKHCf5XCegUxT2tcVpDJ14q+nuljj7WuOc1RaZPJVIZ7qPvDPAmztakFg3zGka2jgXAMr+jkH5sYmlj96D0rPg220xcNNML/fPL2NqqZ2ifFqoKAT5EjrUfezY2Y7aY8tb6uDnPPvYNyc/xtRA0zKk1STJZPKo9lSdfTQX3vUwP3lwCTNL7Wc0EGxCsQ1jP85UE2e0qU6cipgqj3VO6Nramz53/54+p4k755Ry19xSxhVZKbDm30JFISBPQkemrYadh+OoPVbZa2qUUMfpfkYLoy+5jz/79q1cNGM0pR7rGVeXW4065oxw0hRWSZ7DF0chxMC6eLyHf1k2kcleG27pRBF5Li9CR3JnDbsjPYpIz1iCwJ7dNKXtuJ2WAXsR+d2tUwgmUmgD9n2KU/GTV+r4bE87ybSGQafw1ndmU+4yn+tvSwwx6w4FWb2ugc/3dBA/zsnj/BFO7ptfxkXjszuOyl1mDDKgT4h8CB1pDtXspDWZ6rFZ9nr+6idLGeeyHPd6Rcuk0VJJYuE2GvbVsO7j9/l8R4BYKgNoxOu/YvUv/sDE3/01V452YhqA15ORHkufxaNicLjMBhQlO19WUWBSsY0xhdZz/W2JISCdzvDx7jZWVjXw9f4OGsNJEr1OJA2KwqUTPayoLOfCMW5KnEbsJpmZI0RPuR86MiHqavYT6y4i1eGZupDLFi9mpMt84gIuTetcZ5/gxtuu4/V//hmPrNlPMJlBS8dpq32Xt79+iEWlDkyWgXlhkZenoUNRpIw038XUNG9tb+GJaj+b/J0LFVNHF4pajTqWTS9i+XxZqCjEyeR+6EjtpmZnuMdmWQNjp0+nwGbD3N92SKsNh2setz50Pe+ve5QNgQgpgHQ7e3f7SaRGkQ8PpRD5oi2m8qdNTTy1voG6QKzPhYoFVgO3nVfCvfPLmOS1USQLFYU4qZz/TZlu2EFdU4LuRgR9OVOmezGe6mZZxYhrRgUzvE+ytSXSuak2QzQcJpXJvhjJi40Qw9uh9jjPbGjkhU2N7G+L0xZLHbNQcaTbzN1zS7l9diljCmWhohCnIudDR6yuhn1Rla7XDcU5iWnjrBhPo79VMXvxeozodNA1ZSwjnSZCDHs7GrMLFd/YHuBwR98LFaeX2rl/fhnXTS+m3C0LFYU4HTkeOlT2bt9Jh3pkEqlhzDSmOk93KZseg4Gj7mpNFjM6ufsXYtjRNI2v9wd5otrPx7vaaOhjoaICXDjWzYoKH5dOLKB00BYqaqjxCJFwhHhaj9nqwOkwS7utGPZyO3RkWqitqyfRPaBDR+nUqXjNp7lZVosTT2g9isgULFa7VKcLMYyoaY0P6rLFoWsPhPpcqGjUKVw5uZAHKn1UjnZRcrYXKqaDHN66nm++qWLj9jr2HainqT2Kms6Q0UDRGTA7CikbPYEps+Zx/sUXs2ByCfZTvSYW4hzL7dCR2EnNrh6bZRUbE6ZNwm48zaVsmTDhSJpMjxsVq92GTic/+EIMdeFEite3NbO6uoGtjX0vVHSY9Nwwo5j7K8qYUebAazdhPpsLFeN+1r3zCq++8R5raxtoC0WIxRMkVZV0+uh9LYpuP/t2bmfDFx/w2lOPMm7+Em5bcTdXzyrDJuFDDBM5HTrUAzXsbEv2KCIdw9Rpbkyn+wOaCROK9HxHpMdmt6OXkw4hhqxAOMkLmxp5ZkMju5pjtPaxUNHrMHLH7FLunlvKhCIrhXYjRv3Z7ERRaaz6E4/+8VnWbNpPU1uIWK/Tlt60TBo1EUVNRAl3tNHa7GfXhq/5esVPefiOSkY4Tad3givEIMrh0JEhVFvDwbhK9+WKdzLTys0YT3NxaCYWIpzMdNeHoFix2WUNtRBD0d7WGE+vb+ClzQEOtMdpj6VI9SoOHVdo5d55pdwyy8uoAiuewRhTng5Q/dT/5ddPrmHL/gDhZK+woRiweorwer0UF9jRqzFCLQ0c9rdkPxaADKl4iJaDG3nrkb+nJfS3/PcHFzPabZbgIYa0HA4dKXbX7CLSY7OsZfw0JjmMp72YTQuFiKR71HQoJiwWRYYACTGEbKoPsarKzzu1rfiDCYLxdPf24C5zyh0sr/Bx9dQifC4zLrN+cDpRkgf5+Lf/zP99/gvqGkIkM0fmB3kmXMDl1yzhiovnMaHEicVkwKDXgZYhk0oRbT/Atq8+4t1X3+CzuubsQkItRaxtH18+8a/8ptTLX984A6/tNN9VCTEIcjd0pOupqQ2QOHK3wsip0/AYT7OIFMhEosQzPe5ZtTSqiowuF+Icy2gan+1p54kqP5/vbachlCSSTB/ViaJT4KLxHh6o8LF4vIdShwm7eRBPKjPNfP3//oVfPfsptU3R7lMXvXsyV9z3XVbcuIAJpQU47dY+h4xpI3yMHDeThUuu5ZPH/5VHXlpPfUglQ4Zk2y7e/eOjzJv537lxuhfJHWKoyt3QEa2jdl+MVFcRqa6ASdNHYTnduxVA0emOfoHSQhzYdYiEWgbm3H0ohRiqEqkM79S08ERVPRsOh2mKqMfURpgNCkunFLOisoy5I1x4HUasZ7MTpU8q+994hF8/9wV1PQKHeeSlfOtvfsxtC6dQXnDibdWKzojF4cFin82yH/9PnKa/55+eXU9DSEUjTXT/Gp595ToWjrqY0Z6TrHgQ4hzJ2d+U6p7t7AwmUbtefIzjmTrFifH0BnQAoPeW4bXo0St0bqxVqXvhlzy1+BH+7Hwv9jP43EKI/uuIpXhla4An1zdQ0xihOaKS6DWm3G0xcNPMYu6b72NqqZ1iuxHzORpTru5+jf987H22HQ6idgYOQ9nFfPfv/oo7Fk+mxHYKJy6KAWvRBC556Pts2fq3PFXtJ6RqkI6w8713qL5rHiUuM1Yp7hBDUM6GDsOU5fzyhRuPbIJUbBSNdJ/RD6JScAV/s3o2P1TTR17cFCOu0kKsp1soIoToN38wwfMbm3huYwN7WuO0RtVjxpT7XGbunFPCnXNKGVdopdB2jseUpw/z/qpn+HxXE9HOk1fFOokbf/ITbll4ioGjmx5L2QJuu6GSD2rfJdIaJ4NG0v81X25q49KRhVit8pokhp6cDR2KpZARYwsH9pPqHHhHO/AO7GcVQpxEXSDKU+saeG1bgEMdiT47USZ7rdw3v4wbpnsZ6bHgHoxOlH4Ir3+ZFz/dTSDaVdRuYcIN3+W+y6bic5xBTYliZdRllzHniS843B4nlgFSAbZt3kv8ilFgNQ/Y30GIgZKzoUMIMfxVHwyyqsrPBzvb8IcSBONHjykHqBzlYnmFjysnF1DmNOOyDMaY8n7K+Pnk5feoaQx1zwvSl13CPXdeyLhiK2d6AKMvPo8ZY+x8uLeFWEIDVOr37EFNXghI6BBDj4QOIcSQks5ofLSrjSeq/Xy9v4PGUPKYWRYGReGyiQWsqPRxwRg3JU4TDtNgF4eeXPrAp3xQVU8w3jUtyMzkpbeyaGwxtoG4kjWUMX5MIWbjIUhkv0Yy0IiWUs/8cwtxFkjoEEIMCbFkmjd3tLCq2s9mf5hAWCWWOjpsWI06rptezPL5ZZxX7sTrMGIxDL2wkZVi32cfs60lTKKrtMw+m6uuno7Xdfqt+0cz4C5wZOd5dI5B1KJhjtrVIMQQIqFDCHFOtUVVXtzcxNPrG6kLRGmJqiR7daIUWg3cNruEe+aVMclro8hm7HOWxZCSbmBD1S7ao8nOv4uCbeZFLBztGphTDgB02GxW9LrsY6EBZNIn+W+EOHckdAghzolD7XGeXt/Ii5sb2d+WoC12bCfKKI+Zu+eWctt5pYwptFBgPcedKKdAC21n884O4snuvn0mzp9Pmd3KQM7uSqfTaEcNJrEyRI9+hJDQIYQYXNsawjy5roE3tzdzOJikI54i3as6dEapnfvml3Hd9GLK3WbcFsPgjCkfQKm9tewJJkh2D0UewdRZZdgs+gE8oUkTCUVJZ3qcDJmtoMiQDjE0SegQQpx1mqbx1b4OVq1r4ONdbTSEkoQSR3eiKAosHONmeYWPSyYUUOYy4TQPoU6UU6IROnSQ5sSRhZOKZRTjR9swDeQQQS1KQ2MrydSRKxVTQRGKXuagi6FJQocQ4qxR0xrv17XwRJWf6oMhmsJJIr3GlBt1CldNLuSBSh8Vo1yUOE3YBn1M+UBLEWgMkEgdGSSoK/ThsxsZ0MHFqcPsPxgh2T16WU/RyBEYjMYB/CJCDBwJHUKIARdOpHhtWzOrqxvY1himOaISV48uDnWY9dwww8vy+aVML3PgtZswG4d4cWi/aQQ7wqTSR7pIFE8BBUb9Gc/m6CnTuI0af4xEqutPjJSPHonBJKFDDE0SOoQQAyYQTvL8xkae2dDInpYYLdEUavrosFHiMHL77FLumlvKhCIrRXYjRn2uhI0jEvEkGa1H6LBYsQ3o31OjbfNGdnXE6K5VNYxh2vRCLGap6RBDk4QOIcQZ29sa4+l1Dby0JcDBjjht0WPHlI8vtHLPvFJunullVIGFAptxSIwpP1uOqeVUlIENVpkAaz/fTHMkzpFa1dnMHe3AIssnxRAloUMIcdo2Hg6xep2fd2tbqe9IEoynSGtHh425IxzcP9/H1VOK8LlMuIZhJ8rpMJvN6BQddEYCLR4n1uvU50yk6z9nzfpGwvGuyKGjdG4lkzw2TLn/8IphSkKHEOKUZDSNz3a380S1ny/2ddAQShLu1YmiU+Di8QWsqPCxaJybUqcJh/kMlpsNO3oKCt3d10YakGkNEEimSWlw5rPBomx54w02NATpzhyGcSy+cjbFDvMATTsVYuBJ6BBC9EsileGdmhaeqPaz8XCIprBKtFcnitmgsHRqdkz53JFOShwmrMO+E+V06Ckp92EzGlDITiTNBOqoa4hx8SiwnOErb/rQh/zp7e00hdTukxPrtMu4aqYXp9RziCFMQocQ4oQ6Yile3hLgqfV+apqiNEdUEr3GlLstBm6Z5eWeeWVMLbVTbDdiHupjys8y66SJjLaZ2atESWhAcg+bt7QQnVWGy3GyORoqLYEQ9gI3ZkOvYWJpP2sef5LP97QS65rgqi/j4tuuZZrXMbAtuUIMMAkdQog++YMJntvYyPMbGtnbFqcleuyYcp/LzF1zSrh9TinjC60U2obPmPKzzVA+j9lj7XxT30ZCBbQwm955n93LxlJkdx0/HGTa2fryI/z707sYc//f8P2rJ1Nk7QopCfa99Qcee3cHDRG1e6eLa96t3HHROAqthrwOemLok9AhhDhKXSDKU+sbeG1rgEMdCdpjx3aiTPHauHdeGTfMKGaEx4LHasjpTpTTYprIRYum8NzGJoIdSTQ0wttf47k1VzDpllmU2Ps47Yjt5cM//JLfvvg5Nf4o1U3/jN3xjzx40Rg8Zo3AV4/yb797i63+MGrX5lr3XO586AZmlbswys2KGOIkdAghAKg60MGq6gY+3NWGP5ggGO81phyoHO1ieUUZl08sxOcy47IM1zHlg0CxMPGapVS8vJFAqIVYBrT4YT7+z//LhJH/wIOLRuMy9UoJOog2HsLfEiaZSpE4/A1P/eLfcDv+nPmB1/njH57n853NxLtOnHRFXPjAD7n1/DF4zPl9nSWGBwkdQuSxVEbjo11trKry8/WBDhpDScLJo4tDDTqFyydlO1HOH+2mxGnCYcrH4tBTZxpxFffc/B4bfvsJ+9oTaKSJ1n/N6n/8W1q//WO+feM8RjhNR7pNTCO57Hs/ZX/jP/L45/vpSCRp372GP/xsJ85ogIaWIPGuehrFxbQ7/pwf3V7BGI8pjzqDxHAmoUOIPBRLpnljezOr1jWwxR8mEE4SS2WOChs2o47rphdzf0UZs3xOShxGLAYJG6dE72TG7d9n+db9/Md7O2mNZyCToH1/Na/86r9Q/VYlF1+6iIp55zF1vI8itw1z4RSuuOsmNu95jC/2d5BIx2nZt5sWrUfxrs7F1Jv/gp99dynnlTsxSuIQw4SEDiHySGtU5cVNTTy9oYGdgRgtUZVkr06UIpuBW88r4Z55ZUwqtlFkN2LK806U06dg9Mzg5r/4azqiP2flZ3tpT2RAU4m0HGZnVSv12z/nVZsFi8mIwWhASadQEyFaA2GSnXUbWs9x6vbxXP6tn/K92y5i+gg3ZgkcYhiR0CFEHjjYFufpDQ38aXMT+9sStEVV1F7FoaMLLNw9t5RbZ5UwptBCgVU6UQaEYsQxehHL//7neB/9NX94pYqDHUkyQEaNEWqPEWrv9yfDMflyblp2IVNHuDHLv48YZiR0CJHDtvrDPLm+gbe2N3M4mKQjniLdK2zMLHNw//wyrp1WRLnbjDtPxpQPKp0Z16i5XPeTXzDnqs9468UXefXDzdSHk2RONhfdYMWqS2S39GoakZrXeOzJ6Yz56TVMKbJysokfQgwlEjqEyDGapvHlvg5WVfv5ZHc7DaEkoV5jyhUFFo11s6LCx0XjCyhzmXCapRPlrFKM2AvLmXT+9Tw05SJu/vYBarZsYNOmHez1N9PW0UE4qqKzOHG5PHi85YyfPpu5c6bhPvgnfvn/vcD6+jBqLMCWl3/F/3E6+B/fuZixBTL2XAwfEjqEyBFqWuP9uhZWVTdQfTBIYzhJpFcnikmvsGRyEcsrypg/ykWJw4RdOlEGlc5ow+214S4qwTd+BhdcFSORSpNOp0lnNBRFh16vR28wYrJYsdks6Gf+gP+aivIP//Y62wJRUuHDVD31C/7NZedv761khNMoNTdiWJDQIcQwF06keG1bM0+ua2BbY4RAOJk9iu/xMU6znhtneLlvfhnTS+0UO0xYjFIcek7pDJhtTsw258k/1lrMtGU/4W9CEf7xtx+wqyVOMh4jmUqR0QZqb60QZ5+EDiGGqaZwkhc2NvHcxkZ2tcRoiaiovVanlzhM3DmnhDtnlzK+2JrtRNHLYfxwZLCXMfeO/8Jfh6P8/KU2Zt/3MA9dPw+fQ045xPAhoUOIYWZvS4yn1jfwytYAB9qznSi9x5RPLLZyz9wybpxZzCiPhQKbUcaUD3sKRucoLlj+d/zfqzSKRvgoclmQBhYxnEjoEGKY2HAoxOp1ft6ra8UfTNARS5PudbQ+d4SD++f7WDKliHKXCZd0ouQYHeaC0UxxK+jk31UMQxI6hBjCMprGp7vbWFXdwBf7OmgIJQn36kTRKwoXT/CwosLHwrFuSp0mHGaDjMXOWTp0ckMmhikJHUIMQYlUhrd3tLB6nZ8Nh0M0hVWi6tGdKBaDwtKp2THlc0Y4KXWYsBqlE0UIMXRJ6BBiCOmIpXh5S4Cn1vupaYrSHFFJ9BpT7rEauHmWl3vnlTHFa6PYYcIsY8qFEMOAhA4hhgB/R4JnNzbywqZG9rbGaYmqqOmj6zVGuMzcObeE22eXMLbQRpFNxpQLIYYXCR1CnEO1TVGeWt/Aa9sCHO5I0B5LHdOJMrXExr3zyrh+ejEjPBYKrFIcKoQYniR0CDHINE2j6mCQVdUNrNnVhj+YIBjvNaYcWDDGxf3zyrh8UiE+lxmXRcaUCyGGNwkdQgySVEZjzc42VlXX882BII2hJOFeY8oNOoUrJhWwosLHgtEuSpxmHDKmXAiRIyR0CHGWxZJpXt/ezOp1DWzxhwmEk8RSmaPChs2o4/rpxdxf4WOmz0GJw4jFIGFDCJFbJHQIcZa0RlVe3NTEMxsa2NkcozmikuzViVJsM3Lr7BLunlvKpGJbdky5dKIIIXKUhA4hBtiBtjjPbGjgpc0B9rfHae2jE2VMgYW755Zy86wSxhRYKJROFCFEHpDQIcQA2eoP8+R6P2/vaM12osRTpHt1oszyObhvXhlLpxZS7rbgkU4UIUQekdAhxBnQNI0v9nawep2fT/e04w8mCfUaU64osGismxUVPhaP9+BzmXGapRNFCJF/JHQIcRqSqQzv1bWwel0D6w6GaAwlifQaU27SKyyZUsTyijLmjXRR6jRhlzHlQog8JqFDiFMQTqR4ZWszT63zs70pSiCcJK4eXRzqNOu5aaaXe+aVMb3UjtdhwmKU4lAhhJDQIUQ/NIYSvLCpiec3NrG7JUZzJEmyV3FoqcPEHXNKuGN2KROKrdlOFL2sAxVCiC4SOoQ4gT0tMZ5a18Cr2wIcaE/QFlWPGVM+sdjKPXNLuXFmCaM8ZgpsRgxSHCqEEMeQ0CFEH1Jpjf/6xi62NITxB5O0x1JktKPDxvyRTu6bX8ZVk4sod5lwWw1SHCqEECcgoUOIPmjAa9ubifUqDtUrCpdM8LC8wseFY92UOU04zQYpDhVCiH6Q0CHEcUST6e7/22JQuHZaMffPL2P2CCclDhM26UQRQohTIqFDiBMosBq4eZaXe+eVMdlrp9hhxCxjyoUQ4rRI6BCiDyPdZu6cU8pts0sYW2ilSMaUCyHEGZPQIUQP00ps3Da7hOumFTPCY6FAxpQLIcSAUTStV0m+EHnq630dFNmNeB0mXBYZUy6EEANNQocQnZLpDEa91GsIIcTZIqFDCCGEEINCZjQLIYQQYlBI6BBCCCHEoJDQIYQQQohBIaFDCCGEEINCQocQQgghBoWEDiGEEEIMCplIKnJTpo1d63fQEE6S7moKN5cwde4kvFbjqaXtTBu71+/A3/NzKUaKJ89lcqkNo35gv3UhhMhVEjpEjtI4/MHv+Ld399Iez2T/yDCKG/7Xr/jeQh9OU39HgKU49M4j/M//WMO+9gTZz6RgmXgL/+1/z2KSnBUKIUS/yUumyE06N+ctnoEt0k7A78fv9+M/uJE3XvmSxnBXeDi5xK5X+O0f3mLDzv0c7vw8DZESLr3jWmZ47RhlfKkQQvSbhA6Ro/R45t3M0jlF2LpPNZI0fPIaH+0PEUuf/DNo4a08/x+P81FtgFiq815F72XhQz/m7sUTKLLoZWS6EEKcAgkdImcptglcc/NFjHRa6Cq7SLev4/W3t9IeUTnh/H+tnepV/8FTn+2mJZ7u/Fgjo675Pj+8dT6j3CZk+awQQpwaCR0ihxkoWXwzV031YO26B9Gi7HrnDb4JREgc944lQ9Onj/LbF9ZyoD1JRgNQsE69lYe/u5SZPidG+ckRQohTJi+dIqfpHDO4/oZKSuym7id78vDHvLFmH6Hj3LGkDr3LH377KhsPBUlmEwdKwTzu/+kDXDrZi9UgRxxCCHE6JHSI3KZYGHXlLVw2zoWl+46ljXWvvcOO9ihq7zuWxG5ee+QPvLPVT1jt6nop45Lv/Jg7LhhHgVnqOIQQ4nRJ6BA5T19YyU3Xnkeh3dQZGDSitW/zxjdNRHresWhhtj3zax7/sJZANNVZx2Fm7LIf8v0b5zFS6jiEEOKMSOgQuU+xMXHZTSwa4cDS+YzXkof55LWPOBCKk71k0WivWs0jT33OnpZ45xAwBcfMO3j4O0uYXmZHblWEEOLMSOgQecFYdjE3L5mC22boPO1I01b9Gu9ubyeqamSaPuWxR55n7f727joOXdH5rPjJci6eVIxFL4lDCCHOlIQOkR90TmbeeB3zvQ66xnZkInW888ZaAu27efv3v+W1DYcIJTPZaxXjCK743o+5bcEYPCad1HEIIcQAkNAh8oSCZfQSbrp0DE5rZ0WpluDQRy/x5O/+D795YysN4VR2UqliZeKND/Pd687D5zJKHYcQQgwQCR0ifxiKWHDLUmYW2LrHl6dbq3j5hc/Z3Rwj1VnH4Zp9Dz/61hVMLbFJHYcQQgwgCR0ijyjYp17H9Qt9OMydT/1MnFAoTrqzjkPvXcxDP7mHhROKMEsdhxBCDCgJHSK/GH1ccutVTHRbj12xbBrNkh/8kJsqRuGWOg4hhBhwEjpEntHhnlrBjFIrJn3PPzcwdtkP+c41s/A5jPKDIYQQZ4G8tor8ogXZ/KcX+PJQiPhRu1fSROJpLGYFRY44hBDirJDQIfJIhuYvHuORp79if/city4arV+/yUd7QsRS5+r7E0KI3CahQ+QN9eA7/P6Rl1h3oKN7AFhP6fb1vPbGJlqjyROvvRdCCHFaJHSI/BCt4aVf/yfvbPETUrMDwJSCeSxZNAZH1yY4Lcaed1/i02OuXoQQQgwECR0i92ntrFv9a1Z9VHdkkZu+lIu/9WN+9INbmVd4ZG6H2vgFr75dQ3tUldMOIYQYYBI6RI5L0/DRH3nk2a/Y25roXORmZNTV3+W7N81j4vwbue78UuzdczvCbH/9VaoaIyTltEMIIQaUhA6R05J7Xud3v3uNDQeDnXUcCtZJN/KDP1vKzDIHRssILrvxEsY4LWQvWTTiB9fwygd7CMbS5/abF0KIHCOhQ+QsLbKV5379KO9v8xNJZY8tFMdMbn/4IS6d4sVqUAA9nsobuGq6B9uR2ehUv/omm1sjJOWORQghBoyEDpGbtBa+eezXPPXpTppj6Wx9hlJA5fIfcc9F4ymy6Lsnjir2KSy9tgKv3dT5A6ER3fU2r312mLBUlAohxICR0CFyUIrD7/2e37z4TY95HHpKL/023799AaM9pl6bY82MvOJGLhrlpKuRhWQjn738LnXBKDK2QwghBoaEDpFzYjtf5je/f5PNh0OonfM4jGOu4bs/uIE5I12Y+thVry9cwPVLpuC2GjtPQDKEtrzOa98EiCTkjkUIIQaChA6RU7SO9Tzz74+xpqaJaHZXPYp1Mjf+8M9YMsOHw3icGec6O9OuW8Y8rx1T54do8QOseflD9gVjSEmpEEKcOQkdIndkmvj80f/g2S/20BrvquNwMuvuH/HAZZPxWvUn2ByrYB59JdddNPLIsDBStK59hbe2tBGVilIhhDhjEjpEjlDZ/+bv+N3L6zjY0VXHoaPw/BX88J6FjCsyoz/ZIjd9ERfceCWT3VYMnR+biezknVc+pz4cR0pKhRDizEjoEDkhuv15Hvnj22z1h1E704Gh7FK+9fCtVIzx9FnHcSwdjhnLuGZeMbauOxaSNHzyEu/VBYlKRakQQpwRCR1i2NPa1rLq16v4tK6ZWGcdB6YxXPP973HdnJG4jLoTXKscTbGM5crrFjHCYen+4UgHt/DG69U0RxIyGl0IIc6AommavI6K4S0VpvGQn/Z4iu5ns2LGM2IkXofp5NcqvWQiTRyobyOeOnKhonf5GF3mwqyXnC6EEKdLQocQQgghBoW8bRNCCCHEoJDQIYQQQohBIaFDCCGEEINCQocQQgghBoWEDiGEEEIMCgkdQgghhBgUEjqEEEIIMSgkdAghhBBiUEjoEEIIIcSgkNAhhBBCiEEhoUMIIYQQg0JChxBCCCEGhYQOIYQQQgwKCR1CCCGEGBQSOoQQQggxKCR0CCGEEGJQSOgQQgghxKCQ0CGEEEKIQSGhQwghhBCDQkKHEEIIIQaFhA4hhBBCDAoJHUIIIYQYFBI6hBBCCDEoJHQIIYQQYlBI6BBCCCHEoJDQIYQQQohB8f8DfuIkqeMKjRwAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/612.jpg" } ]
<image>If P R \parallel W X, W X = 10, X Y = 6, W Y = 8, R Y = 5, and P S = 3, find P Q.
D
65,060
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/613.jpg" } ]
<image>The orthocenter of \triangle A B C is located 6.4 units from point D. Find B C.
C
65,061
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/614.jpg" } ]
<image>Find the area of the kite.
C
65,062
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/615.jpg" } ]
<image>Use parallelogram A B C D to find m \angle B D C.
D
65,063
null
D
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UVKR0OU2CBIYQN2H78bMEv7aEJduPA9Daw5Xlz2t4f/rgBh2CupqKyfWzBSVsPJyjaC31JTo6muLiYtasWaN0KU2CBIYQdWAywUcr93DbO3Ecz80HYETPdqS9O4Wo/p0Urs6sco8Mez1bKlpatzYoCQwhauliYSmTPlrJMz9spkxvRK1S8fLtA1nz8nj8WrkrXZ6Ff2sPBnZuDUBcagYm+xuVwj8ggN59+rA6KYnS0lKly7F7EhhC1MK2Y7kEvbqEuPKJZB/PZsS/qOEfUwfhqPAQ1NVUXGVknitgR8ZZhaupH9HR0Vy+fJl1a9cqXYrds72/4ULYIJMJ5mp3M+Kd38k4Z173P6pXO9LenUxE344KV3dtFb2+AUvI2RsZlmo4EhhC3MCFy6VM+E8Cz/+0BZ3BPAT12sQgVr98O+1b2s4Q1NUE+rWyHJlur/MYPXr0oEePHiSuWoVOp1O6HLsmgSHEdWw+coaBr/7KsrRMANp6NWPl36J5e/Ktln0Otq7iKmNf9kXLMSX2Jjo6mvy8PDZs2KB0KXZNAkOIqzCZ4J8rdjL670vJOn8ZgNDeHdj59ymMLT92o7GQ1VLCWiQwhPiTcwUljP9Ay99+2YbOYMRBreLNSSEk/i0aXy83pcurtcFdfWjXwly3vc5j9O7TB/+AAFYmJKDX65Uux25JYAhRyYZDpxn46q+WY8HbtXBj1d/G80ZMcKMZgvoztUrFhCB/ALYdO0P2xUJlC6on0dHRXLhwgS2bNytdit2SwBACc0vT95alEfreck5eMP9AHRfoR9q7UxjTu73C1d28imEpkwl+t9OrDBmWqn8SGKLJy80vJupfWv5v8R/oy4eg3p1yKwl/jaKtVzOly7OKMb3b08LNGbDfeYz+/fvj5+dHQkICBoP9HeluCyQwRJOWfPA0A19dwso9JwDo0NKdNS/fzisTglCrGucQ1NU4OagZX35qbvLB01wstL9d0SqViujoaHJzc9m+fbvS5dglCQzRJBlNJt6J20HYe8s4VT6mH9mvI2l/n8LIXu0Urq5+VAxL6QxGlu/MVLia+iHDUvVLAkM0OWfyiol4fwWvL9mOwWjC0UHNe1MHs+IFDW08XJUur95E9O1IM2dHwH5btwYFB9OjRw+cHB2VLsUuqUwmezySTIirW7M/m3s+XUNOnrl/Qkfv5vw8O8zSO8LeTfxwJb+nZuDm7MjZBffj5mx/P1hNJhMqOxpOtCVyhSGaBIPRxJu/pRD+/gpLWEQP6ETau5ObTFgAxASbh6WKyvSs3H1C4Wrqh4RF/bG/jxdC/MnpS0Xcs2A1a/efAswTwP+YOojnNf1paj9bxg/shKODGr3BSFxqRpVd4ELciASGsFkl29JxaOWOU3efOr/Gqr0nuW/hGs7kFQPQubUHPz8extBuba1VZqPi3dyVkT3bsWZ/NsvSMtEZjIp3BhSNh/xNETZJn3WB05MWkPvYD5jKan/Ug8Fo4tVftxP5z3hLWNwR5M+OdyY32bCoUHEY4cXCUpIPnla2GNGoSGAIm+TYqRWeD99G6Z5sLvxDW6vnZl8sJPS9Zfz99x0YTSacHdXMvWcocc9E0Kq5Sz1V3HhMDA6wDMXZ6yY+UT8kMITNavVKFC59O5C3IJnidYdq9JyE3ScY+MqvrC//5BzQxoMNr07g2ch+TW6+4lr8WrlzaxfzMN/vdtq6VdQPCQxhs1TOjvgsuAeVqxO5T/6CofyY8avRG4y8vHgb0f/WcragBDBvVNvx7hQGda37HIi9qlgtlX2xkD+O5ypcjfUkrlxJWGgoD82cWevn/vzTT4SFhhIWGkpOTk49VNf4SWAIm+bUoy3eb9+B4Uw+Z59ZzNU+Dp84f5kx/1jGnGU7MZpMuDg68NF9w1nyVLjl/CRR1cRgf8vX9jQslZSUxIEDB0hPr92v6dKlS7zzzjscOHCAAwcOcPnytT+cNGUSGMLmed4/FHdNIEUr95H/TdWjq1fszGLgq0vYeNj8ibCrjycbX5/AU+GBMgR1Hb3at+CW9i0B+wmMY8eOsXTZsjo991//+heXLl2ybkF2SAJDNAqtP5yKYzsvzr+xjLJDOegMRv76y1Zun6vl/GXzENSdg7qQ+s5kQgLaKFxt41CxWupwTh77si8qW0wdmEwmLl68yOHDh1m4cCFT77yT/Lzat6A9fPgw33/3XT1UaH9kH4ZoFBxautNm3l2cvvMzsh/+jgfGdGN9+lkAXJ0c+ODuocwe20fhKhuXmJAA/rE0DYC4lHT6dGipcEW1k5WVxdAhQ276dV5//XX0ej1qtRqj0WiFyuyXXGGIRqPZiO6cmzwQ06EzjNLuB6C7rxeb35goYVEHA9xd6djKHYBYO22qdCOrEhNZn5xMixYtePbZZ5Uux+bJFYZoFMr0Rl5atI35eQX8z9OV+zMvorqtG8+/PQnPZjKxXVP6rAsUrthDoXYvJdsziH7sNhZeKGRHxlkyzxXQubWH0iXWWMeOHdl/4ECV7901fTq7du2q0fN1Oh1vvvUWAM8//7ycQVUDcoUhbF762QJGvPs7/0nYTZlKxUshfhhdHJmZeBD3y/bXCMjayvaf5uK/EzkZOpeskL9z/o2llO7Iwm10Dyb0MrefNZkgrpFdZajValq0aFHlP1fXmh9P/+WXX5J+/Djdu3fn/gceqL9C7YhcYQibFpuSzswv1nGpqAyAnu1a8PMTY/HdcJSzzy7m7NOL8P3xIWRJVCVGEyWpmRSu2ENR/B50GecBUDd3wX3CANyjAnEbewtqD1fGGoy0Tt7PuYISYlPSeTqib63fTqfT8fXXX1tu+/n5ERUVdd3nlJSU8MP332MsXybt5enJtOnTa/3edXXu3Dk+/M9/AHjjzTdxlP4ZNSK/S8ImleoN/PXnrXyyaq9l68U9w7qz8MERNHd1gnu8KVpzkMJlu8n7ciNej4xQtmCFmcoMlGw6SmG8ebjJkFsAgIN3czzuGYy7JpBmo3qgcqn6T97RQc3tAzvz9fpDbDycw9mCklo3kXJycmLZsmWkpqQA4OLiQkpqKt7e3td8zmuvvsqPP/5ouT3zoYeYVqt3vTlz5syhoKCA0NBQQkNDG/CdGzcJDGFzjuXmM31eEinlq6DcnB35eMZwHhrVq8rj2nwwldIdWVx4eznNbuuG8y322Vr1WoyFpRSvOURh/B6Kkg5gLD9k0dGvJV6PjsA9qi+ugwPgBqfRTgz25+v1hzAYTSzbkcHMP/0+18QTjz/Ogw8+CEBpaSnffffdNSeRly5dWiUsBg4cyBtvvFHr96yrvXv38svPP+Po6GiZwxA1I4EhbMr//jjOI18lk1c+BHVL+5YsfnIsgX6tqj1W3aIZPvPv5tTkheT+5Qc6JD6DytWpoUtuUIYLhRSt3Eehdi/F6w5jKtEB4NzTF/eHbsMtKhCXvh1qNUQ3LtCP5q5OXC7REZtat8AIj4igW7duHD16FIBvvv6aJ554Aienqn8eWVlZ/PXFFy23vby8+Ozzz6s9rj699uqrGI1GHpw5k27dujXY+9oDmfQWNqFEZ+Dxbzcy9ZNVlrC4f0QPtr896aphUcF1WFdaPDmGsoM5nH+zbrt8Gwt91gWyAt/k7NOLKErcj3Of9rR6fTwdt7yE34YXaflSJC79/Go9n9PM2ZHIfh0BSNp7koLyEKoNlUrF7NmzLbfPnj3Lb7/9VuUxOp2OWY89Rn5+vuU5H3/yCX5+frV+v7paunQp27Zto0WLFrzwwgsN9r72Qq4whOKO5OQxbV4SaZnnAHB3cWTe/bfxwIieNXp+yxcjKF5/hPyvN+MW2gu38N71Wa5iHDu1wrFjK3Tp5+iU8gqOftbbaBcTHMCvfxynRGdAuyuLqYO71vo1Jk+Zwvv//Cdnyg/u+/zzz5k27crMxPtz5pCWlma5PWv2bMaNG3fzxdfCf+bOBcDb25tvvvmmyn07UlMtX3/+2Wf4+fnx1NNPN2R5Nk9lMsnhxkI5v2w9yl/+u4H8YvNVRZ8OLVn85Dh613LXsS79HNlhc1G5OOG37nkc2nrWR7mKu/DWci7NX0u72Nk0G177H+rXkldUhs/j31KmN3LX0G78NDusTq+zYMEC3nn7bcvtxYsXc9uIEaxdu5Z777mHih83gwcP5n+//mr11UkxEyeybds2evXqxZq1a6vdHzRwYI1PolWr1ZzMzrZqfY2dDEkJRRSX6Xns6w3cNX+1JSxmjurFH29PqnVYADgFtMb7vRgM5y+T++QvVz3V1h64RQcCUBS/x6qv6+XmzJhbOgDmAx1L9YY6vc59992Hp+eVsP7888/Jzc3l6aeesoSFt7c3CxcuVGQpq6+vL+3atbvqf55eXpbH+fj40L179wavz9ZJYIgGd+j0JYa+Fcdna8zHezR3deL7x0L56uFRuDnX/YeIx7RbaR4zkOJ1h8hbuN5a5doU16DOOLT1pFC71+qhWHEYYX5xGWv2narTazRv3rzKJrjVq1cTExPDuXPm4Ua1Ws38+fNp6+t7s+XWSbxWS+qOHVf9r/Jk/K9LlrB23TpFarRlEhiiQf24+Qghr//GrizzZrJ+Hb3Z/tYk7h1unU9zrf85GceOrTCcLbDK69kctQr3yED0Jy9SuuukVV96QrA/6vIJ89jUuh95/tBDD+HsbD6uxWQykX78uOW+Z599lpGjRt1coUIxEhiiQRSV6Xn4y2TuXbCGy+WrcB4Zcwtb35xIr/YtrPY+aq9m+CW/QKvXx1vtNW2Ne/mwVKF2r1Vf19fLjaHd2wKwdEeGZRd2bfn4+DB16tRq3x8xciTPPvfcTdUolCWBIerdgVMXGfxGLF8lHwTAw9WJn2aH8fnMkTS7iSGoa1E3d7H6a9oS1+HdUHs1s/o8BlzpxHcmr5jNR87U+XWGDh1a5barqyvz589HrZYfOY2Z/OmJevXthsPc+vpv7D15AYABnb1JeWcydw2VDVN1pXJywG1cb8oOnUF31Lr9uGNCAixf17UT37lz53j7nXeqfK+0tNQyj1GfHBwcAOq0EdDJWU49vhFZVivqRWGpnie+3cg3Gw5ZvjcrrDdz7xmGq5ODgpXZh8Lluzkz81tavRpNi6esexZS///7ld0nztPFx5NjH9xVq+cajUbuuusuNqyvvujgzjvv5KOPP7ZWmUIBcoUhrG5f9kUGvfGbJSy83JxZ9MRYPn1ghISFlbiF9kLl6kRhPQxLVayWOp6bz87M87V67n/+858qYeFbaTVUXFwcp07VbfWVsA0SGMKq/pt8kEGv/8b+8h7RwQFtSH1ncp12DotrU7k54za6J6VpJ9Cfrn0f6+upPCwVV4vVUhvWr7fspAYYFx7OsuXLLfstdDodny1caL1CRYOTwBBWcblEx30L1/DQl8kUlekBeGJcIJten0BXH/vcda00t+hAMJkosvJqqf6dvOlS/mcWm5JRo+ecycnh8ccft/TEbteuHR9++CEdOnQgKjra8rgff/yRS5cuWbVe0XAkMMRN233iPLe+8Rs/bDoCQAs3Z5Y8Hc4nM4bj4ihDUPXFLbw3Kkc1hSusOyxlNJkY3NUHMP/ZHsvNv+7j9Xo9jz32mGVS28HBgfmffkrLluYd+4888ojlsUVFRVWaLYnGRQJD3JQv1h5gyJtxHDx1CYBbu7Rhx7tTmFRpWEPUD4eW7rgO7UrJ1uMYLxbd1GvpDEYS95xk1tcb8HvqB37ectRy341WS73//vts27bNcvvZ555jyJAhltvBwcEEBwdbbv/3q68oKSm5qXqFMiQwRJ0UlOi4+9PVPPrf9RSX6VGp4JnIvmx8bSIBbTyULq/JcI8KxKQzULhqf62fW1iqZ8n249y7YA0+s78l4p8rWLhmP6cvmcPHufzq8Hq9vletWsWn8+dbbg8bNoxnnnmm2uMqX2WcP3+eX375pdb11hej0SgBVkOyrFbU2s7M80ybt4rDOebJ1pbuLnz9yGgmlG/6Eg1HfyqPrIHv4B7Zh7bfPnjDx5+/XMKytEziUjNI3HOS4vL5pgoqFQzu2paYEH92ZJxj0dZjqFUqsj+5F18vtyqPPXnyJOHjxlnmJFq1asXq1auvek6UXq9nyODBllVSnTt3ZuOmTZZ9E0o5ePAg06dN474ZM3j++ecVraUxkH4YolYWrN7Pcz9upkRnPs10SLe2/PJ4GJ1by1WFEhzbe+EywI+idYcxFZehalZ989mJ85f5fUcGsSkZrD90Gr3BWOV+Jwc1o29pz8RgfyYG+9O+pTsA2l0nWLT1GEaTid9TM/hL6JU+Izqdjr88+qglLFQqFR99/PE1DxV0dHRk5syZvPvuuwBkZmayfNkyJkycaIXfhboLCAigsLCQVYmJEhg1IIEhaiS/uIxHvlrP4m3HAPMn0ec0/Xhv6mCcbtAzWtQv96i+lKadoGjtIdyj+gJw8NQlYlPTiU1JJyX9bLWDbd2cHYno15GYEH/GD+hMS/fqx6mE9emAl5szeUVlxKZUDYx58+ZVaYb06KOPEhZ2/R4a99x7L3PnzqWoyDzk9f333yseGC4uLowcOZKEhAROnz5Nu3ZNqy98bcmQlLih1PSzTJuXZFkt493clW8eHc34gZ0VrkwA6I7kkjX8fY5NGsC60J7EpqZbFiFU1qq5C+MHdCYmJIDwvn41Okr+7k9X8/OWozg7qsmdfz9ebvZ3fMaiRYt49plneG/OHO6//36ly7FpEhjiuuat2ssLP221NNQZ3sOXn2eH0dG7ucKVCb3ByPpDp4lNySBuwyFOXqUXd4eW7kwM9icmJIBRvdrhWMurwf/9cZypn6wC4MdZYdw9zP7OADt//jwD+vdn1KhR/PDjj0qXY9NkSEpc1aWiMh7+Mpkl2829DFQq+Gv0AN6dcmutf+gI6yku05O45yRxqRksS8vk/OXqq3t6tmtBTIg/McEB3NrFh/IWF3US2a8jrk4OlOgMxKam22VgeHt7ExQUxMaNGyksLMTd3V3pkmyWBIaoZvvxs0ybt4r08iZErT1c+e4voWj6d1S4sqbpUlEZK3ZmEpuSQcLuLApLq69sCvZvQ0xIABOD/evU4vZaPFydGBvox/K0TBJ2n6C4TF8vR9IrLSIigu3bt5OcnExUVJTS5dgs+/uTF3VmMsFHK/fwt0VbKdObV9KM6NmOnx8Po0NL+dTVkE5fKipf2ZTO2v2n0P1pZZOjg5oRPX2ZGGwOiU71OEQYE+zP8rRMLpfoWLX3JHcE+dfbeyllXHg47777LokrV0pgXIcEhgDgYmEpD36xjt/LN2mpVSpeun0Ab00KkSGoBnL0TB6xKeaQ2HYst1rHO1cnB8YF+hETEsDtAzvT2sO1Qeq6PcgfB/V6DEYTsSkZdhkY3bt3J6BLF5KSkjAYDIrvD7FVEhiCrUfPMH3+ajLPmYegfDyb8f1joYT39VO4MvuXlnmO2JR0YlMyLE2mKvNycyZ6QCdiggOI7NeR5q61bwx0s9p4uDKiZzvWHTjFsrRM9AajXX6IiAgPZ+HChaSmpjJo0CCly7FJEhhNmMkEc7W7eXnxNsuQx+hb2vPjrFDL5i1hXQajiU2Hc4hNTScuJYOM8pCuzNfLjQnB/sSE+DPmlg44Oyr/w3lisD/rDpzi/OUSNhzKYUzv9kqXZHXjygMjceVKCYxrkGW1TdT5yyU88Pk6lqdlAuYhqFcnBvH6xGAc1DexrEZUU6o3kLQ3m7jUdJbuyCQ3v7jaY7r6eFomrYd2b4v6ZpY21YPMcwUEPPcTJhM8GR7Ix/cNV7okq9Pr9fTv1w9vb2/Wb9igdDk2Sa4wmqDNR84wfX4SJ85fBsyfaH+YFUpYnw4KV2Y/8ovL0O46QWxqOvE7syi4yh6JAZ29mRgcQEyIP/06eitQZc11bu1BkH8bUtPPEpeawUf3Dr+p5bq2yNHRkdDQUJYsWcLx48fp0qWL0iXZHAmMJsRkgn+u2Mmrv263nCcU1qcDP8wKrXawnKi93Pxilu7IJDYlndX7si2bHSuoVSqGdW9LTEgAMSEBje5U35hgf1LTz3Li/GVSM84SEtBG6ZKsLjwigiVLlrBy5UpmzZqldDk2R4akmohzBSXM+GwN2l0nAHBQq3h9YjCvTgyyueGPxiT9bAFxqeZJ681HcjAYq/5zcnF0ILRPe2KCA7gjyJ+2Xs0UqvTm7cu+SOBLiwH4vzsG8vc77W+cv6CggMA+fQgODua32Fily7E5coXRBGw4dJq7P13NyQuFALRr4cZPs8MYfYv9TVw2hD0nLhCbkk5cagZpmeeq3e/h6oSmfydiQvyJ6t8Jz6ucINsY9enQkh6+XhzOMS//tcfA8PDwYNiwYWzcuJGLFy9augYKMwkMO2Y0mZizbCdv/JZiGYIK7+vH94+F4uPZeD/pNjSjycTWo7mWK4mjZ/KqPaaNhyt3BJnPbArr0wFXJ/tcxx8TEsD7y3dy4NRFDp66RK/2LZQuyerCIyJITk5m9erVTJkyRelybIoMSdmp3Pxi7lu4hsQ9JwHzzuA3Y4J5+Y6BMgRVA2V6I+sOnCI2JZ3fd2RYutBV1rm1BzEh/kwMDuC2Hr5NYnXZtmO5DHnTPFTzj6mDePn2gQpXZH3Z2dkMuvVWoqOj+fyLL5Qux6bIFYYdWnfgFPcsWMOpi+YhqA4t3flpdhgje8lZ/9dTWKonYXcWsSkZrNiZyaWismqPCfRrZTn9dWDn1na3UuhGBnXxoUNLd7IvFhKXmmGXgdGhQwd69+7NunXrKCsrw9nZPoYUrUECw44YTSbejdvB23GplslXTf+OfPuXUNo00DESjU1Fy9LYlAxW7a3eslStUjGoq4/l9Nfuvl4KVWobVCqYEOzPp0n72H48l5MXCvFrZX+bPCMiIpg7dy6bN29m9OjRSpdjMyQw7EROXhH3LljD6n3ZgHkI6t0pt/JidH8ZgvqTE+cvE5eaQWxqOhsO5VyzZWlMSAATgjrLrvc/iQkJ4NOkfZhMEJeazhPjApUuyerGhYczd+5cEleulMCoROYw7MDqfdncu2ANOXnmcfaO3s35eXYYw3tcvb9yU3Tg1EVzo6HUq7csdXdxJKJvR2JCAoge0OmqLUuFmc5gxPeJ77hwuZTQ3h1Y/fJ4pUuyOpPJRHBQEGq1mu0pKajkQxcgVxiNmsFo4u24VP7++w7LENT4gZ355tHReDdv2kNQJhNsP55ruZK4VsvS2wd2ZmJwzVuWCvMV2PgBnflu42HWHzrN+csldvf3TaVSMW7cOL7//nv27dtHYKD9XUXVhfwLaaROXyri7k9Xs+7AKcD8j/gfUwfxvKZ/k5uIrVClZWlqumXfSWV+rdyZEFT3lqXCbGKwP99tPIzeYGR5Whb3j+ihdElWFx4Rwffff8/KlSslMMrJkFQjlLjnJPctXGM5xK5zaw9+eTyMId3aKlxZw6toWRqbms7ytKx6b1kqzIrK9LSZ9S1FZXomBPsT90yE0iVZXWlpKYF9+tC1a1cSVq5UuhybIFcYjYjeYOTN2FTeW5pmaa4zIdif/z48mlbNm86Y+6WiMpanmc9sWrnnxHVblsaE+HNLe9mta21uzo5E9OtIbEo6iXtOUliqx93Fvn6cuLi4MHLkSBISEjh9+jTt2smydPv6E7Zj2RcLufvT1aw/eBoAZ0c1708bwtMRfZvEJ+ZTFwv5fUcmcanXb1kaU96ytGM9tiwVZjEh/sSmpFNcZt6/MvlW+zvdNTwiAq1Wy6pVq5gxY4bS5ShOAqMR0O46wf2freFsgXm4JaCNB788PpZBXX0Urqx+HcnJM09aX6NlaTNnR8YF+jEx2L9BW5YKs/EDOuPkoEZnMBKXmmGXgTF27FgcHBxIXLlSAgMJDJumNxh59dft/GvFLssPy0khAXz1yGhauNnf7lOTCXZmXb9laQs3Z6IUblkqzFq6uzCqVzuS9mWzPC0TncGIk50tIvD29iYoKIhNmzZRWFiIu3vT3pMjgWGjTpy/zF2frmbT4RzAfEz2v+4awpPh9rVao7G2LBVmMSEBJO3L5lJRGWv3n7LLPvARERFs376d5ORkoqKilC5HUbJKygYtT8vkgc/XWVb8dPXxZNETYwm2k4Y1FS1LY1PSWbojwzLUVllFy9KYkACGdPOR3eo26tTFQvye/gGTCR4L7c2CB0coXZLVHTlyhFEjRzJ16lQ+/OgjpctRlASGDdEZjPzf4j/4QLvLshP5zkFd+OKhUXg18iGo/OIy4ndlEZeacd2WpTHB5pDo27GVAlWKuhj6Vhxbj56hXQs3Tn58r12G+/Dhw8nPy2Pnrl04ONjn0fU1IUNSNiLzXAHT569m69EzALg6OTD3nmHMCuutcGV1d6OWpQ5qFcO6+1qOCG9sLUuFWUyIP1uPnuH0pSK2HctlqB3uBwofN47PPvuM1NRUBg2yv8ZRNSWBYQN+T81g5pfruHC5FIDuvl4sfmIcAzp7K1xZ7dWkZWlYnw5MDPZnQrC/NHKyAxODA/jbL9sAiE1Jt8/AiIjgs88+I3HlyiYdGDIkpaAyvZG/LdrKRyv3WIag7hrajc9mjsSjEa3+qWhZGpuazs7M89Xut9eWpeKKwJcWsy/7It3aenHk39OVLsfq9Ho9/fr2pXXr1qzfsEHpchRjV1cYZ3Jy+OGHH9iwYQNZWVlcuHABBwcHfHx88PX1Zdy4cUyaPBlfX+VPcU0/W8D0+Un8cSwXMO8p+PDeYTw65haFK7uxipalFX2tb9SydGxgB1wcm+64b1MQExLAvuyLHD2Tx54TF+xuDsrR0ZGwsDCWLFnC8ePH6dLF/vac1ITdXGH88vPPvPnWW+TnVf/hVZlareall17iiSefbKDKqvstJZ2Hvlhn6ejWs10LFj85ln4dbXcIqkxvZO2BbGJTMlh6jZal/q09mFh+ZtPwJtKyVJjtyDhH8GtLAHh78q28NjFI4Yqsb9myZfzl0Ud5/Y03eOyxx5QuRxF2ERivv/46X9ay9+4jjzzCW2+/XU8VXV2p3sCLP2/lk8S9lu/dO7w7Cx4YYZMb0C6X6EjYfYK41Ou3LK2YtG6KLUuFmckEAc/9ROa5AgZ2bs2OdycrXZLVFRQUENinD8HBwfwWG6t0OYpo9IGxa9cuoqOiMBrNZwu1adOGx2bNYsKECfj6+nL27FmOHz/O73FxfP/991T8ctVqNWvWrqVHj4Y5lvlYbj7T5iWRmn4WMB/e9smM4cwc1atB3r+matKydHBXH8uVRFNvWSqueOaHzXy0cg8A6f+5G//W9rfq7a7p09m4cSO79+yhZcumd6hlo5/DmDt3riUsfHx8+C02tsr4Ytu2bWnbti1Dhw4lPCKCe++5BwCj0ciCTz/lPx9+WO81/u+P4zzyVTJ55Z/Qe3doyaInxhLoZxvjvNKyVFhDTEiAJTBiU9J5NrKfwhVZX3hEBMnJyaxevZopU6YoXU6Da/SBsXfPHsvX06ZPv+5kVGhoKFFRUcTHxwOwf//+eq2tRGfguR83s2D1lfe5f0QP5t8/QvGjoCtalsampJOaIS1Lxc27rYcvbTxcOVtQQmxKhn0GRng4r77yCokrVzJlyhSOHDlCglbLoMGDGTx4sNLl1btGHRglJSWcPn3acrsmw0sjRo60BEZ6enq91XYkJ49p85JIyzwHmH8Az79/hGKdySpalsammlc2Xa9laUx5y9Jm0rJU1IKDWsUdQf58lXyQzUdyyM0vtrt9Nu3btycgIIDExERG3HYbx44dA+DnX35RuLKG0ah/Iri6utKxY0dOnDgBwIrly5k8+fqTbWPHjqVZ+XkwHh71M8b685aj/OW/6y3HXwT6tWLxk2MbvJGP3mAk+eBp4lKv37J0YrC50dDIntKyVNycicHmwDAYTSzdkcnDo21rjq4u9Ho9W7duRavVkqDVWj6kVoQF0GTmMxr9pPeLL7zAjz/+aLk9LjycOXPmKNIdq7hMzzM/bObztQcs33toVC8+njEctwb6tF65ZemytEzL7vHKerVvYWk0JC1LhTWV6Az4zP6WghIdUf07seIFjdIl3bSysjKm3nknf/zxxzUfs3nzZvwDAhqwKmU0+sDYunUr06ZORae7cpidm5sbkyZN4v4HHqBPnz4NUseh05eY+kkSu0+Ydzo3d3ViwQMjuHd493p/74uFpazYmXXdlqUhAW0sVxLSslTUp2nzkli87Rgujg7kfjrDLnb2nz9/niiNxjKa8We7du+mTRv7OE36ehp9YACsSkzk4YcfrhIaFYJDQpj54IPcMWFCvZ0y+cOmI8z6ZgOXy4eg+nX0ZvGTY+nZrkW9vB9caVkam5LOugPSslTYjl+2HuWu+avNXz8+lmlDuipckXXs27eP28ePp6Sk+nH8hw4frrchbltiF4EBsGPHDua89x4bN2686v1du3blxRdf5I4JE6z2nkVlep78bhP/TT5o+d6jY27hw3uH1cuE8ZGcPGLLD/b74zotS2NCzC1LvZtLy1LR8PKLy/CZ/R2legPThnTll8fHKl2S1SxatIhnn3mm2vePp6fj6mr//97sJjAq/PHHH8yfP581q1djMBiq3f/4E0/wyiuv3PT77M++yLR5SZY2op7NnPls5gimD+l2069dwWSCtMxzljObrtWyNHpAZ2JC/Ins10nx5bpCAET9Ox7trhN4uDpxdsH9dnWW2NNPPcX//ve/Kt/LzMrCycn2TmuwNrsLjAqnTp3i559+4ssvvyTvT+dL/e2ll3j66afr/NrfbjjM499usMwVDOzcmkVPjLXKrmeD0cTGwzmWI8Izr9KytF0LNyYE+TNRWpYKG/XF2gM8+t/1ACx/XkP0gE4KV2Q9ly9fJnzcODIyMizfy8jMxNm58c/V3IjdBkaFc+fO8dabb7JkyRLL99q3b09KamqtX6uwVM/j327g2w2HLd+bPbYPH9w9FFenun+CKtEZWL3v+i1Lu7X1YmKwv7QsFY3CmbxiOjz1PQajiYdG9eLLh0cpXZJVpWzfTkxMjGUU48jRo7i72/8JCI1y/GLu3Lmk7dgBQNjYsTzwwAPXfGzr1q35ZN482rVvz7xPPgHMVx/Hjh2ja9eaT8btPXmBqZ8kceDURQC83Jz54qFR3DmobsccV7QsjU3JQLtLWpYK+9LWqxnDuvuy4dBplqVlYjCa7Or04pBbb+XRRx9lwYIFABQXF0tg2KpNGzeyZcsWALy8vK4bGBUemjnTEhgAx48fr3FgfJV8kKe+20RR+UF8wQFtWPTEWLr6eNaq7jN5xSzdYT6zac2+U9KyVNi1icH+bDh0mtz8YjYdzmFkr4bfG1WfXnjxReLj48nMzKQgP5/WrVvf8DmZmZlkZmQwclTjvOJqlIHRqtWVT9upNRxaOne+aie4wMDAGz7ncomOWd9s4IdNRwDzfoYnxgXyr7uG1HgSL/1sgWXS+notS2NCArgjqLPdHaUgmq6YkACe/8n8wS42Nd3uAqNZs2a88+67zLjvPi5cuEDANc6xO7B/P/Hlu8T37dtHmzZtSNu5E7W68c09NsrA6FLpyiAzM5PY334jZtKk6z5n0aJFlq/btWt3w53gu0+cZ+onSRw6fQkwr0b66pHRTAq58W7O3SfOE5eScd2WpVEDOjExWFqWCvsV0MaDAZ292Zlp/vcw9+5hdneqwNixYwkNDeVMbq7le0ajkdTUVLTx8SQkJFgmx5s3b84dd9yBRqPBaDRKYDSUO++8k3mffGLpbfHMM89QXFzM1GnTcHSs+ksqLi7m448+qtJgadiwYdd9/c/XHuCZHzZbekEM6urDL4+PveYQUeWWpbEp6RzLza/2GB/PZtwR1JmJwdKytLExFZVx8V+JuAzww33CAKXLaVRiggPYmXmejHMFpGWeI8j/xsM2jc2rr73Gxg0bWLt2LQlaLStXriS3PEC8vb256+670Wg0jBgxAheXxn3qc6NdJfXBv//NBx98UOV7HTp0ICwsjI4dO6LT68nMyECbkFClbat/QADLly+vMqxVoaBEx6NfreeXrUcB8xDUMxH9mDNtcLWlq5Vblv6emkFOnrQstVeG85fJvOUNPKbdSptPpitdTqOy58QF+v2fec/CaxODeHvyrQpXZD2FhYWsXbsWrVZL4sqVFBaaD/fs2LEjkZGRRGo0DBo0qN5OmFBCo7zCAHj+hRdo1aoVr732mqWBUnZ2Nt999901n9OqVSt++OGHq4ZFWuY5ps1L4kiOOVxaNXfhvw+PZkKwv+UxFS1LY1PTWbEzy9IQqbKKlqUxIeaWpcIOVMw7SeDXWt+Orejq48mx3HxiUzIafWBcuHCBVYmJxGu1rE9OprTUfLhnr169iIyMRBMVRWBgICp7G3sr12gDA+DBmTPp0KEDn8ybR2pKyjUf16ZNGx555BFm3H8/np7VVzZ9mrSP53/aQonOvGppaLe2/Px4GJ1be3CuwNyyNC71+i1LY0LMZzZJy1I7VBEYDvb5Q6C+xYQE8O/4Xew9eYEjOXmN7t9IdnY2CVotWq2WP/74A71ej1qtZmBQEJrISDQazTUnvO1Now4MMLdMDI+IIDMzk127dpGTk0Nubi6eHh506tSJjp06ERgYeNWxw7yiMh75Kpn//XEcMA9BPa/pz6yw3vy+I5O467QsHdO7omWpP+1auDXIr1Uow1QeGCq5wqiTisAA82qpv0YPULagGjh8+LCl/8Xu3bsxmUw4OTkxbPhwNBoNkRERtPX1VbrMBtfoA6NC586d6dy5c40fn5p+lmnzkiwT1C3cnLkjyJ91B07xgXbXVVuWRvYzr2waP7AzLdxkZVOTUXGFoWp8q1pswZBuPrRr4cbpS0XEpWTYZGCYTCbS0tIsIVHRHMnNzQ2NRoMmKoqxY8fi5dW4ro6szW4Co6ZMJpi3ai8v/rzVsnGumbMjl4rK+G7j4SqP9W7uyviBnaRlaVNnkjmMm6FWmVu3frZmP9uO5XLqYiHtWyq/K1qn07F1yxYSEhLQarXk5OQA0KJFC6ZOnYpGo2HU6NFN4hTammpSPwHPFZQQ/v4KS5/tCpXnJaRlqfgzU8WQpARGncWEmAPDaDLx+45MZoX1VqSO4uJikpOT0cbHs2rVKi5dugSY92Y9OHMmmshIhgwdWm15vjCz+9+VovKWpV+sPUDCnhMYjdVXEavVKlydHPB0daaZsyPrDpxiy9EzuDiqcXFywNXJARdHB1yq/V+Nq5Oj5evK97k6/fnx5vtdnf/0GpXul3CyUTKHcdPG3NKBFm7OXCoqIzYlvUEDIy8vj1WrVqGNj2fdunUUFxcD0K1bN+6bMYPIyEgGDBhgtyubrMkuA+NiYSnLd2YSl5Jx1Zalf2Y0migq1VNUqicn77oPrVeODmpLSFUOkyrhU+l+S/j8KcTMgeVYLcSqh5/6OgHnYHe7cutMltXeNGdHNdEDOvPj5iOsO3CKi4WltHSvv01sOTk5lqGmrVu2oNPpUKlU9O/f37L8tXv3+m+fbG8UDYzc/GKrnZ10o5alarWKLm086dbWk64+nri5OFKqM1CqN5b/30CJzmD5+sr/jde878/nQt0svcGI3mC8YcA1BJXKvBrsWmFS2/C5EmQ3eq2rh5yTkldfEhhWERPiz4+bj6AzGFmxM8vq/e6PHz+ONj4erVZLWloaJpMJR0dHBg8ebF7ZpNHQvn17q75nU6NYYKzel82cZWmseml8nV9D6ZaleoPRHCSWEDFWCZWSWoRPqd5ASVnVx1W+/8p95e9T+T10BsoMhmoru26GyWTezV6mN1716PWGplapahxM1xomrEvIuTo54nLhMgCleiNFZXpcHB1k134dRPbrRDNnR4rL9MSmpN90YJhMJvbs2WM5s+nQoUMAuLq6Mi48HI1GQ3h4OC1btrRG+QKFAuOTxL0899MWHh/bp1bPq9yyNDYlnX3ZF6s9piFbljo6qGnuoKY5yrdmNJmgzHAlUErK9OWhY6wWTpbwqRxOVw24K8+/+n2Vw6/q+/z5Cu9mGU0misv0FFffXF/velwuRQt8nLSP97POAOY/+zqFT+Uhx0pDj1fmttTXHo6sNBdW+T5nh8YxfOjuYv4At3SHeai4qEyPWy1XHhoMBrZt20ZCQgIJWi0nT54EwNPLi0mTJqGJimLMmDG4ucneqPrQoIFRpjcy+5sNfJV8EKBGxx1XtCytOCL8ei1LY0ICGH1L+ybZslSlwvKDxhYYjCarhc+1rtSuF3IlOn2V1/rz1WdtqMufWjkC9QYjlw1GLqP81ZdKBc4OVwLF1dmx2nxX9bmwqldgV1/Yoa71XJjLDYYPY0L8Wbojg8JS82KUiZWO3rmW0tJS1q9fbzmz6cIFc2/7tm3bMmPGDDRRUQwbNqxJ9NRWWoMFxpm8YiZ/nMimw+a1zioV3Nbj6jslS3QGkvaeJC4147otSyvObBrcVVqW2hoHtQo3Z8daf4KsLzrDtcLqxuHjciwXNmdyW692OEYH1jHkrgSZzmC0+vBhxRWjLXBQq64ZPpdLrwRsXGr6NQMjPz+fNatXo9VqWbNmjeVgP/+AAKZPn05kZCRBwcGN8ojwxqxB/jWnpp8l5qNETpy/bPler3Ytq0x416Rl6cDOrS1nNknLUlEbTg5qnBzUNHet/afQ0jaeZAMjbmnPHVMH3XQtlh/wN3mFZb6KMla9r/z+KldY1xyONN//56NvbpbBaKKoTG/pUHkty9Iy0RuMluXkubm5JCYmoo2PZ+PGjeh05p8BgYGBRGo0aDQabrnlFqvWKmqn3gPjl61HeeiL5Gp/eUb09K1Ry9LhPXyZGGy+kvBvLS1LhQKsvEpKpQLX8mEdW2AwmqouxPhTOJXo9FefC9NVD7HrDTle7bW0W3aRvXcb2vh4UlNTMRqNODg4EBISgiYqisjISDp16qT0b5EoV2+BYTSZePV/25mzPO2ql9/JB07R/snvq40tS8tSYXMsZ0nZ57Cng1qFu4tjvS4QuZa333qLhQsX4uzszJgxY8wrmyIiatQfWzS8evkbknmugFnfbEC768Q1H3Oo0g45z2bOaPp3JCY4AE3/jtKyVNgWOUuq3ky/6y4GDBjAmNBQPDxkBMHWWTUwCkv1vL88jX/H767WN6LaG6tVTBnUhftu60FYH2lZKmyXHG9ef3r06EGPHj2ULkPUkFUCw2SCn7Yc4aVF2zh5obBGz9EbTSQfPM0LUf0lLIRtk53eQgBw02vSth8/y23vxHHvgjU1DosKpy8VMfofy1ixM+tmyxCi/khgCAHcRGCcvlTEg5+vY8ibsWw+cqbOBVwu0THxw5UsXLO/zq8hRH0ySWAIAdRhSKpUb+A/2j38Y+kOy14JZ0c1Pp7NaOvlRlvPZrT1Kv/P0w2D0cSFwhIuXC7lQmEp5y9f+frC5RIKSnToDUZmfb2BjLMFvDd1sL0uRhGNVcUchvzFFE1crQLDaDKxas9JAtp4sPS5SEsotHR3qfMP+TK9sUqg6AzGJnm0h7BhpooGSvL3UjRttQoMtUrF+IE175tdE86Oany93PD1ksPChI2SISkhAFCZTNY81UYI+2MqM2DMK0Lt7oLKTfYI3ayzZ88SGxtb5+e7ublxzz33yBChAiQwhBAN6tdff+WpJ5+s8/M9vbw4cOCABIYCZFBWCNGg0nbsuKnnS/9t5djG2dNCiCYjNCyMVt7e1e8wmfjggw+uPC40lIFBQdUeFnSV74mGIUNSQgibcOLECQYPunJ8/OLFi7ltxAgFKxJ/JkNSQgibkJqSYvlarVYzYOBABasRVyOBIYSwCamV5jZ69uxJ8+bNFaxGXI0EhhDCJlS+wggODlawEnEtEhhCCMWVlpayb98+y20JDNskgSGEUNzu3bstPbwBgkNCFKxGXIsEhhBCcampqZavvby86Nq1q4LViGuRwBBCKK7y/EVQUJBszLNREhhCCMVVvsIIkvkLmyWBIYRQ1KlTp8jJybHcDpH5C5slgSGEUFTlqwuVSsVA2bBnsyQwhBCKqjx/0b17dzw9PRWsRlyPBIYQQlGVd3jL/IVtk8AQQihGp9OxZ/duy+0QCQybJoEhhFDMnj17KCsrs9yWKwzbJoEhhFBM5QlvDw8PevTooWA14kYkMIQQiqkcGAMGDkStlh9Jtkz+dIQQiqm8QkrmL2yfBIYQQhEFBQVkZ2dbbsv8he2TFq1CCCFqRK4whBBC1IgEhhBCiBqRwBBCCFEjEhhCCCFqRAJDCCFEjUhgCCGEqBEJDCGEEDUigSGEEKJGJDCEEELUiASGEEKIGpHAEEIIUSMSGEIIIWrk/wGYQY0IILTsRgAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/616.jpg" } ]
<image>Find the measure of X T.
B
65,064
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/617.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
65,065
null
C
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wsaRQ77qv9B5TYzWDmlQmYlZ3/vdZY5xKFtEOpKSxZNd5nIf50/XXvVyIjMu2OoUQ4nVISOWiicuezqImflQ/W8/9aMEh0h8+pkjvd1GZvd5ydiO1is+9KnB9WleW9W9GpdK22oG0DFYdvITbyBW0nb+TUzdjsrVmIYR4GQmpXLI3NIoTt+8D0N7RlgrFC2fbuTVJqTz4fR8FChekUL8Gb3welQp61CrHxckd+Wtwa9wrlNQOZGjYfPwKNcatpvGcbRwIu5tNlQshxItJSOUS379Oag808MWK09z/ciXp17JnZpKw6BjpMfFY9fJCbWmaLed8392RwHHt+XtUO+pVKQUqQAN7gm7w7qS/qD11E1vPS39AIUTOkpDKBSdu3GP/hVsANC1RhKrFChO3+ijh9acR03s5aSFv3rlck5LOg1/2oC5khmX/d7OrZJ1mrvYcGt6GQ74daepRRrfF/fGQCFpP30T1ietZffqm9AcUQuQICalcMH59IGgAFUz+sjEOR4ZR4n+fYFLBnocbTxHeaCb3evxBatDrz0wSlp0gLeoBVj51URcxz/7iM9UrZ8uOQS0I/K4z7WtXgMwtRYKvRNJl3lYqjl3NkmNXpD+gECJbSUjlsHO3Y9l2+hoADao4UqdsMVCpMP+gKvb7BlFy6WeYVStN/I5gbrWYQ1Tn30g5cv3VTp6eQez83ajMTLAc2Djn/hDPcHewYf1XjQmZ3p3uXi5gpF3qHhYew8c/7cRp+Ep+3n+J1AwJKyHE25OQymG+GwIh8wf2xPaez42btXSl5N9fY7/qS8xrVeDx/hAiOvxAZNtfSN4b9sJzJ6wMJPXWPay61qaAbfYtZ38VLnaF8f/sPa7N6s6nTZ/2B4yIiuWrhXuxH+LPrB3nSUqV/oBCiDcnIZWDrkTHs/aYNmg8K5akcaUS//la0/fKU2JjPxw2DMDivcokngjjdtefudPsR5K2Xnj+DRoNsd/vQmVshFUuzaKyUsbGgt8/qkfk7B70b+2u6w94LyaeYX8epMjgACZuPkO89AcUQrwBCakcNGFjEGRuizGhw/OzqKyY1CmN7ao+lPp7CJbNq5N09gZ3ei3k9nuzebw2WLf9xuN1Z0m5Gknh92ugLmWVU3+EV2ZX2Iwfu9cmZq4PI96voesPmBSXwIQVRyk8yI/ha08RI/0BhRCvQaXR5P4n3YsOh9F7wS4Ado3p8MIZhqG6FZuA4xB/SE3HtUxxLkz64I3Ok3YxirhZO4nfEoQmLR2TsnZYf9OEuAV7SbkSheOhkRQoW/TlJ8pl8UmpzN0VwtRtwSRl9ioEwMyErxpXZkyrapS0yrmFHkKIvEFmUjlk8uZgSE0HYHx7jzc+j5GLHUUX9sDx8CisutYl9VYMdwf5kXzpNpat3PUyoAAszYwZ36YaD+Z0Z9aHDShW1FI7kJTCT1uCsB/ix6dLD3L9vvQHFEL8NwmpHBAdn8yv+y4CUMbehm7vlHnrcxYoY4PN/C44nRiDda93URc0xWpY07c+b04zMzZiSDM3bs/25uc+jShVwlo7kJLG4p3nKTs0gO6/7eNi1ENF6xRC6CcJqRzw3bZgSEoBYGw7jyf3v2YLtb0VRWa+j9O5CRi52GXfiXOYsVrFF+9W5Mb0riz5qikVHDNngGnprDhwEdcRAbT/aReB4feVLVQIoVckpLJZXGIK83adB6BEcSt61XXOka+jssie9ke5Ta1S8VFtZ0K/7czqQa2o7pz5eWSGho3HwvAcu5qmc7dz6Gq0soUKIfSChFQ2m7njPDzWrmAb1cYdI3U2TqPymE4eTgT5dmDbyHbUqVxK+6RGw67A6zSYsJZ60zfzd8htZYsUQijKSOkC8pKElDSmbj8HgHURC/q9W1HhigxDi8r2tKhsz8Erd/Fdf5rdZ26CRsOR87docf4W7uVLMK69Bx3dnZQuVQiRy2QmlY2+3x1CRvxjAIa3qoZJAfnrfR0NnIuza3BLTk3uRNta5XX9AYPCIuk0ZyuVxq7lz+NXpT+gEPmI/BTNJinpGczYGgyA2rIg3zR2Vbgiw+XpVJSN/ZtwYVo3ujaoBEbaf6ahN6P5aP4Oyoxcxf8OhEp/QCHyAQmpbPLL/lDiHmjv+RndoiqFTORK6ttyLWHFis8bcnWmNx83cYPMv9PwOw/o99seHIYGMGfXBZJTMxSuVAiRU6TjRDZIy9DgOHwFkXfjoKApsXN9sDI3UbqsPOd2XCLfbgnm5z0XdEv8AQpaF2Jky2oMauKKhamxghUqY+/u3QSsWMH169dJSEigXLly1KtXjx49e2JhYfHc64OCgjh65MgLz+lSqRINGyvXE1KIJ+TX/Wzwx5EwbUABg5q4SUDlEHsrc37yrs2k9u5M23aWWTvPQ0ISj2MTGB9whPGbghjZ3I3hLapSJB/8P8jIyGDY0KH4+/v/4/krV66wY8cOli5dytIlS3CuUOEf46tXrWLRokUvPHeHDh0kpIRekMt9b0mjgW83BmkfmJkwqmU1RevJD4oWMmVmpxrEzfXBt2sdTKwKagceJTJt7UlsBvrxzYrjRD1MUrbQHLZixQpdQKnVaqpWrUqzZs0oXrw4ANeuXePzfv2ee9/t27d17zEzM8vyPxsbm9z7gwjxAjKTeksBp65z/ba2S0Lf91yxtTTMm2wNUWEzYya0rc6I5m7M33uRaVuDuR8TD4nJ/Lg5kB93nqX3u66Mb1MdJ5vc3W8rN8yZPRsAlVrN4j/+oFmzZgA8evSIbt26EXj6NCEXLrB9+3ZatGihe9+TkGrevDmLFi/O/cKFeA0yk3pLkzcEag+MCzCuTXVli8mnzE2MGNa8CpGzvZnfuyH2dplblySn8fuOs5Qe5o/Pwv1cykP9Ae/cuUNERAQATRo31gUUgIWFBSNHjtQ9Pn7s2D/eGxUVBYCzc850QxEiO0lIvYUNZ8IJuX4XgA/rV8LBWraeUJKxWsVX71UifEY3Fn/ZFOdSmf0BU9Px3x+Cy4gA3v95N2ciYhWtMzuEhT3dtblu3brPjbu7u+uOb9y8qTvOyMjgXkwMAOX/9VmVEPpIQuotTNyYOYsyUuPbzl3RWsRTapWKj+s4c/nbzqwc2JIq5TIb8WZoWH/0Mu6jV9J83naOXDPc/oDxD5/OCovbPd9o2Nj46SrHxMePdcdRkZGkp6UBUEFCShgA+UzqDe26GMnp0DsAdKpVHmdbS4UrEv+mUkEXz9J08SzNlvMRTNgQyImQCNBo2HH6OjsCr1PfzZGJ7T1p4mJYt0FUcnFh4KBBALhXe36xTmhoqO7Y3sFBdxz+zKyqYMGCTJo0ieDgYIyNjKhZsybNW7SgSpUqOVi5EK9HQuoNTdh4WnugVjHxFbeGF8pp7eZAazcH9oXdxXfdKfadvQkaOHQunKbnwvGsUBLf9h60r+6odKmvxNnZmeHDh//n+OJnlph7ej7993nz1i3dcccPPiA2Nlb3eN++fcybN4/pM2bg7e2dvQUL8Ybkct8bOHItmoPnwgFo5VkOt5JWClckXtV75Yuzd2grTkzqTKsazrr+gKcv36HD7C24jluL/8nrGHJ7wGXLlrFixQoAihSx4YMPPtCN3XompGJjY7G1taVuvXq6JedpaWkMHTKEvbt3527RQvwHCak34Lv+NGgAFUzs4K50OeIN1ChdlC3fNOXc1G50qldR1x/w4o1ofH7YTtlRK1l46DJpBtYfcP/+/YwZPRqAAgUKMH3aVMzMzHTjT5afA/Tv358zwcGsWbOGc+fP8+mnnwKg0WiY//PPuVu4EP9B2iK9pjMRsbiPXgkaDe9Vc2Lv0FZKlySywZXoeCZuDOLPQ5cgNV33vJ1tYUa19aBfg4qYGuv373Q7d+7ksz59SE7W7mf27Xff8cknn/zjNQcOHODY0aNYWlryed++qP61bXT9+vW5dvUqKpWKM8HBFCtWLNfqFyIrr/VdFx4eTr++fenXty/Tp09/bnzL5s268cOHD2dbkfpEO4vS5vqE9vJZVF7hbGvJ0k+9uDW7B31bVAczbVulqOiHDFy8D7uh/ny37SwJKWkKV5q1LZs30/vTT3UBNXjw4OcCCsDLy4uhw4bRt1+/5wIKoGnTpoB2NnXt2rWcLVqIV/BaIeXg4MCRI0fYsGED8+fP5969e7qxGzduMGDAADZs2MDp06epWrVqthertEtRD1l/XHt/Sk1XBxpWfH7przBsDtbmLOhRh+i5Pgxq5wkFtR1E4h48YozfYSwG+TF2QyBxiSkvOVPuWbt2Lf369SM1NRWVWo2vry9Dhw17o3OVLl1adxweHp5dJQrxxl4rpNRqNR07dQIgPS2N1atWaY/T0+n7+eckJCRgbGzMr7/9hqVl3luSPXFjEGQ8mUV5KFuMyFHFCpkyp0tNYuf6MLZzbdSWmf0B4xP5dvVxrAf6MWjVCaLjkxWtc+3atQz45hvS0tIwMjbm+3nz6JtFv75XZWRklOWxEEp57YvsvXr1QqXWvm3t2rUATJ82jeBg7YZ/Y8aM+cfd7nnFzfsJ+B/R3ntSpZwdrd0cXvIOkRdYmZswub07j+Z6851PPayLZG59kZjMvI2nKT54GX2XH+FWbEKu1xYcHMzAgQNJT0/H3NycPxYvpnOXLi98T5/evfHx9mbq1KlZjt+LfnqDs729fbbWK8SbeO2QKlOmDDVr1ADg3LlzLF++nF9++QWAZs2a8XnfvtlboZ6YtPmM7gP18TKLynfMTYwY1bIqUXO8+f6T9yhR/Gl/wF+3B+M4xJ8PFx0gLDo+12qaMnkyaampqNVqflmwgMZNmrz0PUeOHGHv3r3s3bMny/GjR4/qjh0dDeOeMZG3vdFyJR8fH93xsKFDSU9Px8HBgR/nz8+2wvRJ1MMkft8fAoBzqaJ09ij9kneIvMqkgJpvGrkQPqMbC/s2oaxD5pYWqeks23uBCsMD6LRgD2dvx+ZoHcnJyZw4cQKATp0707x581d6X9Gi2n6GF0JCuHPnzj/Grly+rAspNzc37LJotyREbnuji87vf/AB48eP52Fm/zCjzM+hChcunK3F6YtvtwZDsnZV19j2HmSxKErkM0ZqFb3rl+fTeuVZceo6kzcEcuH6XUjPYO3hUNYevUxLz7JMaO9B7TLZv4z76NGjupV8sQ8esHTJkv98bSELCzplfpbcpm1bvp83j/S0NHy8vZkxcyYuLi4cP3aM4SNGkJbZ18/7mV9EhVDSG98n1bp1a4ICtQ1WP/zooyyXpP8XQ7pP6kFiCjYD/SAxGXs7K8JndEMtKSWysPHsLSauD+RU6NMbZlHBu1WdmNDek0bZuBp0+fLlDBs69JVeW9zOjqCgIAAePHhA82bNdNt8ZKVe/fr4+flhYpL3dzcW+u+NLvctXbpUF1AAwWfOZFtB+mbG9rOQqP2NdXRbDwko8Z/aVS3FybHt2DWmA15VHUEFaGB/8E0aT1lHzW83suncrZee51U82wX9ZYyfWaVXpEgRNm7aRL369XULoHSvMzamVatWElBCr7z2TCo0NJSWLVuSlJj4j+f37ttHxYoVX+kchjKTepSciuUgf3iUiE1RSyJne2OslpASr+bY9Xv4rg9k++lrPNsM0K2sHePae9DVs7Sil47Dw8M5ceIE9+/fp1KlStSqVQtTU9lZWuiX15pJJScn06d3b5ISE7G0tGToM5cbXnRN3FDN3RUCj7RhPLJVNQko8VpqlynGtgHNCJ7alQ/qVoQC2m+389ei6P79NpxHr2LR4TDF+gM6OjrSsWNH+vTpg5eXlwSU0EuvFVKjRo7U7Qj67Xff8cWXX1KwoPYmx7/WrSM9Pf1FbzcoyakZTNumvffLxKog/Ru6KFyRMFRV7a1Z+0UjLs/oTo/3XMG4AADXIu7Te8EunIav4Me9F0lJz1C4UiH0zyuH1Lp16wgICACgdZs2dO7cGXNzc5o1awbAg/v32bx5c85UqYCf9l/kceYNmqNaVMPcRO6+F2+nvK0ly3q/y81Z3nzWvBqYav9N3bkbxzeL9mE32J9p28+RqKf9AYVQwiuF1M2bN3UbrBW3s2P27Nm6sWeXqi5ftiyby1NGaoaGaZszF4MUMmNI08rKFiTyFMcihfi1Z12i5vRgQFsPMNdeZot98IhRyw9ReLA/4zcG8TApVeFKhVDeK4XUwAEDeBQfj0qtZt68eVhZPd3kz8vLi5IlSwJw+PBh4uNz7477nLLo0GWi72lXTw1t6oalmbHCFYm8qLilGfO61uL+PB9Gd6oFluYApD18zORVx7Aa6MeQ1Se5l6Bsf0AhlCT7Sf1LhkZDmZGrCL/zAMxMuDfXh6KF5ANlkfMSUtKYtyuE6VvPEP9sL0AzE/o1dGVs6+o4WJsrV6AQCtDvXdwUsPzENW1AAV82qiwBJXJNIRMjxrSqSvRsH+Z+7IWdbWYHl6QUFmw7Q6khy+n1xwGuxjxStlAhcpGE1L9M2RCkPTAxYkzraorWIvInU2M1AxtX5tbM7vz6eWNK2xfRDqSms3T3BZyH+dPlf3s5fydO2UKFyAUSUs9YG3ST0JvarQo+9qqEvZVcWhHKMVKr+KxBBa5N7cryr5vhUtpWO5CWwepDl6gyagVtftzJyRsxyhYqRA6SkHrG5A2ZrZ6M1Ixv665oLUI8oVKBT81yhEzuyLqhrfGsoF2oRIaGLSeuUHP8ahrN3sq+sLvKFipEDpCQyvR3yG2CwiIB6FqnAmWLWihckRDP61DNkVPj2rNjdAfqV3naH3DvmZs0nPQXtaduYsv5/24eK4ShkZDK5Ls+cxalVsnW8ELvNXUpwcHhrTnk25FmnmV40gTweEgEbaZvotqEdaw6fYPcX7srRPaSkAIOXY3m6AVtd+q2NZxxLWH1kncIoR/qlbPl74EtCPyuMx3qVIDM/pJnr0bRdd42KoxZzR9Hr5AhaSUMlPT6AcavO6U9UKmY2N79ha/9un9/UlNf3AmgR8+eeHl5ZVN1Qrycu4MN675szKVONZi4MQj/w6GQls6VWzF88vNOxq6xZlRbdz73qiiNkoVByfchdfpmDLvP3ASgcXUnPJ2K/udrw8PDWbNmzUvP2aRJk2yrT4jXUcmuMH593mVax3eYtPkMv+8PgeQ0IqJi6f/7XsavO8XIVtX4upELZsb5/ttfGIB8/6/Ud0OQbq+fiR08X/jatLQ06tev/9zziUlJnD6lnY2p1WreqVEj2+sU4nU42RRi4Yf1+LaDJ99uDebH3RcgMZn7MfEMX3aIsRsDGdWiGkOaVpa2X0Kv5euQComMY9PJKwDUqVyKBs7FX/j6smXLsmr16n88l5GRgY+3t+7x2LFjKVeuXPYXK8QbsCtsxg/dajGhnTsz/z7LtL/Pw6NEUuIeM3HlUSZuDmJoUzdGtqwq3VWEXsrXCycmbAiEjCezqDdb0Tdy5Ej2798PaD+L6vfFF9lWnxDZxaagCVPff4f4ud5M6l6XgtaFtAMJScxaf4pig/z4yv8Yd+ISX3wiIXJZvg2pazGPWHlUu4FjdecSNHe1f+1z/G/BApb9+ScADRo0YPr06dlaoxDZzcLUmHGtqxEzuzuze3lhW+xpf8CftwZhP8SPT5Yc5Jr0BxR6It+G1KRNQZCm3Ul4/BvMorZt28aUKVMAqFChAosWL0atzrd/ncLAmBkbMbhJZSJmdWfBZ41wLJnZHzAljT92nafcsAC6/bqXkEjpDyiUlS9/qt6JS+SPA5cAqOhkS0d3p9d6f3BwMP2/+or09HSKFi2Kf0AAFhbSoUIYHmO1ir5eFbk+rQtL+zejotOT/oDprDx4icojV9Bu/i5O35T+gEIZ+TKkpmwJhswtuse+5L6of7tz5w4fffQRjx8/xszcnKV//om9/etfKhRCn6hVKj6sVY5LUzqyZnArqjtn7vGWoWHT8TDeGbeGJnO2cfCK9AcUuSvfhVRMQjI/77kAgGPJIvSoWfaV35uYmEgPHx/uRkWhUqv5Yd48PDykhZLIWzq6OxHk24Hto9pRp3Ip7ZMaDbuDbuA18S/qTtvM3yG3lS1S5Bv5bgn6tG1nISkFgDFt3VGrXu3ue41GQ5/evbl48SIAw4cPp2379jlWpxBKa+5qT3NXew5euYvv+tPam941Go5euEWLC7eo7lyC8R08XvtyuRCvI1/NpOKTUpm18zwAtsUK82n9Cq/83jGjR7Nnzx4AunbrxoABA3KkRiH0TQPn4uwa3JJTkzvRtlZ5XX/AM1ci6TRnK5XGruXP41elP6DIEflqJjV75wVISAJgZJvqr9zDbPHixfzxxx8AWFhY0KBBA/7666/nXufi4oKrq2u21SuEPvF0KsrG/k0IiazBhA2B2ls40tIJvRnNR/N3MKZkEca0defT+hWkP6DINiqNJvd//Vl0OIzeC3YBsGtMBxpXKpHjXzMpNQ2rwf6kxD2moHUhYmZ3f+XeZc2bNePcuXMvfd2o0aP5+uuv37ZUIQzCtZhHTNoUpF0pm7kQCbRXKUa2qc6X71aU/oDireWby30/7rlIStxjAEa2rPZa3zwREa+2iZzMokR+UraoBYt7NeD2bB++bOUOZiYARN97yJAlByg6JIDJW4J5lPziXQOEeJF8MZNKzdBQYog/92PiwcKc+LneWJhKU00hslNMQjLTtp3Vfu6beVkdAAtzRjZ3Y1jzqtgUNFGuQGGQ8sVM6tcDodqAAkY2d5OAEiIHFC1kysxONXg41wffrnUwsSqoHXiUyLS1Jyk6yI9vVhwn6mHSi08kxDPyfEhlaDRM3RSkfWBuyrDmVRWtR4i8ztLMmAltqxM3x5sZPetjU9RSO5CYzI+bAykxZDl9/jzMzfsJyhYqDEKeD6mlx64SERULwNeNK8vlBiFyiZmxEcOaVyFytjfzezfEwc5aO5Ccxu87zlJ6qD8+C/dzKeqhonUK/ZanQ0qjgSkbArUPTI0Y06qasgUJkQ8Zq1V89V4lbs7oyuIvm+JcKnP367R0/PeH4DIigPd/3k1QxH1lCxV6KU+H1OrAG1y5pW2M2ftdV+wKmylckRD5l1ql4uM6zlz+tjMrB7akajk77UCGhvVHL+MxejXN523n8NVoZQsVeiVPh9TkJ7MoowKMb1Nd2WKEEACoVNDFszTBE95n84i21HJ10A5oNOw4fZ36E9fSYMYWdl6MVLZQoRfy7J12W85HcPZqFADe9SriZFNI4YqEEP/W2s2B1m4O7Au7y4T1p9gbfBM0cOhcOM3OheNZoSTjO3jQoZqj0qUKheTZmdSEJ7MotQrfdu6K1iKEeLH3yhdnz5BWnJjUmdY1nXX9AU9fvsP7s7bgOm4tfieuIu0B8588GVL7wu5yIkTbJaJDrfJUsiuscEVCiFdRo3RRNn/dlHNTu9G5fiUw0v6Iungjmh4/7qDsqJX8dvAyaRmSVvlFngwp33WntAcqFRM6uCtaixDi9bmVtGJV34ZcmenNR40rg3EBAG7cfsDnv+6m1LAA5u2+QHJqhsKVipyW50Lq5I0Y9p29CUAzj9K4O9goXJEQ4k2VK2rBko+9uDW7B/1aVtf1B4yKfsigPw5gO8SPb7eeJeGZBrcib8lzITV+fSBoABVM7OCpdDlCiGzgYG3OLz51iJ7rw+D270BB7e0k8bEJjPU/jMUgP8asD+RBYorClYrslqdC6vydOLaevgpAfTdH6pa1VbgiIUR2KlbIlNmdaxA3z4dxXWpjVDizP2B8It+tOY7NQD8GrjzO3XjpD5hX5KmQ8l1/GjI/UJ3YXmZRQuRVhc2MmdTOnYdzvJnaoz7WRSy0A4nJfL8pELvBy/l82RHCH0h/QEOXZ0LqSnQ8a46HAeBZoSRNXHJ+I0UhhLLMTYwY2aIKUXO8+eHT9yhZ3Eo7kJzGb38H4zTUn56/7ycsOl7ZQsUbyzMhNXFjEKRpV/r4tvdQthghRK4yKaDm64Yu3JzRjd/7NaHskwVTqeks3xdCheEBdPxlD2dvxypap3h9eSKkImIT+fPQJQBcStvSvrrcnS5EfmSkVvFpvfJc+a4LAQNa4lY2sz9gegZ/HQml2qiVtPx+B8eu31O2UPHK8kRITd58BlLTARgvK/qEyPdUKuj2TmnOTXyfjcPb8E5Fe+2ARsP2U1ep47uGd2duYfcl6Q+o7wy+d190fDL/2xcCQGn7InR/p4yyBQkh9ErbKqVoW6UUe0KjmLDhNPvPavsDHjgbTpOz4bxT0R7fDh60q1pK6VJFFgx+JjV1WzAkae+NGNvOA5VK4YKEEHqpUUU79g1txdGJnWhZo5yuP+Cp0Nu0n7kZt/F/EXDyuvQH1DMGHVJxiSnM3XUeADvbwnxct7zCFQkh9F3tMsXY+k0zgr/rSsd6FaGA9sfghet38f5hO86jV/H7oTDpD6gnDDqkZu24AI+TARjV1gMjtUyjhBCvpqq9NWv6NeLyjO70bPi0P+C1iPv0+d8uHIev4Ic9F0lJl/6ASjLYkEpMSeO77WcBsCpiQb8GFRWuSAhhiMrbWvLnp16Ez/bm8xbVwFT7UX3k3TgGLN6H3WB/pm47S6L0B1SEwYbUvN0hZMQ/BmB4q2qYGhvsH0UIoQdKWRfifz3qcndOTwa28wRzUwBiHzxitN9hLAb5M25DEHHSHzBXGeRP9pT0DGZsDdY+sDRnQGNXZQsSQuQZtpamzO1Sk9h5PozpXAsszQHIiH/MlNXHsB7kx+BVJ7iXkKxwpfmDQYbUgv2hxD54BMCYFlUpZGLwK+mFEHrGytyEKe09eDTXh2996mH1pD/g42TmbjyN7SA/+i0/SkRsorKF5nEGF1JpGRqmbg7SPihoyrBmborWI4TI2wqZGDG6ZVWiZnkz75P3sLPN3Ok7KYX/bT9DqSHL+WjRAa5If8AcYXAhteTIFSLvxgEwsIkbVuYmClckhMgPTI3VDGjkwq2Z3fmtb2NK2xfRDqSm8+feC5QfEUDnBXs4fydO2ULzGIMKKY0Gvt0UqH1gZsLoltWULUgIke8YqVX0qV+Ba1O74vdNC1xKZ+5bl5bBmsOhVBm1gtY/7OTkjRhlC80jDCqkVpy6zrWI+wB8/p4LtpamClckhMivVCrwrlGGkMkdWT+kNZ4VSmoHMjRsPXmFmuNX03DWVvaF3VW2UANnUCE1eUPmLMq4AOPayCxKCKEf2ld35NS49uwc3YH6VRxBBWhgX/BNGk76i1pTN7HlfITSZRokg1kWt/HsLS5c1/5G0rN+JUpZF1K4IiGE+KcmLiVo4tKaI9ei8V1/mh2BN0Cj4URIBG1CIqhSzo7x7T3o7FFa+oy+IoOZSU1Yf1p7UECNbzt3RWsRQogXqVvWlr8HtiDou650qFNB18z23NUous7bRoUxq/nj6BUypJvtSxlESO2+FMnp0DsAdKxdnvK2lgpXJIQQL1fdwZp1Xzbm4vTueL/rqusPeOVWDJ/8vBPH4Sv4ad8lUqWZ7X8yiJDy3ZA5i1KrmChbwwshDEwlu8L49XmXGzO96d2sqq4/4O2oOPr/vpcSQ/yZ+fc56Q+YBb0PqaPX7nHwXDgALT3LUsXeWtmChBDiDTnZFGLhh/WInN2Dr9t46PoD3o+JZ/iyQ1gP8WfCpjM8TEpVuFL9ofch5bshEDSACiZ1kFmUEMLw2RU244dutbg/z4eRHWuAhbY/YErcYyauPIrVID+GrTlJjPQHRKXR5P4nd4sOh9F7wS4ANhQvhpdp1l0jzqem0SBSu6LPy8yMDbY2Lz23Rc9aGLnaZV+xQgiRwx4lpzJ3VwjTtgXzODbh6YCZCV82qsyY1tWwtzJXrkAFKR5SfkduUCcuKcvXfeVWgq2OVgD4H7lB7f943bNK/PYJ5h2qZl+xQgiRS5JTM/hp/0WmbT5D9L2HTwdMjPjYqxLj27pTtqiFcgUqQPGQ2t61Lo3sn58hhcU9pvKSvZChoYZDUQ53qfPCcyasDuTBwj0SUkIIg5eaoWHRoct8uymI8DsPng4YqelapwIT2nvgWsJKuQJzkeI38xpVKI5xpRLPPT/l9/2QuSxzQo+6GFdxePF5jlzNkfqEECK3GatV9PWqyGcNKrD8xDWmbAgi9GY0pGWw8uAlVh4OpW0NZya2d8fTqajS5eYovVw4Ef4gAb/DoQC4lbWjzUsCSggh8iK1SsWHtcpxaUpH1gxuhXv5zF/oMzRsOh7GO+PW0GTONg5eybv9AfUypCZtPgOp6QCMl/uihBCCju5OBI7vwPZR7ajrVkr7pEbD7qAbeE38i7rTNrP9wm1li8wBil/u+7e78Uks3BcCQLlSNnTxLK1wRUIIoT+au9rT3NWeQ1e1/QF3BWn7Ax69cIuWF25R3bkE49p70MnDSelSs4XezaS+3RoMydq7rse29ZAmjEIIkYX65WzZOagFp6d0pl3t8rr+gGeuRNJ57lYqjlnN0mOG3x9Qr0LqQWIKP+y6AIC9nRW96jorXJEQQug3D0cbNnzVhJDp3enm5QJG2v6Al8Nj6PXTTkqPWMkv+0MNtj+gXoXUzO3nIVF7h/WoNh6oZRolhBCvxMWuMAGfvce1Wd35pKkbmGg/zbkVGcuXC/dgP8Sf2TvOk5RqWP0B9SakHiWnMvXvswAUsbHkc68KClckhBCGp4yNBYs+asDt2T581dodzLQdfe7FxDP0z4MUGRzApM3BxBtIf0C9Cal5u0LgUSIAI1pVw6SA3pQmhBAGp6SVOfO71+beXB+GvV8DCpkBkBSXgO+KIxQe7M/Itae4/zhF4UpfTC+SIDk1gxnbggEwKlyQbxq5KFyREELkDUULmTKj4zs8nOvDhG51MLPK3NX8USLT152k6CA/vg44RtTDl7edU4JehNTP+y8Sn9lUcXSLapib6N3KeCGEMGiWZsb4tqnOgzndmflhA4oVzdw8NjGZ+VuCKDFkOb2XHub6/UfKFvoviodURgZM23xG+6CgGUOaVVa2ICGEyMPMjI0Y2syN27O9+alPQxzsrLUDyWks2nmWskMD8P5tHxejHr7wPLlF8ZDacu4WdzO7/Q5p6kZhM2OFKxJCiLzPWK3iy3crcXNGV/74qinlHTN7AKalE3DgIq4jAujw026CIu4rWqfiIfVnZo8+zEwY2Uq6lwshRG5Sq1T0qu1M6JTOrBrYiqrlMvfjy9Cw4dhlPEavptnc7Ry+Gq1MfYp81Wfci4kH4ItGrhQrZKpwNUIIkT+pVNDZ04ngCe+zZURbarlmNvbWaNgZeJ36E9dSf8ZmdoTkbn9A/VihYGLE2NbVla5CCCEE0MrNgVZuDhwIu8v49afYG3wTNHD43C2an7uFe4WS+Lbz4H13xxyvRfGZFEAvr0r5dmtkIYTQV17li7NnSCtOTu5M65rOuv6AQZfv8MGcLbiMW8vy41fJyfaAys+k1CqKmBkzaVPQW50m9XYMiU5FKHj5NkabDbNHlRBC6Kva5YpTzrYwuy9EcOFmNGRouHQjmp7zd/Bx4YKMblmNiW2z/4qYItvHD197ipnrTub2lxVCCJGDto9qR3NX+2w9pyKX+3rULqvElxVCCJFTTApgb10o20+ryEwKtNtyRD1Mwkgtnc6FEMKQJadlUNqmIBam2X+fq2IhJYQQQryMXqzuE0IIIbIiISWEEEJvSUgJIYTQWxJSQggh9JaElBBCCL0lISWEEEJvSUgJIYTQW8r37hMij9q/fz9+y5cDMGr0aEqXLv2P8ZSUFAYPGkRaWhrNW7SgY8eOSpQphF6TkBIih8TGxrJhwwYAOnfp8lxIBQQEsHbtWgC6d+uW6/UJYQjkcp8QOcTJyUl3HBUV9dz4wt9+A6BKlSo0bNw41+oSwpBISAmRQ8qUKaM7vvuvkNq7ezdhYWEADBgwIDfLEsKgSEgJkUOsra0pWLAgANHR0f8Y++nnnwFwdnamTdu2uV6bEIZCQkqIHGRnZwfA3WdCKjQ0lMOHDwPQ/+uvFalLCEMhISVEDipRsiQAMffu6Z776aef0Gg0ODg40KVLF6VKE8IgSEgJkYMcHBwAiImJAeDBgwdszFzx1++LL1Cr5VtQiBeR7xAhctDTkLoPwK+//kpSUhK2trZ89OGHSpYmhEGQkBIiBz1Zhh4XF0tycjLL/vwTgN59+mBsYqJkaUIYBAkpIXKQo6MjABkZGfzy88/ExMRgZWVFnz59FK5MCMMgISVEDnq2y8ScOXMA+KhXL93SdCHEi6k0Go1G6SKEyKsyMjIo7eREeno6AAULFeLUyZNYWVsrW5gQBkJmUkLkILVaTbFixXSPvbt3l4AS4jVISAmRw0qUKAGAqakpX3/zjcLVCGFYJKSEyEHp6em6bhNdu3WjePHiClckhGGRkBIiBy1fvpw7t29jamrKoEGDlC5HCIMjISVEDnn48CGzZs4EoGfPnrrLfkKIVyer+4TIZlOnTuXQoUNERUYSERFBsWLFOHDggCyYEOINyM68QmSzE8ePc/rUKd3j6TNmSEAJ8YYkpITIZjZFi1K2bFmKFSvGV/3707x5c6VLEsJgyeU+IYQQeksWTgghhNBbElJCCCH0loSUEEIIvSUhJYQQQm9JSAkhhNBbElJCCCH0loSUEEIIvSUhJYQQQm9JSAkhhNBbElJCCCH0loSUEEIIvSUhJYQQQm9JSAkhhNBbElJCCCH0loSUEEIIvSUhJYQQQm9JSAkhhNBbElJCCCH0loSUEEIIvSUhJYQQQm9JSAkhhNBbElJCCCH01v8BBmWPOy66iGIAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/618.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/619.jpg" } ]
<image>Find y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/620.jpg" } ]
<image>Find the area of \triangle J K M.
A
65,068
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/621.jpg" } ]
<image>Find the value of the variable x in the figure.
A
65,069
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/622.jpg" } ]
<image>Each pair of polygons is similar. Find y.
A
65,070
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/623.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
C
65,071
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/624.jpg" } ]
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C
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rwYFBRr++ffU162I0UxXruZrG5rhkbJ4dGDGkC/dVu/ZlXPkumvcfyqAQL2zfJLI59acy/CWe+DaKZOTf1vB1+v+R9NFrPBdeh8plOKMqWO5BoSqWY/yYws5DOdCgFS2DvG98skoATcPrAGnsPJBZxrXV8qEKlmtTqIrlGJd/ItsG+PhQrbK920ZXyP7p6k2hauNM0hs8HNSQdtO2c/Hm817Yy5JhHWjYKpr441fKY+gFVMFyXWW5mnFKkY92Ne1cB9PTTDuXmMejVjgvzpnNT76NuefmTDWucuncVeAOAu+pcdOdek9qhnaga60lLP/nBnYMfYhOfp4/P5WbwabZMUxNvJeXV7/C43WqVsh7ya9gPdG9O9F/+QtH0g8XVLD6DejPiKgoAgICKmQsYg7NVMVyPGo2IaJXL3pGNOHOm0LVyD7A1q2Z4Plr2j949y31Jw+/FnTv0wgy44nb+uO1mewFUldPY+z7mXSe/DrDwvxKVJsyU5s2bVgXH68Klitw9J0yM5h99z//XGIxeZnGtmm9jUaBwUarP35m/FDozf8846dt0422gUFGo9+vNo7k5RpZ22YZ3Rs8YHR/I9H4IacsjQFznD592ogeP/6GlkDnjh2NhIQERw9NSkAzVXENxln2LYnh5dhd2Go9zaRXI6hT6HTTA58WXRkQ4oXty3XEr1vM+KhYUsJeYuroTtSxu0Zbcfz9/Zkydap2wbIohapYn3GWfUvGMyhmPVl3deO1xWOLXhOt0pBOfVvhadvE9Jcmk0B3pk57jua+nhU35hLIr2DNmjNbFSwLUaiKtd0cqEv/yrNN7yxmTdSHhuHtCAKgAX3eGsdT9b2LfIUj9ezVq9AKVp/evVXBckIKVbGu6wL1bLOhzI2bUYJABYxsvv18E+kAVKKKl3PNUAuTX8GKT9hYUME6kn64oIK1Z88eB49Q8ilUxZpuCNRhzF/4Jx69z6cEd+2vcDx+JlFzDtCsfSvuJo1/r9/NKWf8lEAhQkJCCnbBun5J4KmevbQLlpNQqIoF2Tiz433GvZEfqKPpVKJeqY0L+z5m0sSPyevxOu/EjqFfcCWyPk3g61M37+vv3IqqYC376CMtCTiQQlWsx/iRbcs+Zj8PM/LNqBIGKhiZm3lnzDS+qD2cv096kvvuaEKX3g9CzmY27DzplB9pLcr1u2Bd/6msmAkTtQuWAylUxXrOp/BV4glo0IEO99co2Wty01g7+TU+PNGZmNlDCffzBKrTuEMXgjlB/OotHLNaql5TVAXrxagoVbAqmMt9TFVcX96P6Xx7ETj1GTOi/ks1O8dVDh/BzBda4mNk882CiYxddxeDFo6jbyPfa0d4UKVJZ/qHL2Dyl5+z/VhP7ruvSgW9C/PlV7DWxMXxzpw5HEk/zIb18WxYH8+wqBEMHjIEf39/Rw/T5SlUxWLyuJCRxvcAZ/bzVeJ+u0f61B5ALlc4njSP6Fl7uP/lDxjZKeDGL3qvQNpGtsBz+3bWbcvgqfvqV/hHVM3Ws1cvuj72GIsXLWbmtGnAzxWs+PXrGTlqFF0fewxvb+etkFmdh2EYFr3o+UVqamrBRirxCRsJCQkp0/kaBtUHtKGKWF9qaiqLFy1i5bLlBY+1Cm/Nq+PHExoa6sCRuS6tqYq4MFWwKp5CVcQNqIJVcRSqIm5CFayK4XI3qubMno2fn58p55oQHW3KeUScUb2gQI6kHwZ+qWA91i2SUaNHl/m+hDtzuRtVIlJ2qmDdPl3+i8gt8nfB0pJA6bnETFVExFlopioiYiKFqoiIiRSqIiImUqiKiJjI2j1V4yLH//sfEjZtITk5mS2b95OND3XDOtKhfQe6dH+c9iF+Fn+TImaykbl+LO2jPsFm95i7aNyxMx27Pknfnu0IcrJfiOjsLHr338aFlI0snPU2czccLOKLoy4Rk2KZ+dyD+Fp96yERU5xjx7Tf0X9uSgmO9cT/8TdZ9fc+1PfSN1BJWXASd4XjX8xm6JD57Ld5UjNsAMMHd6NtkyD8vSuBcYmsQ7tYt+Bt5m86RmLMn5geuIxJne6x/JZuImVmZHJw1w9ALZ6IXcM73erc9PxlzqTv5X8/+CvRS3eT9e+VxO+PJKq5b6Gnk1tZbE01l8zN71wL1LpETFhB/KrJDOnWlqb176V27drUrlOfpu2eYszCxbz1eF3gIKvmJZKe5+ixiziB7EPs3nUBaETLkEI+zu1RDb/6regzZiR9fQDS2H0ou2LHaHEWClWD3KOfMXXkgp8DdVIsMwe3olZlO/NPr2C6PfsYvoAteS8Hz9pfJBBxF7ajKWzPAWrcT8OAIn63V1VvangB1KZpvZoVMzgXYZ3LfyOTzQve5bPTcPfTE5lc7DqpBz7NujF2ZHVOEsBduvYXt3eFo98mkwF4tn2ABt72vikMcg7tZctZoFY7WoX4VOAYrc8yoZqXnsiC5QfBsxMjBrenVklCsmZL+o9uWe5jE7GG86Tv+x7wov5DjbjH3vdQ7lESP1zB/3EnYUN7EFbDQhe0TsAioXqZ7zetZ4cNPDt14xH95BQpPdtJUnccB+rQKuQebilK5V7gxKHdfL5wOpNWn6TJ4DnMef4Bu79YUQpnjVA1MtgZvwfwpWXXltTVpbxIqRknU0j+Pgc4wopBrVhh98jatB3zHm8PC+due/csxC5rhOr5o+zf+/MdyxbBtVSNEik1g0uHvmWbDfBrQtuwgFtnoJcz2LV5P9mc4KsZY5jgq4737bBEqBqnf+DgRYD6NAjQr9YVKb0rZKR+xwXAK2I078x4lFsLVQa5F46SvPItXp4ST2LM6yxpsVgd1VKyxAq07cyPpAJQBa8SXY4YXPpmKaOHvMDQV+PUURXhDAeTUwBfft2iATULPcaDyr71CP/9i7zQ3Ad1VG+PJULVw9uXuwHIIvt8bvEvyE1j3bt/538S/0tuWCj1LPEuRcrRlSPs/U8mcG/xS2iVq1HduxJQGe8q+tx/aVkibjxrB9HcC2AfSbuPU/RmBZdI+/RvTN+QiWfzwYzqHmSNNylSjvKO7GfrWcCrJS0aVS/yWOPEXr7cdQE8w+jw4F0VM0AXYo28qdmMzpG1gTN8+e5SEo9fKfw44xypcdP446tryPLqwpg3+/Og3YKziLuwcTb9AN8BNG1M0J1FzD5zj5EYu4CEHE/u7t+XLnWrVNQgXYYlblThUYfOw4cQtm4Kyekf8tIzxxkxaiBdQ+sXbKKSeWAniSveY96Gg9j82jJs9iQGNbtTTQERrnAs5TtyAN+wEAIKmUoZl7M4krKLL5b+jTc/3o9ns2G8FdUWP30DlZqFtv67fncqe8f4UO+xEfzl1d8TUb+GAlUEwPie5f168dr2CyU42BP/jiN5+62htK9TxN4AYpeFQhUgj8vHd7Pxs3g2b97C55v2k81dNG7flpZhrWjbsQudW9xLNaWpyC/OJTHx4edZcdHeAT7UDWtL61+3pl3XLnQKq8+dKv3fNouFqoiIc7PGjSoREYtQqIqImEihKiJiIoWqiIiJFKoiIiZSqIqImEihKiJiIoWqiIiJFKoiIiZSqIqImEihKiJiIoWqiIiJFKoiIiZSqIqImEihKiJiIoWqiIiJFKoiIiZSqIqImEihKiJiIoWqiIiJFKoiIiZSqIqImEihKiJiIoWqiIiJFKoiIiZSqIqImEihKiJiIoWqiIiJFKoiIiZSqIqImEihKiJiIoWqiIiJFKoiIiZSqIqImEihKiJiov8HCHM7gcYXn/QAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/625.jpg" } ]
<image>In the right triangle, what is A B if B C = 6?
B
65,073
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/626.jpg" } ]
<image>If C D F G is a kite, find G F.
C
65,074
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/627.jpg" } ]
<image>If \triangle J K L \sim \triangle P Q R and the area of \triangle J K L is 30 square inches, find the area of \triangle P Q R.
D
65,075
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/628.jpg" } ]
<image>Find x.
A
65,076
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/629.jpg" } ]
<image>In \odot P, P S = 4, find the length of \widehat Q R. Round to the nearest hundredth.
D
65,077
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/630.jpg" } ]
<image>Find x. Round to the nearest tenth.
C
65,078
null
C
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QLFF0/mLJiPO6Y00X/N7ALSUMLRj5LkS+ZlQUhbjfrKV/yLffcllpY4Oe0Vf+/jka39iO0+VmeNA24izhIKIKwGFzsH9rHTvW76d69+Hz/paPs1pISrGSPMZKcqqV5DEJWBNjzrmPvt9G6p88i0LarsjEMWmMzxkUvR5nVsKl7zgC7gQzbj9eijxfxmtmzmHtpg98+vsLZy/6wteCkXG0LiejIcqA0+X2zgqNNBFRAI11LWxes5udFfu/8Jteb9CTnplETl4auRMzvGu/X4z+s7O/TJF/CRDgjlvuYMfeHXT3dl30fvOumsekCUVBSqW+M6sEu90j+5gULsK2ABQFqrbXse7VLdTubzjnewaDnszsVMZPTCe3IJ0o0wiX8XZ+5j/bqI0rpdbYeH5+38957Olf0t3bfd77lJZM475v/TC4wURAhWUBHNxZz+rnP+TEkXP3c09NTyC/KIv8orGydv9lmDi+kN/94n9Y9f4qquuqaGhqIMYSw/jsPK6dMYfryq/XzChArQirAmg+2sqqFWup3n3E+zWDQU9eQSYlZbkkp/n3M6MWxcVY+fZt31E7hgiSsCiAwb5h3vrjBja/u9t7jV5v0FNYks20WflYYrUxVl8IfwvpAlAU2PbeHlb/4UP6e85ek8/Nz2D67EnEf+7svRBiZEK2AFpOdPLKb9465wRf8hgrs+aWkJEl6/MJ4Q8hVwCKovDhym28/ZcK73V8U3QUZeUTKZqaIyehhPCjkCqAjlPdvPDL1RypPjsrbXxBJuXXFWOO0casPCGCKWQK4NOKav7627e9A3kssdFcfX0J4yZkqJxMiMilegG4XW5e+/1aKt78xPu13PwMZi+YjMl84XHdAc1kMWK/ugC3y4UzO1GVDEIEg6oFMNAzxHP//qr3RJ/RaGDWtcUUTslRMxZuq5nB+8qxD198xqAQ4U61Amht6uL3D/6V1qZOAKwJMVx/YxnJY7SzAKcQalOlAJqOtPDUz16it8sz/TQzK4Xrl5ZiilbnkP+8IntXaCEAFQqgse4U//XTvzDQ51lgoaAoi9kLr5Cdd4VQQVALoOV4O//9s5e8b/7JpeOZObc4mBGEEJ8RtALo7erndw++7B3Se8WVecyYE7rzyuUTgNCCoBSAbdjO0z//Gx2nugGYNDknpN/8+n4bMa/sxe12Y78y+4KLTAoR7gJeAIqi8MKjq2mo9WyxnJ2bRvn8kkA/7ajoBx1EV9QA4E6JkQIQESvgZ97eeG49lds8b6aUMfFcd+M0Gc8vRIgI6Dtx54cHWPePLQDExJlZePN0jFGqDz4UQpwWsAJorm/l5d++haJ4RvgtWHqlLNwhRIgJSAHYhuw89x//wDbs2VrpmusnkyLLdQkRcgJSAH/77bu0nN5br2jKOCYUZwXiaYQQo+T3Ati1oYpP1lcCkDwmnplzQ/dynxBa59cC6OnsZ+VT7wBgjDIwb3EpBoM2NtYQIhz5tQD+9p/veIf5Tr9mEglJsf58eCGEn/mtAPZuqvFe78/MSqF4Wq6/HloIESB+KQDbsJ2/P/0e4Lnkd83CK/zxsEKIAPNLAbz/14/pausFYMqMfKwJsl6/EOFg1AXQ3dbLhte3A55VfaZMHz/ahxRCBMmox+W+/cJH2G2eAT8zrpmEPgLO+rtSYuh58lZcDhfuuBBapUgIPxtVAbQ3d3mv+Y/JSCB3YmQs4a0Y9LjHxOK0u9SOIkRAjeojwPsvb8Hl9GzWWVZe6JdAoUIWBBFacNkF0NvVz44NZ3/7jx2X6rdQQojguOwC2PTGbu/efVeUTfBbICFE8FxWAbjdClvf/xSAOKuFcQWyYo4Q4eiyTgJWf3KYrnbPdf/CyZG3Y69OcaMbVNA7nShGPYox/K9sCHE+l1UAW9/bC4BOr2Pi5Mib6mtoGyTpoTUADNxWysASmdEoItOIf3UP9ds4sLMWgLHZqbLKjxBhbMQFsGdTtffkX0HRWL8HEkIEz4gL4NONBwHPfP8cOfknRFgbUQEMD9k5tO8oAGNzUjEaZYVfIcLZiAqg6pPDOE8f/ufmpwckkBAieEZYAHUA6HQ6svPGBCSQECJ4RlQAtZWew/+UtHiizTJLTohw53MBdJzqpqOlB4DM7JSABRJCBI/PBVC3t8F7Oz0rOSBhhBDB5XMBHD3YBHg+/6ePTQxUHiFEEPl8He94nWd77/jEGKJMUQELJEQ4ef7553E5nT7dt7CwkPkLFgQ40cj4VACKonCyoRWAlNT4gAYSIpw8/thjDA8P+3TfpcuWhWcBdJzs9m70mZhqDWigUOC2GLHNykNxKzizZFNTcWFm86XnwpwpCGMIrpfpUwGcPNrmvZ2ogd1+3FYz/fde7V3uTIgLqT548KLf31dZydKlS3G73Xzv+98PUirf+XQSsLW503s7XgMFIIQ/OBwO7r//fpxOJ3fceSdlZWVqR/oCnwqg8/T1f4C4BEvAwggRSZ5cvpza2lrS09N5+OGH1Y5zXj4VQPfp1X+izVGamQDUN9CHze7byR0hPq+qqooVK1YA8NjjjxMTE5q7Zfn0bu7vHgDAEhPZw3+7ejp55a2X2bV/N929Xeh0OjLSMpg7cx633XAbpqhotSOKMPHoI4/gdDopLS1lyZIlase5IN8KoNez5Xckj/8/eLiKXz79SwYGB7xfUxSFky0neXXNSj7e+TGP/OQRkhJkFKS4uH2VlWzatAmAH9x7r8ppLs6njwDDQzaAiB0A1DfQy6+f/fU5b/7Pa2ppZPnzT6AocmVAXNwTy5ejKArZOTksW7ZM7TgX5VMBnNn7zxihq+OuXLOSnr6eS97v4OGDbNm9JQiJRLiqqqqioqICgHvuvhudTqdyoovzqQCcTs8eeUZDZC3/fcbW3Vt9vu/GHR8FLogIe8+sWIHidmOxWLjzrrvUjnNJPr2jFbdnp7wIW/4fAKfTQXdvl8/3b+1oDWAaEc4cDgfr1q0DoLy8HIsl9C+ZR+BbemQMBgN6ve8/hihDZJ4HEaNXUVFBb6/nkvnCRYtUTuMbn175Or3nc0wknv/S6fTkZuX6fP/83IIAphHh7I3VqwHPlPnFixernMY3PhXAmZN/TlcENgBw0/U3+XQ/g97AzQtC+6yuUIfD4WD9+vWAZ9pvZmamyol841MBmKI9h71nTgZGmvlXL6B08qXHaX/1xtvJysgJQiIRbqqqqujr6wNgxsyZKqfxnU8FYLZ4RsA57I6AhlGLTqfnwX96kOvKrzvv940GI3fedhdfv+nrwQ0mwsbePXu8tydOnKhikpHxaSRgXLznbKZt2B7QMGoymaJ54Ds/5oZrF7N/104aNmzHQhQTpkym9Gs3kZkWeZugCv/Zv3+/93ZhQficJ/KtABI9U4CHBiO3AM4oyi/mCmsOyR96hj0P5JcyIG9+cQlVVVXe25OKwmc3aZ8+AiSeXgbMNuzA6eP6Z0JoybFjxwCwWCxkjg2fTXN9OgJITj+7LFZ/zxCJKZG/LJgQI1Fz6JDaES6LT0cAaWPPzoDr7brwhBkhRHjx6Qgg8zP7AHZ3DTAuYHFCgyslhq7Hl6G4FdzWyJ0CLYRPBZCSmUi0OQrbsIPO9r5AZ1KdYtDjSo/D7VLUjiJEQPk2FFinIzM3DYCu08uDCSHCn8+zYHILPWc2e7sHI3ZAkBBa43MBjC/yXAtXFIWW5u5A5QkdcvQvNMDnAphYenbGXEtjR0DCCCGCy+cCSMlIJOX0eICTTZ2XuHd40ymgsznR253oXJE5AUoIGOGCIJNKJwDQ0dob0fMCDG39pNz3D1J/+Boxa+vUjiNEwIyoAK64yjPLSVEUGutlaSwhwt2ICqB4Vj5Gk2foQIMUgBBhb0QFYLaYKJqaB0DziXacDpkYJEQ4G/GioGXzigFwOlwcPyJHAUKEs5EXwNwSok5/DDhS0+z3QEKI4BlxAVjiopkyqxCA5sZ2hgZkB10hwtVl7Qtw9Y2lgGfDkNqqJn/mEUIE0WUVwORZBSSN8awSVFd1QjbMFCJMXVYB6HQ65iy+EoD+viGOH27xayghRHBc9tZgc26Z7j0ZeGDPUb8FEkIEz2UXQHxSHLPmTwOg7VQPzcfb/RZKCBEco9ocdPG3ZmMweh5iz/ZavwQSQgTPqAogdWwSVy04exTQUHfSL6HU5rYYGZ6ey/D0XJxjEy79F4QIUz6tCXgxy/73dezaeAD7sINdW2vJnpCGwWDwQzT1uK1men9wtdoxhAi4UR0BACSOiWf+l8sB6OsZ5MDuY6N9SCFEkIy6AAAW3zHHOy5g/64j9HUP+uNhhRAB5pcCiDab+Np9SwDPFuJb1h/wx8MKIQLMLwUAUDq3iGlXezZFPNXUwcHKBn89tBAiQPxWAADf/MlNxFo9W4nv3nqInk7ZRkyIUObXAohPjuObDywFPOsFbPxgD64wXFRTP2DDunIv1pV7iappUzuOEAHj1wIAuPL6EsoXecYGdLb1sWPjQX8/RcDpBxxY1tdgWV+D6agsgS4il98LAOAbP7qRjGzPhqKHDpzgSHVjIJ5GCDFKASmAaLOJ7/3iq0RbPDvrbv2oio6W7kA8lRBiFAJSAABj89K44yc3o9OBy+lm/ZpPZfUgIUJMwAoAYMb8ydzw9TkADA7YWPfWLllJWIgQMuq5AJdy8z0LaDnRwZ4tB+ls62PDmj0sumU6On1Au0doVPTek+D24wpVztOP5Y7M3WIDXgA6HXznoS/T9eNejh1qovlEO1vXVzF70ZRAP7XQIOsft6If9t/29frieDDqIAwvZ/si4AUAYIqO4r7Hv8nyf/4Dbc1d1B1sxBRtZObc4mA8vdAYZ1Iswwsm+efBao7453FCVFAKAMCaEMM//+pOnrz/j/R1D1C19xgKMEtKQPiZYjUzeEOhfx7rUD0QmYf/EOCTgJ+XlpXEA0/cSVx8DADVe4/x8dp9uP35mU0I4bOgn4nLyk/nR7+5i/ikWAAO1zSxbvUu7LbI3W5ciFClyqn4rAnp/PSpu0nLSgbgZFMHb6/cRmdbrxpxhNAs1a7FpY5N4l9/dw+FU3IBz2pC7/5jO7X7j6sVSQjNUfVifGyChQd+cxfX33IVOp1nMZGtFVVsWPMptmH1PhK4UmLofHQpnY8uZWjeBNVyCBFoqo/G0Rv0fO3+xdz9b7djiTUDcLy+hTde/piGw6dUyaQY9DjT43Cmx+GOMamSQYhgUL0Azph+XQkPPfdP5E8eB8DQgI2Kd/dQ8e4ehgZtKqcTIjKFTAEApGQk8i///R2+8v0vYYqOAqDh8ClWv7SJ6j3HZBNSIfwspAoAPBuPLvz61Tz07A+YNHU8AHabkx2bD/LWK1s5eUIW6BDCX0KuAM5Iy0nmgf/8Nt/+6a1YEz1jBro6+vhg9Q7Wv71b1hsUwg+CNhT4cuh0UL54GtNmT2LNnz9i45pduJwuThxtpbGhjYlFWZReVUDM6YVI/fa8CuA8PW3ZoEeRmYsiQoV0AZxhsZq5/f8s5tqbZ/D6M+vYv6MWxa1QW93I4UPN5OVnUFI2npR0/+zjZ2jrJ/mhNQAM3FbKwJIivzyuEKEmLArgjIzcVO57/H9Rt7eB159bx7FDTbhdbo7UNnOktpmUtHgKirLJL87EFC2X74S4lLAqgDMmlubys6fvoWrHEdat/JhDlccA6GjtpaO1ml1basjITmF8QTq5BelSBkJcQFgWwBmTZ+UzeVY+TfUtbH5rNzsr9jPYP4zL5aapoY2mhja2VVQxJjORnPHp5OanY02MUTu2ECEjrAvgjKwJ6XzjRzfylftu4MC2Wnau30/VrsPYbQ7cboWWpi5amrrYtaWG2DgzSSnxJI+JI3lMPCljEqQUhGZFRAGcEWUyUDavmLJ5xdiG7Bz45DD7thyiamcdA31DAAz0DzPQP0xjQ6v37xmMemJjzcTGWYi1mokzGEhPMmFyKdj7B7DVnVTrnyRGqDPWiCtKYcBP/2dDEbwYCIBOUZTI/hcCbrfC0apGDu6qp67yKPWHmnDaZXVi4btp0/P5wRN3qB3D7yLqCOBC9Hod+VNyyJ+SA8zD5XDTfqqb1hPttDZ10t7cRVtzF20nO+hs7cHp8CwAGW2OwubHBSZFGNMb1E4QEJo4AhgJRVHo7einq60Pt8vlLQOhbdakWDLHj1E7ht9JAQihYTLGVQgNkwIQQsOkAITQMCkAITRMCkAIDdPEOABxYc8//zwup2+DogoLC5m/YEGAE4lgksuAGjchL4/h4WGf7rt02TKee+65ACcSwSRHABpnNpsveZ8zBWE0ROZoOC2TIwBxUfsqK1m6dClut5u316yhrKxM7UjCj+QkoLggh8PB/fffj9Pp5I4775Q3fwSSAhAX9OTy5dTW1pKens7DDz+sdhwRAFIA4ryqqqpYsWIFAI89/jgxMbJoSiSSAhDn9egjj+B0OiktLWXJkiVqxxEBIgUgvmBfZSWbNm0C4Af33qtyGhFIUgDiC55YvhxFUcjOyWHZsmVqxxEBJAUgzlFVVUVFRQUA99x9NzqdTuVEIpCkAMQ5nlmxAsXtxmKxcOddd6kdRwSYFIDwcjgcrFu3DoDy8nIsFv/uuShCjxSA8KqoqKC3txeAhYsWqZxGBIMUgPB6Y/VqAHQ6HYsXL1Y5jQgGKQABeA7/169fD3im/WZmZqqcSASDFIAAPGf/+/r6AJgxc6bKaUSwSAEIAPbu2eO9PXHiRBWTiGCSAhAA7N+/33u7sKBAxSQimKQABOD5CHDGpKIiFZOIYJICEAAcO3YMAIvFQubYseqGEUEjKwIJoWFyBCCEhkkBCKFhUgBCaJgUgBAaJgUghIZJAQihYVIAQmiYFIAQGiYFIISGSQEIoWFSAEJomBSAEBomBSCEhkkBCKFhUgBCaJgUgBAaJgUghIZJAQihYVIAQmiYFIAQGiYFIISGSQEIoWFSAEJomBSAEBomBSCEhkkBCKFhUgBCaJgUgBAaJgUghIZJAQihYVIAQmiYFIAQGiYFIISGSQEIoWFSAEJomBSAEBomBSCEhkkBCKFh/x+qSuz6TPqPpAAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/631.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth.
C
65,079
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/632.jpg" } ]
<image>Find the area of the triangle. Round to the nearest hundredth.
B
65,080
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/633.jpg" } ]
<image>Find the perimeter or circumference of the figure. Round to the nearest tenth.
C
65,081
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/634.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/635.jpg" } ]
<image>Find x to the nearest tenth.
B
65,083
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/636.jpg" } ]
<image>m \angle 4 = 32. Find the measure of \angle 5.
B
65,084
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/637.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/638.jpg" } ]
<image>Find x. Round to the nearest tenth if necessary. Assume that segments that appear to be tangent are tangent.
C
65,086
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/639.jpg" } ]
<image>Find m \angle 6.
C
65,087
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/640.jpg" } ]
<image>Find x. Assume that segments that appear to be tangent are tangent.
C
65,088
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/641.jpg" } ]
<image>Find x. Round side measure to the nearest tenth.
A
65,089
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/642.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
B
65,090
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/643.jpg" } ]
<image>Circle J has a radius of 10 units, \odot K has a radius of 8 units, and B C = 5.4 units. Find A B.
B
65,091
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/644.jpg" } ]
<image>J is the incenter of \angle A B C. Find J F.
A
65,092
null
A
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FgHSMHsAT9i7BcroE+QCANAxN7+HVEboDQdadGBWVFty5wZmk6anbhfvDn+Duxg7OhU1vbOzQBd0nP4ODx55xs74v0IyzpcWoB4CITGT15bGRG3GqsAANABCVjcHK1K9+AEHWnAg2q9rSZMULn552fF52T7p/LWIJUEEjcOUGxvPSI3QF8yT27Br4UkIZanHy6Cnbn0OykBbN43y+gpNH2uuMyESqH+1wY3eFCLLmRbtoxmSCc0ma1NGQ15b1PXdf9PoSI4LYRN6LEvVP+TBMwCd55x0P9KLRPTEiIxqSJDkrERVMjGOQJEUnRPsmxvlQGxOzD41xyMqzoqxN1D/5ro9EjEN5bHqh997QKF9e2Yj73nVu1LX93jTkDumFtwEUl9u14Bbkq0ZjOmHXgg/qG46hqQSB67y/yetAni/Z9WRwqOwaKvq1V1e9L5pP48BXFwB0Qd9JA5FskiAp6kB5Pa+exP5tVQBCkTlhAPp2kQAj9xLPOSKeHx5eEWTNCccNQZ54oy9fngdXJ1mRMDE6KK5owANbbCvlMxLC8NhtKa7tc9x4JmU5nWOSJGdl1rExm2e9ABjEIPuN9tCqdWaSP0cyolA9Od6FpcmKFz5xLg6vmJaA3CFO1YlyY4e3Ybv2l640o/S8BUfPWvAKa2OHdr09ICfwfr3DkcohJWTdS1wpWJWFKNeNWQaAdK4M+bUAEI9xWQkw2+uy6ktAW8UJHKi31RmdGW+rY+K4tuR9KNGLcD0/HCdGkDUHrM2X/W+7CzfHY2my4ulVpxyfF9+ZJp/6+ttx8oCDcA0fVnsDJknxEujA87Xg3VKHtfzGxFjMndpXs05WUiSykiMdpP4SgPJLjTh90aKLwHMizbguLQLjMqJsBJ7AqQXXe7642J38YEVNaSF+AAD0QnTDKRw8eE4+O4KS7CU0HNyHYwCAfshOc1OO6OX7QpC1BqzNl7ULBRBe33DGsSC1YnqCCCcPULy58YyDqOelR+CBadpEzUJyXDckx3WzacFN7QRe2YjTFyy4UNOM3WX1+JZzYweSwOO6hyE5ztcLdU0oLy5BCwCgCO8vnI/39VTvm42BfUO9MjKjEGStEy5THbfz/yr8oORvnnory3wCQH5ZrWwvxdkT5OHk7hybvY5yWsqcEtoLSpw+aJY1pNNvKBGfXbo1dL6dlZnXkwH2OWKUaf9+bd4FPLrDZkTMSAjD0vsz+BYGaYOS6NcwOa4bkmNtRDsztzdgsmnBT19s14KX1mPbab5gnoXZ0RiSFI6MPuFIjQ93EDgzdJr3PqQez0Uc/e4kq2VNhF47COlh9mkUcW1Z60W6LX8nZIY4Rxy5IGsVMK1qyiKcv6OqrhnzVzrdH8/PSqU/4DqOTeb65SRfB0xQeVp1wsh18MY15N0l1o1pc15BNeZ8Zouyy4k04425/d0naspw1Io5tOD9umPmeNuLvrrBRuAnLtgI/Hhlk4uU8BUGgWf3DUdG73DE9wjTP8NjDbSuAgVHGwCEY+hzK7D63kzY1zFZaxuo3YnnJy/Af66GY+CQJGgqrDvIDSbIupPg5XVnHFbQ6tsSO2B6KmAU5ZWNmPyB84X7wQP9O/w62gl8RIY8mOfMxUYcOV2PY+csVC04jcDnpUdgeFI4shLDkZ7gnhbcerYM+68CQAJGZcSBK8r81DF8dxUAEnHtoN5cdToCgqwZsDYRVrWaAoJmiXJOjXiUDjwqEa3+thyodCwaLcyOZmbT07s6rTZFpSov3ADTWmfJG3kUAwo1iMQqTx0Qw2Vh1K0jK+RapryyEbPfckYLbp+b5iQzvceggG6Vkca4w8PkWnBTF3kwT9FZC05cbuaSEs5Lj8CI5HYCVwvmkQCgFZeOF+IEAJgHYlj/KPn1oQ0WrTh3vABnAcA8CEP7RbgWAWBiKUPIb8n7kEO6qNdCF2RNgeqiIsMn6hZ8MIUqr2zETavLAbRHKf4kxbfjMeru0Dsmsi8OE8mtodHG5M6547yX7AFMDone9ARZYijSH697LJ50R6mAFsxjlxKevGDB8bMW/FChTwt+08gYjMjoToy/HmWHj8EKAP0HY0A8QW/M46xF6aH2gKLsbGTFeMalxISBcy3IOsjxwifOKMXX7kgWUYoBiAXvKSR6N7iv/PA32Al82gjb57cAlJxrwPfHrjhiAZSQETWJtkqUHLDVCc/pj748wZjWSyjZdwkAEMmbna+DIMhaAYdVrbB6NKeZKm9MVl3HKryyP51vbpaq4NOdF2RRirmDezkGY2TaTO1MzWLQs5rvBpS6ZxPle9txtuBKyV5s+u9mfLb5W+w/0xUDJk3E5Gk/xpwZY5Eewak317KOVOpyn+/2cnolejYrW2pvgrMzPaofnnbUzg8rQKT97/yyWnycd8lF650TacYjubG4ZUwc2+CoOokDBRYA0Rh1TSpkWbaVqhd7QFZVOQ6XtQCIxohBfeXZ+WTHwyPpcD0eJYw8b4KsCbDcHy7bM+g44UzFBBFRJXFKvfSguKIBd25wqgYeu9Xp/vBKUIePptNUkKRMWkYyuVUrKvOW4Re/fA9F1i7oMWgUrr++CcXbN+Cf323CJzuexIqX7sDgKA5z7Op+LLnpIfzzPEPPFTEHb29/ElO6u2mmGZHoMfWAngGX0EXnvWBpsuLzfZX4YM9ll4XIGQlheGJ6IkZmdEdEN7NK5xKaThRihxUAUjFmQCx7ucfxHEq4evwQtlsBIBMTsuPoddy5t/UaKEK6x4/WxsvMXAWBBkuTFU+vdqoGlt2TFiQJegzAUojVr65BkTUNd7z2Gn5/Sxq6mSS01hzBv5/9LV7c8jc8O3QQPpo/TDP3sdRQjbOX22BOGYZJWT1dn7+QZHQPMcaULhK9ezklegGE8spGrN99yfFCIrFodE/MvjYemX15FSEtOFdagjoACM1CVjJPpr1mnC0tsWXai8hEZpI/ZLBmQ5B1O9SmJ8ycGQowhSEGFsm4AgcUQtIVW886oxSnJWBEf7lvz3V1un3abGSOxgiucClGm04ryzOOX+/U0vm9hObSvVh/pAHmMQ9j3o9TbQnzJRNCegzFXfNnYuWWN3F0/V6U/GIohoVRGiQG0lZTidMtQNjEX2LJHyagu2tppkKFJ9dL+SWFRO9+hkRPUvzb3qjquaWBQ1tvyF2m8BXkFVRj/YEqqqvjqesTcN2wXg5XB69BK0lXUJJfYvswYjAyeypebNTZay1OFrSf5yGZSIvqwnRNslQ8rIkMz30rc6+SDTAOWpC1HWo3I49PT/bJgqLlj+L2xQdV65hTRmDahDEYP3Uabp7QHz1o1pie6ZcJyC+tlU2dlVGK9nIOKHcI9cDUmWeqLCujVoHHZaM55hZcPF6IUwhF2qShSCPOsySZEJY6EGMigLKThTh+sQXDktUWYdtQf/YUShGOjP69wZVFQsc1dJHo3ZtGl6sx2nTLOCDb9JJCqaquBdsOV+GD3VUuro556RH4+YR4h8KFSW6qbuN4TP3LRhS9xFlfstWZ9peNOPYX4mtiTcfb2RVlKh4h3eODx/N/SJU4urNEu98z+fji43x88fG/sHT6k1ixmNNnyoClySqLUgzGqbN7kNB4tQFWhCAisiv7prc2oKFRi1nb0GSxoBW9MCQtxqMBFEqJ3vJpcoleIKK4ogFfHaqiujremBiL6SNikJUUyU5tK+CAIGsSrLchx1tStgZhOYui/DoAoej389/hxZtTXB9qyYLzh7/Hfz9Yg29PW1C9ZQke6BqFNS/fiGSzrRPVhU0Kp/xx1UlnlOKtKlGKyjlae0cS4MxRoGbpUqZrqhQncZTxFKidhCB+zE+x5JUGRA6QLyKZTEBbkwV1LQBCExDfQ+vlZsWVixfRgmS2P9VNi4yU6C3VkugZXdDVquuGooNEXkE13tt5yUU3PSMhDHPHxmLKsF6I6e6cwZhMcq+Ou0at4YmByf129KZcIEUpLr5Tyvnv9GRNWtXcfinaBSF8Ym1nnblxx04cj9EjY1zLS4A0Yiym3ZSLNx97Cm/uq0P1hhV4b9a1+O14ujWllquZjFKclx7hSL5Dg0t0lcn5cqD60OTDJp4qDpmMRClGtkWOg9YMizRYx0a9hmb0GDQRMwbROrbiSmE+drcA5kmjMCw2RIMtGlBRWg6EXoPwuv344M+fYNW673Acmbj+9tvx05/dgknpUbof9jc3kRK9cDwwNdE2UNXFFOJvhl+cVZZ1TVhVSLCek6q6ZmzcW4m/51122ex3YXYUZoyOQe5gyrPQ3pnDBmgj7kMTfSCGE6qpGF100N9QymeS57ySzTD7I34wh8UCEGTtBVhRVVKAQgDAAAzPiFYpa0JIXA4eXHgPNt/9Nk6gDKu/LMCvxzMWrRioqmvGc5ucyoGX7kl3e/SdDVLNAfzrtc9wGX1xy+wcJGk62+tRWdEAtO3Ekv/5EvU9hmDSqGsRUXwQ37y3BN98+BUe+WgJ/ncURSXCgFKi9/rPObPo+QmKKxqwZtclR0ZHEksnxuL2cXHOWV5HyTuDAJ2arK1Nik0F1BYmuKeNV1F2pMgW8pqUjQGJKrlx202CiGumYE7WCrxc3ALLvjKctU5AdzNZhtWXDc/82+n+WHRTonaUoop6QssykJ0KE/nJOY/VrUbQ6tDT5duHLdUX4sNnX8A7hRbEznoOT05L1F70lJpxtaYZsCbg+meW4bc/GWBbGG6twuGVi/Hgoq1Y9seVuPa9X2GsUpFAgUckejwEyOOyMlH/pJazNFlxsLQWr355jqqNnj85AROH9EJ4V7MirwYHOJ5J5iPpjQVS3uHzuA5Z7YoFRjaszZUKp5GKBIzMAsMoJNlZru08ir63PXzhkwcijfXckVOgkGjEp0QAxVeASw1oJLvRcAms3SWPUpw+Ko7eH4dkTDbrVnlxmZRfaMDIqrreRE6svR9dqjcU4sNnnsKftlxAr+lP4l/PXo8+ISZt+WFbDMY/+3esRDRSh6ajh7n9JWWOwbC7fomHP9+DF/duxcYf5mDMFLt/3DkQUh5JzaIXz5lFT41AaGsKnISjdf7UXR3RuDs33jUMXGI9M/R+lbu4UNsxSaQzgtq+KnjcaxLrB/rXzFFIRFsm+dcyA4dy3cjynZasvYYrFSgosgCIxJDBSVBzghhFRWWjPErxNpUkTQIOSPWF+PBpJ1HbVThchBYSg8wRDL9raF+MnJgO7C3CnsILaJkSB9YcRzWLnh8iv5QdBn7fyJ64e3JvkXfGyxBkzYLemZvJBAkSmk8VYVcLAPTGiAx2yCuzr5SeiObQg1marXj0ozLHZ0eUojd8guSc04taXF/ASdS1GHT/Yvz98SlI7tpFt56d+IdACMIjwwG04Ny5GjRKsJG1oqBWFj3dYPkEiO9JtYVaM8px7jhajX9sv0h1dTw0xenqcIHe+5DpEmAcnMT4nufe9BO/OVMNwkCnI2tnWLn62ZEYUyB1NUgLzh0vxHkACL0GIzMiXMvRfIetlThx4AoAIHxoChIYrhNyTJ/kXXA8QG9MjHWderoBVRcaOUXTIeRXbdiAVJILirpyol6Et56ahN5mE59FrcOfC3RB96huMLera0xd5HNfXVn0eM8F66HnHTeBqrpmfLz9At4/WOPi6rCHgTtmAYxGefJ2yy65Ut1h/574xrU8vWG9rjMWeXPlHmeB897WatauBAE6GVm3Nnp789t6nCo8YftzUCbSNTW7NkjlxdhTAwA9MPqaFE3XyQ9ltY70kTMSwgxtltppIFVh71sv4y8EUZM+aj60oXbbEkx+cDUswxZi4+q7kSmbBTWh6kIVgGhk9Yun5hiRS/SMbXTraeQVVGP9fnoY+MPjnRnvAnhiFVAwd42Vfe40ZN2qVH54GhKANndy47biwuH9OAgAGIgpw3urai8tTVbM/9i5KLV4jsEkTXqnhEqXCKuMp2DEyiZnMZUHsHL5YWDoI/jT/9mI2t4kY/2Lgi6ISkpDBoAjlypR1SgBEUTlq8XYtr4MwBCMHhjrYo25vdGtN9B+bixNVny+n57xbl56BO6fGI+RGd3Rzdvj9Mc3gLfHJNQgdHhMkcD4W5IA6ewx7CxuARCDyaPSQXGCuLoTpLPYuW43rADMk2/EDRldVZUOSzc491JcdWuiaxSdzmmpW+lSTURdwiXisW2tyPExtkfigbOvNtQV7Mc3LaFI+9FYDOxmko+bWrsR5Xt34sC5VkQOGIcbBvWECUCX1NG4fUw0juz9Au+umYIBPx2KniEmSI1nsPX1v2LF+TaYx9yI6YMiZON1kej9jC3R48pyyqN6UZmKl19qxLo9l7Bgp0oYOHlvGemP47rJmncJ2tLolxc67x9eZZGuvpTPHkUNQqpESHQasvY+JFhOlyAfAJCGYek8PmQJlvzP8c53VwCkY87cXFtQBuPG2HKg0hF4MC89wrHDtIAWWnDx1ClYYMXlTX/Fo/msJKjRGPM/C/GLkd0BXEXphqV4cmU1hj63Ate3kzVC+2Pmbx/G979Ygq1/egC57w3DpKxo1BQfRP4ZC8ypd+CVl36CrFC2RO/9n/dHUgdtdJtXUI13v3MNA3dkvLvGmfHOXxbiBGzoFGTNnajJwJTbhEacLiq05caNGozBqRwPY2sZ1r25CicBmMfMwb25bPWIMkrx+Zmp+gbIHrjbD6VLVb0Lj7ydGKkrAY4QcbThStE+fFPEqtAXCfe0ajRqRtTgWXj104H4av1mbPlmJ776+iiiBk3A3Y/fiNmzrsewOKeErbyyEbOXOSV6237mZYkeRa1TVdeMbUeqsfjriy4LhmTGO1Zot8/BcU+y1C26h++HLyQTAHO3WNfvJUnfEksgQUbSHKuzsulnF3oZ9sruBWz+v7l4bGMVMOl5bP3nDCSblIWIBlovYufrT+PBtw/Dar4WT326GL8YHElp1/bPMx+UOhZ+Ns9JxvSRcS5l+MdK/97FRUG98xlBCmR9pUvEG6oPI9NStWPWGo/E78qxNFmx4F2n8mPFtHjMvSFJc0zg2EmbFZFIli6uaMCWH9gZ72bYw8BlwSaMMbEgGx47gIX6Pasdo2ogroAXlq+R0ZDec2Tg/icVICQ6hWXtEzRV4Mh3VQC6oO+YDCSq3GRSwwl8/vof8cR7R2BFIqb96QncN5htba3Nu+Ag6oXZ0bYoxaB9xQYPSKL21Ua39jDwd3cwMt6Ni8WNo+MQ3jVItkUKMrCIGghisjaco1pn8EfbmeP4vhYAopGGShw6eEjRGIDWOpw5lIdP//0Zdp2xAEjE1OdexuI7+iFUUdSO8spGx8IUAByvbMKbG88gq084BqdGsdOgeg30OSpzfubvLxUDbiC1+0O+0a09i573YA8Df3MXPQx8xugYReBN+0GzLF1/v26+hJ+ci6B0g+giasZUhJUMnb46bUX113/BpIf+ixauTrugx8hZePzpeZg1Mh4hoD/3liarLICChYXZ0RiSFI5haVFIje9G3RJJ1j7LJUAW4XAb8EKmPmF9TyoACKOPRxnBcl/xqAq4zhEv2htbm3cBc9rTAMxICMNHDw90KD9Yx6l76t9evriiAWu+d814Zw8DnzEuXv2FrnDrsDwC1LUJgLlvqceOkwHugBWd9zePEslT94xMDWJy1VUrEXSWtcd3feGCBSePFmkQdTiSR+ZgzPARGDNlEqaN7ae5qeqanc4kTXZCPlphcQlaeKWgDiioA+AMlBmTEoHR/aKQ3jvcr3NOBBvyCqodRJ0TacYbcz2/W4+lyYodR9wMAxcIWASVZe2S8pQHHrGsFfVZ3yt+UzMyiisaMPjvNhWB0joDgONnGnDyogX7T9Rj75mrLg+tEvPSIzApMwoZfcIxKDWSKs/isqyVBbVgYlto/mZZu/Sh814qv9SI9NecUpPCX2fJX5TKxUmdFqdaGPgT2dG4h5bxTgtGLGvlQjJZxJeWtVpb7lrWKgvJ3rCsQyjqDyWCgqx5rGlm7gGdR8986BntqMmhWDeDpcmK65cUOB5Il4eegqq6Zpy+2IgT5y3YXVbvYn0rkRNpxu2DojEoMRxD06Js++Cx1CCsF5oEV7ZrL8N8iFnk64WHnknWDCinpXoePrtEz37Ntv0sTTs5E4sYFef0h7JarMy7hFcLXcPAH8mNxc05cYiJCnMdNw8xkqSkct08Bh71FU8zai9xnc8bz5h034c6Xkpqi4okAp6sed0egUTWf1lz0uGDXDE9QZ+KgGiz/FIjCs7Uo/icBVuL67is7+FJ4RiRHoW03uHO3MqCrFXhKtFLwL3Xc1wzFbK2NFmxo6AayxiujoU/TsTIjO4I72pmj5uTrNvObcHCO57FxsZZeHv7k5jS3YtKEUHWMvASNRDAPuuO8U17H/mltbIoRSNyr6S4bkiK64bpI4GHYSOA4xUNOHHRgt2l9fj21FXZdHr5yavAyatAewhyTqQZ16VFYFz/KAxNsylPwruaDU1fgxE0iZ67JlB5ZSPW7aaHgS8a3ROzx8e7twbBVDfV4ch/V+PzqjbQ8yMECQLaJLUhIMnaHaKWW3ES8b2J+j1TBM9q3w2/nNL6rKprxvyVpxyfn5+liFLU6e9TBnlEhJsxIrM7RmRGY2ZuAgCgvLIJpy9akH+iHvnlFpnyZF+DFfsci5c2zEgIw9SsaGQlhiObVzrIYdHohpF21Hy0JvKD9gmXS/Qi8MBU28tVfj9oSxfyjlZj/QF6xrtH7BnvutOT+zNnAcpz5HKeJLSW78CK9/NhVf7EC73BJcQPTGuaw1rldtcQ4zNxVGKNiSePDdf3BPRY1UAAknWwWtQA8PJ/nUmaVt+W6BMNdXJcNyTHdbP5VyVgaZMV5ZWNOHK6HkVnLVhXVCezvtdfbMb6i/JrsDA7GuP6R6Ffn3AMTIrsNCoElyx6Oje6dWS8283IeDcpHrmDNfzeRiBdxs5//gtfhPdBX/NZnPVeTwIeQMCQdTCTNGBL0kRGKc7M7ZgkTeFdzchKikRWsm2q/RsAVbXNKDpTj9LzFnxX0uCi+36FYn2PSYlATv926aAyM6A/geUeYLoNbHDJoqdDoldc0YAt+eww8OkjYpyuDq9N3yW0lG7F26uacePv5iB8yVKs8VZX3oDG9QlGBAxZA2AvBCim+1RwaWyc3xvaJYIHxCp8RWUjblpdDqA9+9ntKTJ5FG1MXIEJzMU8+gGRsjzSJRATHYbc7BjkZgNzpwJvw0Y4R07ZrG+ldNBmfTcDRKDGwuxoDOlrC9xJIQJ3NIbENVXmksOxmmEtkgJOV5gJzh26JaD8UpN8o9v7+yM5tpvKPWn7wMp4NyMhDHPHxmLKMFvGO0kCVTrKtSjGu8AoXcS2FatwcPBMfDw1HWuWuPbHlDjKPtDdGvIFOfefK9Y9T352aYfxrDvGpFwA99DzzbV43l5GKwCGBr8n62C3qAHghbWnHX+/NjM5IDYezUqKlC102aWDh0/VcwXu2KWDAxPDMTQ1CgNS/Nj6JlBe2YjZb5c4Pm+/Vz2LXlVdM7Ydpme8k4WB+3QBTILlyCa8ubYFN772YwwNPxFYVnWAwx2iBvycrP2GqL045frgm7MOS2vR6J7GNk71BRjnIiY6DDHRYY6gjJdgs75PXrCg+JwFXx2XSwf3NVixb38NgBrHd/PSIzApqz1wJyXS715ayo1ul09jb3RbXNGANbtcw8ABe8Y7jTBwb0I6h2/fXYuiUT/D4qmJMFlOdMw4vI0gUICQ8EuytjYRJM0zPfaQGkC1fYpbwhCBm2wP9LyvnJbmY7el2NpkabZ5jplckCddKO7suGKf+fNOXRXn1W59T5eAh2+2kd2xigacuGCTDiqt7+Unr8pcBDmRZkxJjcC4jCgMTY1CSkI3ql+YSw8rq8DxNUW8u+DdMiw/aQEALJ3QnkWPKNfYnvHulS/PUbXRc8faM96p+7aZO/kwK6iNWwkr6g5uwjubwjBn2VRkhplgaqQUk9h9e8yFwPMc8rg1Ge4RZTm9G+ly3UtkVZabimiHJ1KRBb8ia7+xpH0AS5MVz6wm/J4PeD6HhL8hvKsZIzK6Y0RGd8zM7Y2XJJtbofB0PYrPW+jSwcI6gIjcm5cegRHJtsCd1IRwn1mnLIke4Mx49/c8esa7u3PjMaK/8d3nPYKWMqx99SMUjZqPxSqbXQj4H/yKrDsTVnx11mF9LZ+W0GmTLdmlg9PbWcMhHTxVrx64s0MRuJMRhX69wzGgr+elg0qJ3uv32SR6P5TVYvPBKmbGu7sn97a5cvxmOm5Fdd46LDuQifkf/RiZoYKqAwl+Q9Yyq5ohpZLlMDDSGc90iPxaucpr8B7PL62VPfyzJyhkejwBHzrHwOP6YAVXuHzlcI/ITwxP0IEWwruakdU3Ell9I217TJps1rc7gTsDEomc36zgCvIAKedaKdFbPCdNNQz8ocntGe+6ES8MvaeFJx6LFcvFSkAGAK1l+OztzWi7+RncObKnI+6H6u5QPmM6g5BYLju9LhTdmwd7EKxj4HELyhVKnnlb+wVZdzb3BxmlqLbLtYANssAdtEsHy9ulg+f4A3doOb/VHnTlRrfXxHfF3HfLXFwdjjBwf9aTowXnt67Emwcy8PNV16KPMKoDDh2WyEk3QSsta9ab3lMLHuTXLB0rTzuKsuReiqtuTXRYj1yLHyT0HqeRc8Q8L5yWtd5kN5wJiMgyVXXNKDrTgJJzFhytsLhkqFPCJXAnKVLWZvlleRY9JXIizXh4fCxuHRtH3w3cU9dH57lgLwpWYdsf7sevVmrHKYbfsxTb/zgB3Q0mKaKWlw1KuzyzK0++bAycYz2WtTksjl6YE35hWcvAImXFtIxrekSWN5Jflxk0wVGXABmlOC89wkbUHmjXU3VdsrexyjjaN9HLqb1YecBQQ6jlTu4VGYbxg8Js4dkmYDHUc36rBe5k9AnHuzsuUYl6RkIYnpjenvGum1n/tF6nwoAHikvCGEcIuqeOwPU3ZLjUgVSDku2HUY6+GDE5A/Gp0arEoJusdLpQdEPZJiPHj8t5cnzg6IOlKuEicc+8WTrEslbdJIDTgtb7xvVKqk0dlgeZ7zgn0oxNjw5EryjnVNxjMwUD1pBesmYSAy9Z846J7I9Sl3fzgap69cAdNbwxMRbTh8fI83678SLyRqpN3dG2Sj913U78fsoC/Adz5ClSDUjauMjaU5a1UbI2Ah6yNulP2kSD/1nWQYoXPnEGUyy6OdERVizgO9ACd8ovNeKFT09T97nMiTTj6RsSbGHgUf4VoCMQOPAEUQMdQNbWZo2ttwxOm3WD18qklWNN1xXF1uZdkEUpTh8V59Z0kLnST1o3eqfiyvIa9clzIUkAaGMycVpc6l21V+ApRBRnnCNlm44w8G9cw8DnpUfgpmE95AEstHEovmNZ3FxjorUDvmdBdRakdQ9z9iG1OQclW5tgmL66ZxyMscqa4b4XTK5/Eu27nAeOGYSsdab7yrUhd0PLafApWQeU6sNDi5bllY0y6ddjt6UYG1dHw5MLOx0AzYx37a4OwwvVAX6efA5PiQSCGD7zWXuEqFm+LC8s7OguT7EYLU1W/OwfxxwLW/t+2d+5oakb6hb9b3p6m7o3AgX9B59v68Wz6MnArsJqvLuDnvHu3vYw8IiuKtponvPH4TsnwdTxkmUMEJfadl9cWStlx8ywrElw+stp5bmeNx6/Pmsc3nreVM6RJ61qwEeWtYOoeRYOlGDcSI4/JbBTH5JVDay8u0wBNW5K+zVbvfOCg6hXTE+wEbWBV6PjGJQLRHrbYS2SygoRf0v0v03KchwLRrJmOab7PA8u6+G5XNuMjfsq8eYuehj4jFExskRMqsFP5PlifM/nsnB2IhGLX7Im3XEhUOq6XGfGi5V53WRt2X1fypcS/UnWnVeDZ2cdg+5Ok9a5UFZhvIiV7TrLe3dK4HWy9rrrwwTnifej6ecPZbWOJE3UKEUjII/Z3fpBjOKKBqz53jXjXU6kGXNH9sTtYw1kvGOde6PXJFAQDMcZoMfgVbJubbrs/a3t/RCWJivmf3zK8XnxnWkiStHLsNgz3n1Bz3g33x4G3tUc7O8qgSCF18i6tVE91wc5zXSZYpB+Np7phxd80CxRu6Qcn6wT2z9LNxJ7Kd6aKE/SRHM/uPGWN6JdljfEqMvyAxLTYOY0W61fpmLAPW1sVV0zVm6/gA/ya9gZ7zL4Mt65tm9F5ed/xORHN+ncUPY6/Pnrv2BWcqitXcJ95Y1pDZdBxHOdOVUSXO4eI25HmJzPGNm30UVIWn2VZ4/L1cgYk6fkeiS8QtatTRyuD55FQU4/oD9hy8FKx/R7XnoEZnrS/dFRYCxCupTxoTsqv6wWH+ddou4GLst4Zwh1OL7/qP6dv7OGY0hiqOv3/j799hc3oi/PkReuiTeIGvACWQeUPM/DqKprxvObnTK95+9I7eARBRcsTVbsOFqNf2yjZ7x7YnoiRmV195zLqa0SJQds6w7htyzEsvuy0RXQViWE90G68HoJeBhesaxZ7gGe8pLyQTAiATMwjZGUv9mLMJQUJgC/+fikM0rxpkT1RSylqMSoRMvxgdmdJlyuAzkVJdsxwfUH1YYV7VL7Zqz6t9k2FF635xLV1bFodE/MGhcvczXR+nBrhnalAgVFFgCRGDLuWowbma5+yIxj49romCENJMEth6Q9A4qLaALlexWwg5no0y4j8kNTFzDHTa/A+F7iEzvJqpCzQ7I8xzF4y6K2w6NkTc1JrXOK4TczRZ2DWLvLGaW4MDvaFqWoBW9POY36+Gjw5Jg1xpdXUI11+6pcMujlRJrxyPhY3DImjh62r/cJZQyuqeQQvmoBgHRMHJLg/qHrvaHdGT+N3NT69fd7z1Pj0zsOj9w73oFHyLozuz4A1yjF389J79gBBTAsTVZ8vr8SH+y+7OLqmJcegfsnxvtoU+EWnCstQR0AhGYhK7mrD/oUCFR4OgCGBsNkrUnUvG96IryIR+lg4rHcderpuXIyKL6373htx7J7PCDTY/pE6T/onuKrrYCTPei1RPReN6K8Whj40gm2MPABKfTk/lyHz3uOHLdhPU4VnrD9PSgT6T3MlDIqzfDcSwzoPu9GrEEJkCgHpKyq9xzrNkTdsMQdqiTGGJiuRpWgGHfcZb4gasBfsu65OPV0nDFev4kR4lGpu2anPEmT0ShFw+CR9HEU4cpBbDQwR7K5Omhh4PaMd5OH9NJWdRg4ZmZ56zkUbD8PAIgen4UUmhRN7VYl2/JQ3mqvQSL+aL/whoUhXnYbMGV1yoHTxqHGGTrH7SuiBgySdWd3fxRXNOABIkox4JM0+QiOjHdfu2a8W5gdjRmjnWHgejPWeQrSuVLsrWgDEImMsBoUHDxE/EgUdCy2RiN1SDpiQ/zAuSngE3h7QVEJt8ladQMBveCdexDTGOoKu3Lao6dNsKdTtCmtpcmKue+WOb5/aU4auoWZXVaTXVbnDYDMJcEC0yBWHoObC8CqnVHUAGSR4ooGfPlDFRYwMt7NGGcLA5eU11cHuDc3VnVltKGutBAHAAANyP/b07j7bxodZy3AunX9YH98DSVgYnxwSbqlU+0kO2TazW5iuxc9tVatmkRMSzWm/NvIQHTWJccd4kNrmoR/uEH0gjWNMTp3451Om4DXP3NGKS6flmDbLNUvZCwc8Ibxx7gmV5usyC+txStf0sPA7x0bixtHxSEinOITdgc87gfN9ptwtqQEFh3dRuYOQCq5VOFLtQVHGcZyBxu+lmXp9cH7egLjB8+2W2Rt5YlQDGLkFVTLohTnXt+3Ywfkh6iqa8bGvfSMd08Mds1451eQqnD8QPvi4qTnsfWfM5DsKb+4QEAjpFvHWNWAu5a1J95qDMG6smmOhXe+fNas1XmdQv6qumY8/mm54/Pzd6Sq929EYyrRx62cMrKmrlxTRRVXhmZdCS5T6+KKBqzZRc94d9/InrhrkjMMXLY4z3Gcyr65x8kYK/V7ALCU4/CuGgChyMwdiERF+zIVggElDsvdIXNHMKCavpNyzpTtub0bjaqiiz4El7StlDEw+3P5wdkBlRsU9zOTYzg4QDkeXy4m0qCbrD21qMi6UBLoF8rw6rROiRmrzMvrnO6PzbOTnVGK3nItkAtsXZxfU8+fcurq5WmjnUwtTVbsKKjGsu30MPCHiIx3smE7XaXyhUSt4zQwVrJf8isSbWdP4EA9AMRjdGY8ZEJM4oUmubNGwgGunbdZVg2zUUVZ8lzoOQhPukd45HOMsTGHoCQKSkHV68Zo2NyBFrUdusi6tfGyoWxagY4tBysdiYO4oxSDGFV1zfiYkfFu0eieuGlkTMdLGXXDiiunSnAMANAP2WlRHTwegY5ER7o9lOAm61ZPqD+It7LJxOcGcfd7twoq38h2y89ki1K8eY3N/ZETacZTP/GRTM8k+8frXVF5VfFDfik7490juc4wcK2+HFCbNuk8cJMJckUOab3b2zIxygMArqL44CG0AEDScAxJ8eCu5pwvLUlSmdpTIDs2neCq5q2bz0C7rteN0SbNyibvN4p4wI6OUn2wwEXW1uZKYmpi8Mo5qktES+w2XR5q+/caUx2XdvT45extElNFMkrxtTuSbWTkKX8q75iMNMyqqvRzUwgNACzN7DDwGQlhWPjjRIzsz8h4Z6L+yb6exA/6t0qS5PcqcQ2Z7wOZ8/wyyvIvAABCx2UgWU8wKvMc039QS8wkkWW0Fm5Yx6aiqpCfbsaF0HvqdVY1mv5Ysz55nEr/tYYLxtcaah5oknVnD3wBgA++PiuLUvRbFYMXUF7ZiPW7L1HDwBeN7onZ44mMdwHl7mCg5hTy8xsARGL4iDT07OjxCPgMHb2AqAXv6Ky5DECdKxW8RWl9q0x1tFBc0YAHttiiFHMizfIoRfIQDK+AckCS/cNdXhWMy5B3tBrrD1RRXR1P3xCPKcNi5K4OvUTNqSrQf04ZB8Q59bVWlGJ3CwD0xoiMWJ/LeZXj4YIbyhi3OzbyHLrTlo8ugL8TNcBD1ix5hkYVh2/a8T9QLqDOdjmmtLLt4IlSTKmSylTU0mTF06tPOb774IH+rtN8E9G+JPtKEzxyQplygdwNm+e54lltJ/q4XGsLA/9wDyPj3ST1jHfM68NS/jCOn+s4Va4b9Ufli5Vs3/G5BeeOF+AsAJgHYWi/CEbntI71Hw8rR7ReFx/zeVOrw5DlsJ8rl9Lc7fPk4WaBxR8saaBrJ4xGiTYDgagBDbLu7MEvSzeecZDWiukJ8r0UgwhqGe/emBiL6SNigvbY5QhF8h2v4Ngd8JlFJ9Bx8Ee/tBqYZG2EqFkr7zLonLqRBpNqcQ89ZD+cqJVFKc7O7a3q6tDp1JHX5R2zgQUfGvIKqvHud64Z72YkhGHu2FjcmBOnne5VyzVjdKqrd4rvqTIc9VU9fD4E1/NmBN5aizDgHpE9bzpdkP6m8uAFlaxdFhVVVpVZ32udO66tiKBjuuMoQy+k5x62NFkxf6XT/fH8zFRHkiY1t45uLtU5xeeaHmusyNvDwP+eRwkDz47GjJG2MHBmxJpyGs+c+jPGwaEYYLbD4SoypDDgfLFQu1C5/szjYWzrpRt67z1FeYfrUGJrtPS6ZtS4QasIbzuOnxT3oXzgRBn4l25aLwIzkZOX8cdVzr0UV9+WiCS1vRQDBKwwcMCZ8S4ptltwKDoEBBQIFL+0GlzIusOleqxFMR91v+WAPEpxZm5vFwuSCg9qq5nt6oSlyYqDpbV45Qt6xruHpjjDwAG+BR/WlJNl0fq961dNK8+1kubBsXQ0eKxebx2vO2oizpsr0HzTLDAta69M15hQKtYZagDdhOiswFQYEG2WX27Ec5uceyk+dXsKoHR9cKxs867Is8ZKhqNxrZgrjsfh6qBkvFuYHY27c+NtYeBuQCKulUk5n2Y97BwuG93bYOkkUtatw62YYbTFDuyhd+gNP7dbW4gx3FzM5408fmZ/9HsYJtb3PG3S4aKAcf0V5rDgSgch3CAEXvjktIPcFt2UqL2dlJ9BLQz8vpE9cbc9453fm7sCAsYQbEQNdGBQDJkbRIIJJs2YWu9ibZ58L0XdSZqMyEG02gWl7fbvLU1W7Cyoxj+2aWe889yAWMJpxZjdhQ9dCy45JgJJTaEF3fekzoNXmX3ohk5lCOvQgsE3zYKMrEl/NdfKPgnWNIlViZhBS4pVaPKhZykJ+ET6PNID2+LbnA1O98djt6XI+2qTFae7RJQ+NN3ERR+rifiDHEd1vS3j3fsH6RnvZl8bj8y+Tm20x6bKSg0lUUZvIAQzzzGZLlUnf1C3e7O3T2tLIvpW64s8F3qn7DyuFr2KK1Y7btTnKcSjymJvO6fdPjPHvMo1JNUgwUzSdnR6N4ilyYqnV51yfF52T5oHrVDPI6/AFgb+aiEj412OM+Mdewfoepz87nOsXrseqzcWoD5lFGb85A789O4bMCw2sFw/Ap0XwbJwyAuTRMRny5QgHIszqtpou/NfYX3RG2JYRCZOC401JlZ5osybG884IvdWTE/A3Btct+iSWdYqFhrVmPbAtNrSxM54Zw8DH5nRnvGOYZU4v6xF0b9fxAOLtqK6ZybGj0qApfgg8s9YYB78c7z9zkOYEBfiepy0donrI1PMKK+bTt08y7J2y4q134c8+zFyLlrypD1gzcxkRXgX7r3pGVQeD8PtxsMBuo+Tw/VB45LORtJ2cFnWrCkqK8cG0/XB04dSGMIxJi5QbpL80loHUc9ICMOs8b0dx8e1yYKiTRPte7XqrOl0+/fllY1Yv4ee8W7phFhMH24LA+cZq619K2r2foRn/vwNMP1JrHnxDgzrGQq0VmLPm7/B/X/7N1789Aasmz8ELvY1cX1Igta7kwtLPMAiZb3+ZFbeExZ0u6tVDAiuyDudngKpDdovHBY43QlkeR43FdOPTIyPeV/ofOGaTHBufCx1XqIGOrEbRBml+Ma9lCRNHYS8gmq8u8M1DDwn0oynrk/AlKG93FOqSJew6z+foQgj8Nj8m21EDQAhcRhzx20Y/4+D2LHlME7/aggyO/GOQAL+h85M0nZ0WrJ+/TPnXoqrb01Eclw3V1cMufCkZTUpFxi1vlegqs6W8W7x1xddFgztro7xg3ppN6Q2xMoj+PKLi0D6bEwcKN+uyhQ7CLc//Etcg15obZKAcB4zFh2ndAgU+Mv5YVwr5vAMzB4MQzFWQdQ2OMjayrltF49KhDV19eg0kzUt45hmbtlfKUvSNHNCb1sRpbuHnH5qTacVKgFHtxr1iisasOWHKixgZLybMS7euSkvD2RTV7nzz3KyCPtbuqD31OHICFMMLHwAZvzvAHqbatdT66JyqkSYEgsOcmD6ShluOr1qDnfA3BBaw/XlUoZjhiNLz8twcSjXjnjcmbIxscozB6Xdppqs1/6bIGonOp1lXVXXjOc2O2V6z89K9fkY7GHgqhnvRrdnvPMYmbSg6swpVKIrBvfugcDPdiIQrBAETUenI+vfrDwpi1LUZbWqgcMloJbxbmF2NGaMtmW881ZIf2NDA6yIRmp8JNpqjuPrz77AV9+XoTY6FaMnTsUt04aiTzcNU47TrSMQIPCjaylIWh1OslZZRde7nyaPvE8GFXLiWq3nnJat3eWMUlyYHY3po+MMTT9lQ1CRKLIy3jnCwCf3li8Y6pVDkWBq45pQdaEKgBmhF3fg5Z//De8VNjh+3frpSryVMw//7/VfIpcm3bM3r5xys0D4+/n4QJ/rg0eR4BP/Kk/AC8f1ZNbllavwPGdEWSMbTnOlrdUJQdTaCAH8INOeD1BR2Yg7iSjF39+Z7tX+LE1W7DhajX9sZ4SBT/F0GLgWWmGpvwqgEt/+7R0k3v4sNrx/PbJ6mFBffhD/+csLeHnLcjzxUgbWLpmORD+yuASCE4Kg9cGv3SCeMowsTVY8+lGZ47NXohTb3QNVdewwcN0Z77xiGbbgSsxsvPX4dGS1Kz6iksdg3nOP4uj+Z7Fx85fY+dgUzE7RlgZKkoZ1LeD/6AC1SmcIDfcG2ClSWfkZdCovuFbzWeV4p2saY1qz84LDul06IRbD+3V3Br+Qbh0O1wLLy5BfWouVeZfwKiXj3SO5sbhlTJzLbuA8KglZoEEb/W/ZuFnBFUR/4eOGIMMuzbO7NBKGYXpuHDZuOIZDJ+oxOzWGHCrz3FNVD0rXhzdkYKyADVZXDOWSbrAi/ozCaDvEmKjuOEVZrmPgcX0wyrP6FkTtPvzasvYEiisa8MCWiwBs7ocHprqGk7sLh6uDkfFu4Y8SMTKzu58E23RFTJ9YANXIyOyNKOXPpjCER4cAqMbRU1VoQwxEXIyAJyDcHZ5BUJO1pcmKuSuc7o+XZnvG/VFR2Yh1ey5RtdH2jHeO3cD9xk0QgvDIcI5y0UiNj/KfYQsELAJ5v0N/hI2sySmU/U/GFEj3U8yTU4CVq0AFPCJ9MkpxxfQEDEhpJ1COA6Kt2ucVVOOzg1XU5P4yVwdXchPO4B/ig6mLswJTVcDMtxGK3ulpCMcelJZcQD0y0Z0sI9XjcnkDgHj0jY2Qbe7BFfyiBr33D08glZGcIW660+zfG3F96A74YkF5DCbFv6qDUBTjCGDRc8jCkvYOQqxNwakEySuolkUp0rLp8aCqrhnbjlTjwz2MjHcT423aaL83RbsgevBoXB+6Gpt2H0WpJRcjiZBy6fxRfP39FSDuJozNjFRpR0CADUHU3kOIuWssgo2wq+qa8fin5Y7P7kQpOsLAd9LDwKePiEFW38AiNVPcCPxkdjo2rVyJJf8ciTceykFciAlS4xlsXfEffNMSiSFzf4yxvfzBxy4QSBAk7X2YJEmSWhvbCUnnCrtuMKZbzN3D1dQgKuN75oNSh6ti85xkTB8Vx50/Iq+gWjUMfMo1RMY7I7lKwJszg1VZX9+245fQev47LHnoObxX2ABzyjBMyopGTfFB5J9pQq9pT2L5S3dgcJSZPyiGNm6F0oUcj7ENkLXrcuUeJ5thTfUV4+RST3j7eBgrvlyBSipj5srlw6gvSNp3CDqyXpt3AXM+swW/LMyOxktzM2xVVcjakfHuG9eMd08Mjsbt9jBwZb8BR9a2Ata6Muxcvw6fbPgWXx2sRmLOdbhxxgzcfftoJHft4hxPoJM1bxIk2hAEWTPPhyDojkFQkXV5ZSPSXy0CYFv027RgoHOLKwpZF1c04JPdrmHggE2PffvYeCTFdePKShY4ZK3joRdk7ehLkLUg6Y5GCMC4CQyQgSHS51xtpxHdC5+cdny37J40ar4NS5MV+aW1eOXLc1Rt9Nxxtox33UKdflueDYA9FnQBcD30eomeK5cIh0rCBDh27pAkALQZiwl8OTp0nigeBZDuHX44CdaxOw4895JlBVjR+vUo1AKyKM+6CGTxDwSNzvqDr886/MyLRvd0Cem2Z7x7c5drxrsnBkfjntx4jMh01uFJuNMp4feqFy/ABKflCva7J5ggrGj/Q1CQtTJK8bHbUhy/5ZfWYvPBKmbGu7sm9nZviywBgSCEIGn/RQhgu0Cqmfd4psfKzTJ1+O9MJslZRgIgOSuwpor2Py1NVjy96pTj+8V3pgEAthyoZIaByzLeqQXqUMZPTv1Jn61J6fjjcU0YmEIb2TyVGRHByn+rNkU3YmlzjElqc/7A5Vrhcbmw3HRqJjPLl8vqg3R3sFwOun3c9AGaOO83WR3F+RAk7f/wP8ta5zzz9c/OOAh50eie2JJfRc14t2h0T8weT4SBexOd0VUgEDhof8aELzqwYJIk53tfZl3rdcwx1B1qSfmZnXFY1oDNxZHzzzKwwMx4x+qaZyGVeWxGVp2MjclQXWLcEvGDRxe2dB+PTsuaxzrmOR4jag6Vtli3BtdmF7IxMQ5O4hiskN4FPNiWNUuFwCEl0j89NjE/spq5XNuM+StPUX+bkRCGJ6YnYhSR8U4vlzJ3x1G+fBzlTNB8KfFK2oh29ErRSPCltSTZA1Syk0D/nglORQ+fP0EfWBvVcqt4aF0rpHuydjlePnpdH7JjkF1DegXy+rCMI0kCQoQlHdCQkbWm71o3rKj8/I+Y/OgmWLULyzHmN/jiw1lIZ9zQL6874+LqeGNiLKZdE+Nwdfg0Mb43+vIX6YE/jMEX4LW+A8zNJdwdwQEv+6zrcHz/Uf1EDSB6ZD/m1lJbDlQ6kvznRJrx9A0JmDLMFgYuJHcCAjYIkg4ucO0Uw3QDsOraLbG2SpQcsEnqwm9ZiGVzs9HV0ZCyEvnBhPDETGdZAuWVjbhpdbkt492keGcYuL2m3VWgsAb1Wtm6V+15rE/CPSBTzKjUZUatcewUwzxknUoKl3NHOwZaOS1w+NH1mrF6I/hcfMg0d4JBt47jWina4RHluAPhkw5OuJC1pitEz410pQIFRRYAkRgy7lqMG5nurM6zKESZcp6+aEHhr7O0VR3+4kJgwM+Hx0aAuQD8Cl52oYhk/8ENqmVtfzM7coa4BQlNJYfwVQsApGPikASP3KdKS1pAoDNDWNGdB6o+65ButlzXhLqPuSJNwlaiBedLS1AHAKFZyEqmOTVkFWxQrryzcm7wuCkMvB1cjtmQuoFsmKdvZ3tU74A7JjmHZ8FEnm+OmY+LekLv+eZRnPEod9qItpTuBJ3KH0+B+czoVIPQjl8QdOeEphjM/UWKepwqOmH7c1Am0nu4kdDeX/wEniJqvVAeP0Na51Holl16GSbwjYl2bvQStb/cbyoQRN15waXcDekWp79l6zkUbD8PAIgePwApYqtsAQFDEETducEt3QvpFse//ZcJkM6XYm9FG4BIZIRWo+DAIZcyDkh2oyYCidkZSOxqsn/NrsPzPdkFx2q7vIy+qatrY5TyKkEx5DTep+kyCailebX/pnR90I6HGVyi7IMnUIcFhpuG6xzxBMKo1OW6HcioQp6cJow2RTCLgB2ycHNeaAfOtKF22xJMfnA1LHoajpiDt7Y9ieu6O+9utXBzPWBK3VhhwXpDmzm/93pSfhZ4faWkdI38HsT3DOke2T7reLhCrHVCd5Sn7vB3eRndL343w+SFTlqAhFtBMdqRjk04W1Kij6gBYNRgZEQJf4lA54UgaAEW3I5gVCXstioc29++uDjxeWz91wwkK4XFjGAEJRyWC1lGLaDGgKuEaU1qV5VNj5lTa4aoRCL6U+uLZw5k2ECnFORxy6jmDyGvoadmEDyuDw+1r1qXdUFZzTLGLUhaQAteCTeXLOU4/H0NgFBkThjIDBvXBZLsvRVcQLbJ2KaMBe6gOxoZElNrCZzko9Gm16Dsq/2zSVLlKGdZbyguvH38rPtNzTDgPE6xaCjAC6+QddvZEzhYDwDxGJ0ZDzdEewICQQsRaSjgDgyRNd0VYkXtqRIcAwD0Q3ZalPMnjkAL9o8qgSl6g1HcCcbQqMNyCTBdIkpVgZEAEZabQtGfbnBM8SXC+UPbVFY5ZplbiwNG0oRzXQc18LiytNx3ENazgGdgeDXP9Ua8iuL8Q2gBgKThGJLCsb8h14PbgRELvEExCgme5pCVfng9ASl6y+sFl+tHch4DGbEnK+N++7YGwHcuWXXdhZYrS+vct/8ufNECnoJHpBcywpYuo+zgBQBA6LgMJAsfiEAnhDksVljUAh6Fx3zWDpdIzSnk5zcACEVydD3KDh6SvxEo7gibGsSM6NQsZMaFqYhXXf+UlVRTifB8ryzGmMp3GLw1Dj0WqIn8U+njoPyppuLRu5DKU5csotc1ZfD8CitawJvw+AKjtbwUu1sAoAUn3vs9fvoeb82xeHbD/0Mmb2Q7TT3hQZWIN5L7+CW85Sogy3hbxcMDbwQaQRC0gO/gYbJuwbnjBTjrTtWoTGT05fBvCwh0MIR7Q6Aj4Fa4uRqszZd1hdTSvma6NrTcIGrluXJSyOtSD4MnqENSuFBYahDiIJgqCU8FfKiVp5xXWTGjgSxujlV5ZzIVOhz3G+9pZf0gCFqgo+FxsgaA1iYnYavttuwYhKIMlcQU9fUSCE9uEK66jOPhHo8WMQJc+TN0H49OwmRtccXc+kq1MZ19swKSGC9c1vliXTdWxCxth3lB0gL+Ai9vmCsgEJgQJC3gb/AKWYd0jbVZ1wA7YMOkWHciFgwdIcx6O9bSvboJk4mx4EgunhkA0ytjRC3hDjh8BSZAlv3TY/1RrFqjIO8xpVKFdQrFgqGAv8IrbhA7XKIbGQ+nbFqqdH1w1DcEnjb1htHxjlNWjvSP0DRwYDOMp1xFLBeHzjUI9b6dH6Q2ZyG+1Kb0gehOu0pxRYmc0QL+Dq+6QbRTqQoIdByEFS0QSPC6z5pJ2GpWGVPq4UMY1R/zhJozKwcIDBynR+dzOk+ZIGmBQIRX3SAklJI+rl49qAZhgaWq4Np9xIhbRk31wlPdC2oQ3W4QlwYo5SSm90Ku7vDGnhOKfsWioUAgQ6hBBIIawooWCBb4jKwd7hDSxeHLkG4vKw/cCqV2wxr3OrTGpDxOPWPiCUai9cdTjigvCFogGOF7y5oVqUeDMorQALGyBB2eStIkOf6n4BQVgmJ2raaacRM8ghbV/FmSaxllcInqJruOD9pj5Yo8pZwj4eYQCGb4lKztD5NQiAh4EoKkBToDOmQrcXNYrDNNpdZ/HQV/GIMafDg+Ve9F+xi8lkZW4ziFy0Ogs8BnahAa+CxsjmARHugNQNHZpqFpv0q7usfKcqHwqFtY7bDgxrGRt5uJI2+5SKwkIGBDh1jWAgJGIIhaoDNCSPc8BV+rW3jgjkKlo9tnnENB0AKdHR3qBrGDTKnKmxuEOVNWC/iwF/FQQA1zPD7wI/MExbCuLE95ntS2vGC6hVh9t49PELSAgBN+4QYRSXQESIjNZgUEXOE3bpCQbrFobQwSSZ8v3A/eAI8rR6+7h+M8CEWHgIA2/MINooReHTaXS4D4mskfet0jXshVoqzPdGVwuBbkFdwYhxYUfenNdSKsZwEBfviNZU1C+RCLIJrggiBpAQH98AuftRYC4uH2u/mJ/0H4ogUE3IdfukHUoJkb28TwQeh0Wcg2bSWLcKgkVINiaHXUUsHKOmeU4VBYyJphbcJrVDHDKCcIWkDAOPzSDaIGkV8kMCAIWkDAswgINwgN/kwGMouW8XdATWdIaAzc3DVWqDsEBLyAgHODKNHadJkvJSkJjWAMQKEw0RnUIRuOwm1iyPVBFte5UwxPbhCenWKUrhJBzAICvkHAuUGUsAfUWJuEW8RbEIQsINDxCHiytsPcNVYQtk74sytJQEBAjoB3g6iBXIQ04jYgoTdnhqw8LzwUkMMaU0g3QdICAoGGoCZrO6zNl4OerIWVLCAQ3OgUZK0GmeskQMhaELOAQOdDpydrLch2ZAfYO7cA+pUoZFVhHQsICKhAkLWAgIBAAOD/A0XEfEoMKX1vAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/645.jpg" } ]
<image>Find the perimeter of \triangle D E F if \triangle D E F \sim \triangle G F H.
D
65,093
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/646.jpg" } ]
<image>Find the area of the shaded region. Assume the inscribed polygon is regular.
C
65,094
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/647.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/648.jpg" } ]
<image>Find the area of the triangle.
A
65,096
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/649.jpg" } ]
<image>Find the area of \parallelogram E F G H.
B
65,097
null
B