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5539
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CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
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Propósito
<p>Construye y argumenta un criterio personal que le permita valorar su trabajo y el de los demás, respetando las diferentes manifestaciones artísticas propias y de sus compañeros.</p>
Motivación
<p> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQ4AAAC7CAYAAACUwXDXAAAgAElEQVR4Aey9B3jb1b3/f+TtbBISyB6MztvbcVtGC2UGQvYCwl4tG8osK2Q4O473lCzL204g7BDIDtl72vGesvaWLA/Zfv2f85VNU1on/d9wn7b3d/s8n+erypHQOOelz3wfEZalQxTk0i8nF1GoQ+RpEZp0Ji5NQnfzOnaMj+HM8BjskTF0i2WKtYUuwxu5HE/UchDLLtEWUj90CYjlrP/lCi6LTUQUZwdNm4bIzfq3NlWelvPt2/eTo0HkaAjPzCRCrSYiS0OETktkro6Iwlwii/KILMlHpKYjdLmIrGyEVkdoYTFCrUUkpiCycwnJySVMl0uoLpuw7GzCdVpC87IJK9QRWpzzb/3ZfftZXcIaUOlyUOXqUOXkI7I3I7JOoFLXI9R6VFl1hGjrFZO3xbdWi8iqRWjl9fz7//a2Sl3Lv7L1iz9NeGot/eNPMDztHKPTz/Ha58ep6YDr39Qg1iYwUPMxkYnZDMxNZeDGQkTWB4TkfEB0UWLf6ydcm6MAI1IXvMpFLrIyGLcimYw74jl7eQzN/WNoU8V8C4hO1TI6Q5fTFfL9gKN5sATHMj776XLGL0sgtCALUSg3yv8ucPzVRugBhwLJomxEvgSkBqHLRGSlI9RpiMxURFYmUQUSDFmEZGvoV5BHSJYakZpMRI58XHBjhOToCMnVfmuqvCxC8rV9f/GXsBn/6n38qz9PTnYPOAqC4NCcQpXZ2Dc4NLUIaRIciv0tLM6Hyb8yNORrE4mnlfcanlZKSMJxxKr9PLfpKBXATTGFiFgdgzK/YqD6Q6JzUwgpTEFoiwjN3UD/kvS+109kVhAY4TodIl+rLFAJjitiU4mdmYQzIoYOBRp/AUfQy5DQ+D7A8T62/hIcMey+ahk3vBFPP52G0AIJjgu88H/1Bdvz+nq9jb/abL3QkNf1uYiSXESx9PhyFe9P5OWiyg16E+HFWfTbkENofiaq7FQi8tWE6dJRaSQ4MhDyc5KWHzQF/PJ5s9VB+zf5nP7q8/k+X/O34ChCZG9FaM6iytR/Cw7paZxvCjQkONQ1QesFSR/Xf3VwhOfrEfk2hKYSkVqKiD3Ca3sqOeR28eNX4gmJ2YCI+ZzI9M8Iy0lC6FYgdDpU2flEFl5g/0Up4MhWXF355YVp5aLLZEhKBu8+lEpAyE3da0vpVi0lELIUvoXJUhCXYovwR8jnX8qpK5ay4Il1XJ6hJiIvG5Gd0Tfxvs/F9T/4XKqcLM43oZNexV82dqQuD2kR2bmKSQ9Qho+9JrJTELnpCG0KIisZUZBF5IeFRG8sInpDAao8NSJfjSjUIAq0Qc9FgiMrA5H57++xfR9AUUIVXQlCuwOhLkeV2dwDjvNCkfPBkFmD6LXz7/83vD2wxIrIsSIyqhDp1Yi1x1h6uJFjFhNzY4uZsGYL4oUSxPL1CF0ComAZkXIdyXA4N7Pv/ddPk4OQrrJOq8Tc0Rq5sNVEaTU893wm3vAldKiC4JDQaA1biidiKe1hMT3wuBRoyMcupjtMXpfQMGAx78xYy9ikzCA4ci7wwv8HN/v3sVh7n0OGGL1hhgw1pKm06m9tcGYWg9Va+mu1ROuyiczPIbQoF5X0QtbnIT7IDZrM++SqFTj021hC/w+LEdpMQtWJhGQno8rPQBRlBeHRC46Mf3/w9n6O//2rJhiq6DYgsr5BZFajyjD2gKM6GI6cD4TMGlQZNYSkVSv2LUB6QfLd6/mP/Re8HZleg0hqQMSXE5ZYgXhnN+v21GBy2NhV386ru4wMe2cT4q0CREYSkcVr6VegRqQH11qfn3v/rFxEkYRGluJp9MtQo5ILr0DLg29raRgUgy0qmOMIhCyjNWwZnohltEQspz3sewhVQpaAaintYjGOkPdJ/91qro5NJ0y63vLX9N8EEH29zl5Y9F7Ph4bMX4TpMgmVgJRhR660dESe9BRSEXmphKUmKBaVkkhk/Dr6J8QzWpPFyLQMxHvvExW/isiUWMKzkgkpyERVLL0OGeZlIdT//uDt63P9x+/vAUf2RkTWPkRmHaoMcxAc2sq/5DLkpj8PGqFp1YSnVv/F8/guMHr+/796qBKVXB4Ex7pSBiZXM3DpQfKONmKsLsPaBie7YV7hWcRbJYh1SUTlJ9I/Rx30OEry+t5/AzQ94JDuszaDAWmZQXBs0DFzqY5Tw2NoHBiDP/QvOY72kGUKNDpCLx0cgfCgx+IOXYRfvMcH/7mSH65JJ6RIF3S//83BEarV0GsyqdlrKk0m0kR2PEIbj0oTT5Q6gcEZiQxPS2JUajJjUpK5IWENNyfHMS1bzfxcHY+VFPPWtu28/fVWHszQMGjpIgasWUF0WhwReemEFmejKgomTIVWein/3lWpS3/9mUGPQ4JDcwiR0YAqw/rX4ND05DMyg56GhEZEStCk93FB+xevqkSknUGlMyGSztE/rYqxKWVsqnNyfPenVDRa8eFn2e5aohd+hFiWSj9dJoOydQhdftCh6Gv9fAuOHvd2UGomIfIfb8zh7lW5HBoVQ+3gv66qKMlR1fdTVemIkkBaiiNsEQHxLpt+uIIfrkpDJcFRpPm3X/gXgoYCjuV/RqxZxJWp8dxYUMCjX2xl0e4TZB6to+iMiZNtLs62e6ijEz1dWOjGA7QAJ6tqGPrO2wxZtoT+SWuJzkknolhHaEkeqoJgcvXSN96/O3h6wfFxDziaUKXbzgNHDeI74JCehgKO5J68gMwN9GH/6h6HiDtA2Ho7IqMcEX+Cy+IP80WTnQPbimiwOTBa95O4u5RB721ELExnkDaXoboiQvNkMlnm1/r4/mXirjcOD8vOQlp4j0Vqs1g8Yx2W6Bi6xPvBcmzIKoKeRgytkSu+LdH+d/s5WkMkOJZjHhR8rtMjlnHj86sRmcmIDX+dWDw/ydh7W8nNyP4T6aLnaQhNSlBc+ctTkhmhySAqIZZBBRoiCtIYsEGDSF9FSNoqhG4tIR+kKPmcsAw1A1PU9E/KoF92DmE5OiLz84iSPRIZGUqfhfwsInOCfRIy3BDqdER6CiIjgZDMBCKyk+gv6+AFqQzKS2JgXjwDcuP4bX4RN+UXcmdhAXM/3MAfv/qMhQd3k1R+HF1TOZtMZnY4HJxqa6WpBwoddNIZ8NPV5qGjA9ptetosdXCqlq4jh+k89AWuTz6lCdAlPcNDr8/hhqUvM0wdiyjWIDTJjCzMI1KGO3198f+v3J+3FqErRKXeg8gsDeY4NFWosmoJydITllyHyPMh0ir5ZfKXlBxt5JAeCo8ZUB86QczOJt74spqH1p/hFu0hfph2iCtTjzEk4zQDNOcQ8vGpjQiNifBsC5FaC+EZzaiS6xHxNYjkClRplURkVtM/q4YB2ZUMyCqnX+YZotJPEKq2o1JbEBkGREYTQt2E0DYhcmU1RI/QuBEZNkRKMyK5BpFaRUhWNf0K6hmyvgmRcg6RVo5QVyDUVYiMOkSanqhUO5eleRGJhxmYaSAiw05I0glu1W3lRLOLTZ9+xv7S4wQcBhZvOYnqPS1ieRyh2uRgG0RhARGyPaCvddK7Ac+HRy845PWt+fHoBy6jsxccqpXIBjBZPm2P+P7AYRkQDHtKh8Vw91OrCUv7B8GREodIW4fISSGiRMuIfC2TtBpGx8cxMiGOAYlq+qVnE5Wto78mixHqbC5PSefKbB2XyZ6VkgzEBlnS1CJ06YgC+WGlI3JSiZDJRqWnIhWRnoBIiUUkxyr/vfCMOCLVCQxLSWBsajI/U6u5O7+AP376BSt2HyD/ZBmflTdQZfPR5GrD6e+mMwB0Ah0BaG+DVj+0WsFvBU8zWGug5hic3Ennnk9o37Yed+pijO/dz/Gnb+bE7b9k7+1Xc2TqKM7c9TM8x7bQrl3GF1OuY/tLj/P2qjcYE/sm/eUvhYTaxqK+v/i+FsT/tvvz1vWAYy8i49zfgGNQehVCZyE0/QxPfn6cKncnXqCuFZq626mzO2jwtlDb0c2Zdtju6CS7ys7iA1W89PVx5mQe486k/fx85TauXLyJqMWbUK3YgUg8iCrjBEJjQ2RaEGlGRGozIlUCwoTQ2hA6BypNFaGaasXC1BWEZZQTmlKKiD+FiDuGUB9CZB8nIvcc0fkNROc0K2AS8Y2I1XUM0NTRT1NLZFYtETn1ROQ2EJpdj0irQiTK/MZh+qfrCUszE5p0nOkleyg1e9j8+RfsPXmUDreFhVtOELo4B7E6kXBdMiJb7oN8wmWuo6/10AsOeZXw+K7X8fTjiVQNX0GHWKTAAtWKnnxHDIGwSwdHb2OZo99yukUMdYNieOzeVQxOTFZ+Pc9/fX/v9ojCXFRZslS5DpGdyGVZqQo0ro6N5wfr4umfqUGVnkZkjpao9FSuys3hmsxMfpyrY4IuA6FLIfKDPKLzNfTTpHCZOolBKWuJXreUEep4hq/XMnFDHtd9sp57v/6Sd/ftJ+d0BdtqjRxrdnPM28mZlm6q2roxBcDXTfB/nV0QCNCFEbqboaMenKW01XyD9eCH1G7KpGx9LDVL/0DV+49S8eZ9lD53Dycf+R1HZ/8nh6ZczcHbJ1AxezyNswdRM28Q7mnjcD0wHv38aOonXw5n12OPeY39o6Px/HYMux65jnkvz2J05lqELKuv39D3F9/Xgvjfdn9eIiK7GJV6/98BRyNDMsqUX/GI1TuJ2XUaq8+N0+nG7HTS1mEDbyNd7gb8zjqc9nqsjiYsbjNmvxNLuw+nF4xeOOeGbeZusqpbeOeImYe2VDP1s1IGxx6l/9qjRKw5gmrNScS6s4ikWkS6LAkbEdnlhGRXEJZTo2z8SF0jkZomwtPrCUtrQGgPIrIOIdTHEJmnEemViPRGQtKNhGbYGJBeTXRKBdFJZfRPO8eArArCs88hNCcQafsRyUeJTK4nJFlPeNJhnvj6LDUOPzs2fcnuowdp9bt586uThC4rQMSn008m5uW+yM8jTOY9+1oPvX/o3ZTnw0NCZO4ryRwfv4JWxeNYrMDDEyavi+kKk57HpZVjO4R8rqW4I5fSLZZgi1rCkskrGLM6AVEkE7UXDlciUzODTWslOqI35DGhpIhrktL5RVwaP42JZaBmHeHqlfTTrWVg6hJGr13ItaveZWLM64xf/QY/Wx7PbeoCbtPks2D9J7z+9S5W7T1KzDcHSDx3jn3lBo7UWSg1OWh0+7AF2mihjXbF/OCzg8cCTj2YKqDmMIFTX+Pb9wHO7Xk48t7Hrn0LU/JLGJY/Qf1bc6l5fjKVT9xExcM30DT7hzTMuIqGe8bTMPlKmu8YgeWOy3FNHo73risou2s0jTOGUjFvGNaZ12J67KecnjuEfbdcgb9iMzXbNnPyz/fR9MhVnJkxgszHbuOHK19DfFGCSNP1/cX3tSD+192fhMjegCrzICKj4jseRyNDcusJ1TZz+br9ZJ9qxOG20NxQi6G5AZ+pEpvNgsViwmDQ09TURHNzMxaLRYGL19uCxdWIzWPA7rNjbfFh9Xdi8oHBC00e+Fzv5YN6F+pzFpYfbOT5r8qYVXSIG9O28x/rNhMSd0Tp6AxPKSM0oxqVpgmRZUCoTQi1GZFsQKQbUWkthOVZCck3IvIkUCoRmlKEtk6pFIWlVBGeVEFEShkhaacRmmOI7MMKOMKSalEl1BEVv5+3jzRhcLWzb+s2dh8+hLujlWc/P0rIyiJC07QMKJBNX7IaJ7uV/wFwSID0btLzw5bfxaSz+8er8amkxyE3+RKcoT23lXLspYGjSyxWmsxkf0inWEyrajH5v1rOT5bIZpSMb19T72v77lWk6Agr/lB5o+EaNcPWJXD1ktXcuCqJ3yxezdg33uYHy5fz68Q45uXnsCAxiZUff8yS9SVk7NvFmSYXZb5O9jtc1AbA1QF0gdvfiVP6DgEfBLzQ4YAWPTjO0dV0GH/VDlylm7HsTMXw2Rrqst+kYsUjnH3pbs48eD2lM39K6ZRrabx7Eg13jqf+5itpvHE45hsux3vTlXTdOgbunEjrvT+kZe7VeGdMwDNtDN5pV9I+czTdc8fDvRNpn/pLuqdfhXX6OLy3/xT73F9QNWUUZb/9AVQcwd0CdU1Hqdu9hFOzJ3Fq2k3c+upDiM1aItP/b1ZF5KYhtB+hyjwcbIKSJVclx1GtzKgIjWwptzI+9Qwf1fowO62YbFbcHj+tpmaavZ2YWrqxSvN1YXO1Y7R4adbbaKg34e3uwNnmxe60YTXqceobaW1uAosZbFY6W/V0tJnxttuxtXuo9/s47fax3+pll8nD+/vcvLjFwKzis/wibS+j47YzJGE3A9MPMlB7gvBkI6EpRkJkmJMuW+UbEFn1wTmanFpEQQOi0KBAJVxjCuZWEsoQKWeCHkrKMUISqgmJq6Hfut3EVboxOVs5vvMbDhw9QXNrO/eV7EOsLCZSo2NwkWwHkL1cOcEf5L5+SHo9jt5r78bshccPkrV88at1OEODTWBdYim20KCXQMjKS06OdoklyASpnH/p6PFe9ly1kuvfSlS6IntfT19XCY0hX2wiJCOdHxXkcUtaOk/nF7Biy5fE7t1KWXMbNV6o9nQpUCg9UkbA4KT+yEnarVb81OOkmTqqacEAjnJwNUL9KTobT9G0P4uGLclU5b/PuVVPU/riLErvu5myu3/Jud//mMN3jeTI5JGcnHwl5+4cQf2dV2CafCXOu0bhuWs0xvsmYZI2fyKWueNwzB2LZ844fHPH0jp3HN751+KeezW2GeMxTx2NaeqVmKeNxDZzFI7ZY/DedRVtUy7HOusK2u75Aa77f0TDzGFU/W4MHPgYezmcrKilhRqa3nwc75R7+MNLcxHatxict/7/PA4Zp2s/QZVxLFgZ+S44UisQKU38TFPN103t1BgaaHZ5sDo7cNUZsdocWKx2xcuwmi04LGa8VjMtdiutdhumGju2BiduowuPzYHXYcFla8JqqsDUfJYur5kOtwmP04DNYcbgtKH3eNH7O2hu68RmdePwtmPvhEbgSFs3G5rtrD1RzlvfHOG2jSe4Lv8Q16Ts5vKV2+m3eAeRSw8SvfIsA2NlsvQAIk2GJRIWstmrDpFYS0hSFWHJ8r2dIDSxhvC4avqv3kpWUytms5tzew9yqrScMo+f2zRfI5YVEqXNZXBRarATWRcsEvRy4W+uIi8Lxc4jS+8mlfC4Qqfjg9/G41D6LRbTKZZgVjwOCZJLB4f0YII9IjG0K+BYQvWIldz2WiIhebIZ7S+e0N+7LTISGVisZZw6gQxTHfvseswdFoyBegUHgc5KvN1luLpO4W0/RNWpHFr0n3Biz2oaqrSccazjgD+Bbc41lOsT2BU3m8q3Z3LkyZvZ8diN1E25mtq7r6LmznFU3zaGuttH03THGMx3TcB6zwSYPA7umQizr4X7fkTnAz/Bu+AHWOdPonneeKzTx2KfOR7n7Il4507EN2+ScnXPHo9z5mjsMydhnTER68zxmGeMwzRrPIa5ExTQSOB0/PF6Wh4eR8MjI9BPG03ZrGGcnRnG6d8OwLgpAWNDM8d3HKGNbjj0DS3PP8PbL81ArHsGlWyzPu97/X/yttJm8HkwUZkum7zqzvM46lAV1BGWVsf0DUbOyRDDXI+91Y/V2kprnQ27qRGXtRmf04zfbVXM6zDhtOixGRtot3lptXnwWV3YrTYsNisGm4VGu5EGhxGL2YHJaKNZb6ZJb6Kh2USTyYpelkKdbjrMdfgMNdgaKzA2VmM0NGB12ZQQwi9B4vWy39PCTkcbn+pb0ZW3sOagnbe2Gnjpswbmf1TGb7SHGbx2J2LFXkT8GURGLeEZtURIKKaeQIYqUQnV9F/+JYWmdpobzdQeOk5tnZ6DVjc/j9+IWKQjUpvNkMKkYIEgW0do7gUawP4eOOQC692kg4tyKfp9ArYIGZLIsGIxpjAZqnx/4PCGyueOoa1nJkaWZu9+JVHpqOx9HX1dhWYFAzXLmbTqNfa36mnrMkNXPVbjFpodmzjbsozdtjfZ7XuD7dan+bJsNkeaH6bk8PV8VHUHW+vn8KXtAXbYH0df8wz7XrgS05wrsN4+lObbh2KcOhTLjOE45ozEfe84PAsm4Lx/PLb7xmKZPxrbg5Mw3z8Rw9zxNM0ai376OJpnTMQ442rMs36Ac8YkBQ722ROxzZ6IZc5EzHPlv5+gmHP6eBzTxyseh23WBMyzJyh/l9CRZp/5S8xTRtIwbwzWu6+hbupY9DMuo+43wzHqVlJBKfs2bWL/yQraAy5Kl/6JV566lYEZf0bkf/p/4JCjFFl9gyMy9wzha46wYH0tpnZwWSrxB3w4zC4werDabZitFvQmIw1GI7UmI3VWM/UOBw1OJ3p7NXpbDQZbIya7GZtdJlfb8bi68brAbnHjtHvwOjy0ON34HTa8VhMuYyN2fQ2mFgdmnwObx6XkTVxWDx6DB4/ei6fBTZvZRpvNgd/losXvxtXhwdbtwYQHAx7O+CHpqJubsg4SsWqLUn4V2VWEZVejSj2DSD1FeEo9/ZKq6b/sc0rMAZpq9TQeOYW+2cLOZgfXrChCvJetgGNwQSKqQjkgqSMsL7/v9XOxX6HhulweeyqZ0uGyghKDJyoGS3+50Rf22CXqcYSswBOyhBaxWJnC9YslOMKWkHbLWoZlqhGfxBOlyWdwVooy9is+/JjwQi33rP0zv0l7hylPP8jSHWvQOlfzmes1TjU/Q1n5w+ytnsPnlll8bnqATeYFfG15kG3mB9hmuJdtDXPZUjOdryunstf/LntqHmGn9zF2Wx5m6+tXYps/Duf88TROGYhtzoT/UbPOHs8Fbf4EGudMwDfjWvR3DKX+/lFYpo2l8vdXYUx+BauzgUM7y6kqO43Zp6c6cxVx86/jyjWLEZ/L3E8fDTw990sJA1Vh0IKzLrIEl4bIS0cUqRF5soswD6GViygbUZSmlLAjCooZkv0FojgHVXE+ocUlhBeUEJFbpAzohaano0pLQeTnIwoKEAWFiLyC4HNpshGpmYikNMZnLkXkfYwojGdgchahhV8g8hYSnZtKhLrgoq//Yu9P5BUisr9GqE+iyqwmRF1DqKYyWP7UNCql0cEJh3hraynmbrDbrTjsVozGZqx2Czab7Z9qDocDaXa7XXkdMjFrNpsxmUyKOU2lnPG18+x+E+HrDiCSy1DJ95hWQUhyGUJ9EJHWjCqunp8lbmGvq52qShP6ymbMFj059Z2MWxhPSGx88LvO1SGyNIq3oZLfe1/rp88/9DxgQF4O855P4diYIDhkEtMVJcEhG8IkPC4RHLK8q8yqLCEge0NkhUW1GO2NaxifkIFYn0T/zGIGaDMYkp1EVE4+N61bRuFTs9jw1D3se2QYdV/eQql/Jtu67+BL3118bpvJB22PUMTz7PH9gT2ep9jrfpJvrI+ys/kBttbM58uymXxxehqFlfdQvO9XbHbO4EzXixyK+Rm1k8djnvYftD34u/9RaEgoXRAas8djmTf+W3A03zm8BxxjqL55Is2xz+FwNnB0bzWVpaewevXUadeReO/1jF62EPHRPxCqaNIQmjRlzECZD9LJ5jbZGJdJpJxVSEskIi2dQZnZDMrRElmSQUhJEmE5yUSr05UFJsWEhNQGkUm1/CRE4RpE0VJEyUL65aoZpEtglG4pP815hduLnuThjx/g1a/m8/72OfyHbiEidwOiMJH+KRIcnyHyFitdsGGa7wMcxcFxegkOObz2N+AwMDTxIAt3VmDuBLvNhMsmwWH8lwFHLzSsVquSazkfHF5DKWXedp7ZZSAy9i/gCEnvBcdhpX9EtaaK6zN2cMQboLxcT/XZOiXnkl7uY8zCOEJjk4LgkFPp2qwgOHJz//vgkEIzt76VxvYfrVY8jm5Z+VCmWRfR+X2AQ6xQYNEtZDk2mCBtFYv58Oer+PVi2fmYxKD0DYTlaBmQk8JQrZqHlj5L4/Rr4Lbh1P3XCPTrbuKM/n42d9/Lxy33sll6DuYn2e5+ln3Op9lt/QNbGx/ns7MPUvDNHFI+nswK3Y0sSv0Vz6feyirtzRRVPsg39mfYs/Rq6qcNwD5/KK4HBv3TwWGeM5qm2RPwTr+G5ruupG7BKGzTxlB3yyTqYh7B56jnxNEGKk+fwO5qprE4ldT7b2DSwrcQxRcvx/YrkVO2stFNQ1RBPgOKihQlsVBNFtG5eajykojSpTEoS0t/XT4huXIz5yK0WkSGHN9fh8hKUPRBItUp9M9IYnBqLEOSl3NZ0mIm6x5kftF9vLJpDqn7p7C1/BZqTL+h1fuf0PEjJq//E6HZeYiCFPqlqgkt/ARRsJLoHA0h2gv84vX1S/g393+A0G5TKgx/C456pWNzeOIBVuyvw9TR+R1w/HO9DentSGicD45eaEiwSWtrPEe5I8BTm+oZEHsEkXxO8ThUsps0qTRYlk0zIJadYWrhAc62Bjh7qpIzR8pw+T0sP2pixLvrCI1LDoIjX3ocahRhqLwLVOUu5nGI9Rp+siKD4hvXKeCQnkanSupxLKFd8Tqk93EpJrtSg2VeQpYppdkusZAdVy9j9ksJRGevpV9msaJSFpKvISxfx5R1z3Dy/pF0TAlFP2cip+J+za6q+8kzP0zygQVklTxGatwDrF08h8ffWMAjr8zm4Ven8Md37uKduNlkbvwjXx15j8M1a9njWssJ49sc4A32tTzPgTW/oPqekdhm/YDmu8f+08FhnDWSptnjcE27luYpI6lbMAbHtNE03zae8j9Pp8NSxamzzZQdP4LDYcC0KY+sh2/mp6+/1jNte+FQRZmKTktCpCYpXkNkYcG3MoQSIuLjLERRBiIrFZGWiUjLQWQUEK7NY3B2FqGJyUTFrWRE7Jv8PPlp7i98lOW7H+Xjmic56HiaJsvvMNpuxOm8Dp/nZ7S7r6bNfgWtpmj8zSE8vfkx+svu3Lx0otI1hBR+iChci6JIl32Bhfs3gOjjfeZ8iNDuUtrNVRl153kclYRpJDiaGJW0n+STzZjbAseVBMsAACAASURBVDitJtzWXo/jnw+O3lCp19uQIYoEhsFgUKytrpJKa4CHNpQzZN0JRFK58h5V6WWI5DOIrJPBbtXFR3hy8xkq2/ycOHycI/tO4O5s4+Vt5Qx+ay2hCenKMKBUlJPgkFxQFVzgh+ei4ChKZ2SKhqRpST3Vj/cUMR9CZVghw5VLgYZ8rJyDkYnWpRC2PCgSJN7j+BVLeOGBWMLyliBy8hSVrIicPMJyPuT6pLfY/MRPaJo9gopbQzi+eDRV+vlsdd1P3LbrSfzwdrK2LaDw9PN8fvoBvi5/jG8aXuCw4c8cMbzLgca32VXxOlvPvELOoefJ2TydvOo57PY/R3nO7Zy+bRBNd43DPuPqfz44ZgyncdZYnFOvwThtHDULRuOaNhLr7eM48ewNdDWd5VRVMycOfqNk+h17PiH/iTu47oU/ITQX0Izs2Xih6wsRBTmKha0vJKQ4H6HLQuRoCS3KR2woQlWUyrCc95mge5Mf573B9cWvMnXjE9z3yRzePXgvcWcf4CP9gxz3zMPgvwmPeyx+g6ClRoBVgFnQaRC0GVW0WfoTcF1Jd+tVEPgRa/ZN5/KMtUqYI/VXFU3VohQiswuDOZV/FBB9/bucT4I6HBnnUGU0EJJZ25PjqCRM6ommNzA+cR85FXbMPj9us0EBh9loUkqxvRv3n3WVwOiFRq+3IaEhG9Gk+eoqKbV0MVN3kiHxp78Fh0gr7QHHWURyM6EL97PocAN1PivH9u7j4L6jOLoD3LfhINFvriEiOUtRnQvNl95kphKqhlxIs/ai4JCDW1ot7z6SpmiPdom3gx5H+DICSlPYpeY4ltMlgoNuRK7umYNZSM2AJcTcvYaw3KWKrqYo0XF5Zg7D0z/mltil7Hjwd7gn/xjvg79h36tXc+rEPE62/pH99sco63idA50vsKF1AUetMeyseZv1+58l/oP7eDt5Cs/F3MYT79zCo2/ewqNL7uCttTewZt9dfGZ9hMrimzl9VwjWuUPw3Xf5Px0chqlDFXDYJThmTKLm/rG4pl2B+86xHH7oRwQqD3G8zsDB3VtxG/T4T2/jo2enMfnZlwnNjOs7Ru3ZaEM3ridSxrUZKYrOaVRxHgM/KkElNV/T4hkVu5TrM57hyY3TWLf3TjZWTmG/dTI1vp9jaR9FqzuSVmcUHfb+dNsGgW0w2AeDczC4BuH3CFpcAp9d0GIJocUUgc8Qjd8wEH/zYDacvpkxqUsVIakwdYYCq/BiNZHaD4IarH0B4R+9X/dFUIcjowJVetPfAUctVyftYWODH5PHi8dkwGuxYjZa/iXAIZOh5ydEpbfRCw29Xo+toYZjNrg18xCDZDI0tSoYqqSWoko6hcgqQyQ0Ef3+HtQ1Dqps1RzdvZ0jh09i6gxwS+ZmVK+vJDItWxG+jijIRyXBkZ1GyPpL8TgypLiHjmdfyEQOoPnEn2mT5dOoFXQr8yuXBg45aRvUNF1Bd/QaRSBIJl0N4YtI/u1KxiSvIzyrGFGi5bKsdC7TFHJD4ttsf+gGOm79KWV3hrDlpQFUNz3OHsfzLNLdyJvLbuCN5XfwSsI9vLp2Hu+k3MeKvPtJ3/QghYce5ouqR9hpeoR9zkc55F1OqfNVtnc/wZbWB6nacAdl94zEd+8NuKdd/08HR/OUQQo4bPdcjXHWNVQtGIt76hW0TB7N3jljCJzexdEGPXu2bMLd1ESg+gCbXprDnD++TLR63UXBMSw5CTlJ3C8+lpA1K4hKT2R4SQ4D8jIRccspqYplV/NT1Dl/g69lLB2+K2mzDcLfIPCXC6gZCDWDoX4w3fWDaG/sh1cfisMgsJsEFttAHM7B+L1D6Wy5DLyDwRFFl0lFh16wp+aXTEp6R9G5DJGKZkW5RJXI0uBHiILvQYhItwmhOaB0jarS9YRk1p/ncdQQml7DD5O+4StTJxaXC49Zr4DDYrJitbn+qRUV6eV8Fxq93oaEhmyB1zfXs88Bv0zZo8yq9IIjJPk0oYkSHOWIuAaGLNrLRmsbZY3HObZrC6dOllHf1sZ/xn2IeHWF0mUsk9xSXV8BhzYV1QcX0HO5qMeRnEh4UQ6Pvabh6JUxOMWb+GRPR5SsssjcxKWBoy18eVBBXbWSQP81PUcuvIdV9T5Zv17B9TFqhiV/qIzYhxYmIDZkMDbvRYqe+xmWqVfBPddy6OHLOXtsATucr5D6zQLW736Rj795jfydz3PIJeHwJIc8z7Df+SK7zS+zue5FPip9jpITf6Do6J/J+nwqKw5cR4lpGoavpnB6ajTmmaMxT7ninw4O/d0Dlf4Qyz3XYpp97bfg8N81il3TL6fj2BYON+rZ+eWnuOob6Go6ytev3suCP7zCwH/A45i88TMeP3aSJ06f5fqPPmJoXCyRsSuJTlpLWPwq9tbdQblxFC6XAK8AXxi4RoFpNOgH0+4TtEmvwhGCxxqOxxqNzzYQn4SFezAB61A6LENoMw2gzRxFmzWCTlcEtERCWyQnG3/MNUlvBI960Eohohz6bcgjMusTROH3AA55JIIU8Emv5q/AkVVOWFYNYenV/Dj5G7bZu5XBNq9Jj89i5V8FHDI86Q1RenMbEhq94Kgx1rHTBT9K2kl0RmVwKjazmtDk04QnSHBUItbWMXzpPr72dnOmaj/HdmymtKyKan8r16wsQLyynKiMoH5LdGEPOLKTCdl4AZX8i4FD6lNILcyfLc8k56b4HlAsxhYRhIbs+uw1KSsoTY7dS1nBoLRgDIQsxR+1VFEzt/dbTKvSeSrzI+/TFrEEX8RiWsIX0x66mLaQRdijFlE29H32jX6f2X+KpV96DiG5xQxTZysSe9fErSb16Zk0zxmMce4wmuZOpHHT/ezrfpLtngc4YH6brxvf46vK5/iobCaFR6eTtmUaK9dP5Z3M6bwaP5OX18zlpdXzeGTNr1mcezfqnfezu+lVTmyez/75w+CBn9Ey9QeYp4/FMmOc0qDlmDURz+yr8M65mpZ5P8Q/94d4516Bd+5I3HNG4ZwzGvvscT2NXldhnnU1LXN+hHfWD3DIeZN7JmC+exymKeOxTJ2IddokjNOG4XhkOJaZgq5p0QTmj6Z0+jDOThtEy6wRGKdeiV2+v6ljaJo5HuPcqzDOHodh+uWcvk7g2lRMhaOZfRs+p0lvwOZycnLhyzz99J2ExcUpcgHRJQUMKy4mIiWVyOQEhkvl9Px4RMpCXsjWoAfagBqjma1V5azYvZ37iwu49r132Vt1O0drf0ll4ygsxjDaZM7CIcA5AFzDgxBxjAPbVXRZryFgmUCH5UrarYMUSLRZo+mwRtFhi6TDFk7AHkbAEULAoaLTGUJL409ZkP9HRFIeIjuZ6MKFRMvR7jyZEL+AyvY/GKqosneiyjqKKrOyp4+jghDNOULVdYRmGpTE4bTis1Q5WrBXVdDhDVDvhApXN/W+FtyuWtzOetzOJpwOMy6nHZfDi9Phx+Vox2MNKOa0tmO3+jFZPRisbpqsDsXk3IvsJpXWmydx2Oy4eszpdCLtu70avZ5Gb1jS11W2sy8/Yic8QTZ7VRCaVEaUxoRIrCQk6TjXqM2ExesZH7OJg65O9h47y9HtX1F+9gxHgJB304hel6m0O4TmpCOyZfNngXJWj9BcQM/lYuBQ9CsLspm4Tk38XQkKDGQVxBzV623I/ESvne99SH2N5SBFjZW/9yZRZSJUPnaxEuoExELaxcKe0m4QJohFClxM/Rdxx59jicjMQeQXM0geSpSTwaT41cQ/O4emOcNomD6QiilXUP3xHHa3PUL60f/iLfWPeSn9F6z58HfEbXyUlC8eJ3vnU3xw4g9srpH9HI9wqOVejnbM5ow/gQP6d/i8+ikOt7/NqcOP8tnM/jTcORbDnT+kfd61+Oddq8BCdn4aZo2jfsZYqqaPpmL6KPRzfqRY85wf0DzrGgwzJ2GcOQHDjLGYJHRmjsA2dySO+8bheGgitoevwrBgIjXzR1MxZxS2e66icfYYSm+OxHDjUCx3XkPp1Kupvmc09uujaZ4y4m/AYZg1VgHH2RsE1o3Z1LuN7PnwC2rrGnB6PZxd+jrPPX4LketiEfLcnLwCQoqKg+W24hzCPipUjlsQqbG8+ekHyoyEBEerP6DIAui7oQY44GjB6NqKzVWEy74Un+1B/ObraTVOwtc8Ao8+6E10WPsRsIQRsAg6TIKAIZTOpgEEGobgsQo8FhVeSzg+az/85sG0mkfQZh5Fm3kMeH/Ki18+HSy9FmoZWLJa6f0Q+YWIwgss3H8YHLtRaY4FwaH0cfSAQ1OrgCM6vY7HNlVj7QBPbSkBqxW7zYfVKTs5m6hu9lFr8FJncNFksCpNVxZzs9KK7rDUYTDUYjbUYTHWK/fJUKfFosdvbabdZlAG5v4eOHrh0QsNCQ4JlvMTodLT6AsYvfe3uc28f8BEaKIERzlhyaVEynF9BRwnCIk9i4iv4obsg5zrgC++3s7pfTsxWw1kV7Uq4OgXp6Z/dgYKOGRiPLdAyXeosi6gkn9RcEgh4xItQ9I1vHVvEobBsu9iCdZIufnl6W5/sd6wRfZjoFoetG+hElRF7wyNoS08RlFKDzaSvac0knWJRchxff3ApZwYEzycKfu6FfxiSc/iLywmWrYP56oZnRTLspfuo27OKJqmDqDstqEcybqFzY55fGqYwdaaF9lljuGoezHHW97kiPvP7LO8xfaGN/i87CXWH/0jOXseRLPjXtSfPMxK3e95I+8n5NfM5Uz1w+x5aRjNsy/DOm04llmjFDPPGasMqVlk09bciVjnTsI6/yqaplyFfuokzLK1fPZE3PMm4r9vAm0LxhN4cDzMGklg1ij8cmhtxiiMM8fSMHs81XMmUjX3Ksruv5WjT97O8afvxvz6k7iXvIllzetY3pxNxY1DaJw8TGkSa5o2Fv2sCRjmTKJ55hgFHGW/DaExNx6bz8yez7+k7FwFHn8Lleve5U8P/o7Ba1cjUtRE6gpQFeQHz27ZWIDYINWd8hmuKSDuyB5q6cbbFsBvddPl8dPhawMpOtQBfi+0evy0u2vpcGyj3a6h1baYFtvzeGyPYa38L+w11+BuGkSLSdAhPRJppnAwDqbdO5oO9yjanFfitw7DaxqC1zAAT1M/3I3RBBzDeG3LHEIzE5Q250hdktJHIuTJa3lJF83RXGz9qrR7UGlOKN5GsI/jfHA0M1RdznO7mmjuBkvNWXwNVXib9XTYGsBSitvcjdvSicPSpgDFZndikRO0TiMmVzNNzgb0zgYMjgasNj0OqwGPxYjPZFKsL4+jFxwSGOd7GxIcvaGJLL32AqKvq9dp47Xtjd+CQ47VR6j1iMRqQlJOElEox/KruCV7F3W+VnZs20nNycPY253EnTMh3kujL3Bc8EC0i33wygljJVpFTvCJp1KoGLmKTrGUlhAJDulFSA+i14Jehezz6AiLUY5QkHobclReQsEZuQR75BLlKo9YaAlfijF6MaWXL2HLNTFIUCyauppHHo/lxjfjmLRMZvVjETk5iOJCwnOD4BiWlsBrbzxK5byJ2OcOp3nGeMoKp7C3/TF2+h5iW+1LlJx+gfRtU1mSM4+30mbw3Mo7ePz9m3nsvd/z7IrJvJk8m0VZC0j5cBrF39xHUcW9bOn4A+caHuLgi0NxThsGM6+h+YErMC4Yifn+kTjnjcY3dzxtsybSNWMizLiarjmj6Jh9Jd4ZI7BOvYyGyQOpuD2K07eEc/zmEHb9sh+7rxvCvjvGcnzuLyh/bgqmJU/gTXmTDt0yAvu/wFu+nU7LWfA6wGEHRw0dB/M58eIt1N0+BMuscfSCQ8KjafoojDOGU3FzOBVJ7xHw2dizZStHT57C19FGg3oF78y/nuGrYghLXMtP1hfxs5xchsWtRaxajFixhP6xiYyP1/BBzVkaO9uR2hLtdje43bRYTOBwgNOD19OKz9OK391Ku8urKEYFfA0E/GUE2k7gaFTj1K/CbXoWr+Uu/LYf02EfTsDWn05rOAHPZXS6BhFwDlQqLzJsCZgi6DCGK55JwBVFzMEpDMh4H5GZiypNdq7qEBp5FOnFq0IXW78q7X5U6jM9gsOyj6NKCVWUDlJ5vsrSHdzxwVm2OKHG0UJroJu2tg5lmM1nKgdjJRir6TLX4zc3YbOaMVid1Nk8VNtbaHQ4aLQ7e8xNo91Lg9VHg7VFsYuB47sNXjJE6W0nP7+C0hc47A4XT3xaTkhiqSIjGJ1SSoSUIEyqUWZVVEUGxIr9PFiylwDdHNmxD3NNDW46eGbzflQL04mOVysixSF5UmVfquQXKqXZSwKHFNtVZPXytMz6UxrHJq3pCT0kOIIQcEUsUc5fkR2l7aFLexrEgiGKnKSVLeQSILI7VI7QGwcs48wVyzkwbjlPLljLvU/EcudLcVz3diI/WZbC6IR0omRJqEhNVKqUBQyCQzaAyfNW+2Um8+R7f+TM/J/imjOcxrtGci73Lk7wLB/VT2FR7i94K+93rProJvIOzKfk2IN8WvYU2xpeZK/lFQ65XuZoy/McbXmGfdZX2Wv+I5+a57G59UFq6h+l8vUf0XL3D+m85b+wTR+OedpwjNNGoL9nBHVTrqDqrison3wF5XeO5Oyt/SmbcjmV915L3TM3YXhvPpZ1L+DULMKTt5rOk5voLtsGdfvBdBqcNXR4m/D7jLi9Bvy2JswdJqy04wLKrW6qvAbM9bs5sPaPVN7cH9OMMcrwnAKNmeNpnDYS08wRVN8axamYF8BtYc++Xew7ckQBh6kkntWzf8PomPcIW/UaMTVnON0NZW0dfGRo4s1Du5n/QQk3xSZy1m7EHeigszUAHV1SgARPuxt/mx0CLgLdZjo6pRpWO36pW+QFnwe8rgBeVytd3TY6AwY6Wsto9WzF40jHYXkZm3kaFvN1uJtD8RjC8BnDaTdG0m2KBlM/MPUH8wDoGE1e/QIm5i9kYM4GQjKKemZj5Hm6yZfucWQdRqU+q/RwKH0c34KjilCp7xl3ipHqUzy2y8K6E04+b+7mGyuc9HRT3Q6t7U20+htp8erxuptx2U04TCZsBgtWvRV/sxO/wYXH5EIOqNkdXswuP0aPH4Ov9aKhSm/e4/wQRQKjNxHaFzB679fbPcwpPIWQGhzJpQxIK1WmfSU4QuSovRRZfncbS7aX0u338dWHW7Ca/VKXjuviixHvpxOVqCE6JzN4Nk8POKQCmCKl2VdIeDFiR8tBM0WbM5ubFmaw4z9iv02QyjyFPCLSFRGDLywGee5Kb7gSPB5yOa1iqSJ2LEWIP/3xCtbdsooX5q5h9pNrueP5WIbHpzAwNZUQTRohugxF51CKpCrng8hykCIJKI+pLECCQzmfRJvOnGXPc/S+/8I3ewR1t17O3nW/Yo/0Nhz38cGxh9msX8hBx0L2+6ax1zWbXZYH+KruMT448TiaHQ+w7uPZLCucxtqP/8Bbmt/zRsl/oqm4m3MND1C2chIVcwZx7JYoLHf+QJlbMd5/PfpnJlP/zjxq1jxBVdoLVGpfoe2jZPyfZ9KypQTfvq24T5/AVdOAs9mBw+rH5bbi8thx+FyKQpSxtRV9a4D6tk5qWztx1pnRO60YWt2Y7F5OVzZTY7cRcNRi2ajm3G+jME4frXhVzbMn0jhjHPX3XKGAo+6O/hx96yGw6tlzYh+7Dh3E3dqC/Yt0subcwPh3XmNi5vts81uCoUdLAK/HwRFbA7sdRr6qq8Xd5qbV76PD7aPF68fW5qOh1Uqjz4Ct1Uygo4X29lZa2jvwtHbgbm3F4/Pi8TrwuS34sOPrbsHX3kVLi4SKF5+nCp9vF76Wj/E3L8Tf/Ap+/UP49bfRor8Gb1M/PI0CT5OgzTCJoqoFTMh4niFyqC21AFFUoBzzIAWXL7Y+L/b3YH6jXOnhUPo4esCh6Hyqm4gusRGWWcNl6WX8SFvG7cUVzN5Yxh+21PHmYQcxZSZiy03oaix81WTjtFmGKh66vB5o9YHdCw4XXXYHHTYrPqshOHJvrsdsrrsoOCQwzofG+Z2hvXC40LXW1sJtGQcQiecQSWcVKUR5yLQUNpbzKiKhhiGJZ1i3txyTWU9Zg5e6AMTuLeXKZRsQizIUcMiZInkuj5A9PQVFinTgpYEjPTPocXyi49o1mXxwQ5ySIJU5iUCvDmlPHkOet2Ltt4yay5ZResVyToxazge/iiX+9nU89kg8P3snkX7KKetpiHwpiJrB0AwNkYpXo+k5iaznNLJCbVC5XLeOEHnaXH6ektBTjqjMUXPHmj+x74Eb6ZLj7VPGsi/2V+zzPsSBtsf5svwZ1pe9TOLXdxH3wbMs0T6mVFEef28Kj70zlRdW3MfC9GdYnf8a8Z88T9oXj7Cx+hm+7niBPU0PsDn1xxxY9mu+WXELzvTVuHRx+D7U4t+xkfbTu+lqOg2eBmg30tlip6PFib/FjcvnxeZrxeBtR+8J0OjtosXlw23zYDPaMTVZMDZYMTfZsRu9uM1+2hq8uFwePF477RY7hmo9zVYrAXMztk83cvb6cAzTRn0LjobpY6mbMgLzrCuUsOjwK3NBX8PessMKOOxeN57t2WyYdxMTX3+BX+fEsc9jB18ALDYCPguN7WZ8Ut2sC3x+Kz6bGb/Vidvpw97ajq2zHXerl/YWOQrehc/dgVd2Vba5FSWr1nYHgVYH+J1B2TyPDacMabzQ3gpdPSpqdAfo9nTS6bbS5jqK31GE2/ouDst8LMbfYDFei6v8ejZUPsWkhMcZnKJBJEgPV0NoYQZj8y9dbDmY36hUSrFKOVZdE6yqSIFgqaYlf5WlMnhmE1E5ZgaoK4mWRwqs3k3I6l2INQfon3CEa7Snmbyxkmd3NLH6uJX8Kg+fNrRwtBVOtkJpK1T6odHfhdnfiaMlgKul/R8CR28F5f8vNCRQKqzt/CZxVw84TnNZZilSRlCk1AalEleUK+DIqDRR7jOxzQ1pdTBpcRZi8UdBcCRlESUPP5PgkId5FRYpYsXBQ8L6aOW/GLEjM2XIoEVs0nFFihrtbfF4olfQIhYpEoLS25Cnve0ZG0P2L5bx5uRlzFqwjF89u5yrX1nOoPgUolJSg6evSy1DqSJelE1EYQ4D83Ppr81CJcWE5Bkqyjkq0kVVE61REy4PLMpZp1RVwnPyCM/LJCIrqIN407rX+eaBm/BOH0btTZfxzeqfc7TjSb4yz2HtxpuI2zoPzZ7ZFB99gI/OPM7m6mfYbfwTBxyvcMj9AgfdT3HA/TCnAgs4YJ3Cds89FDhm8oXhRarP6cDejNcewNFlwRGwYPNbsXpkU5ADs8mBUe/E1Oii0mmg2mWkzqmn0dGI0V6HxV6N3VaJw1pOlbWBOlsTTQ4DZpcZu9OCw27GaTFiNzVjrXfRYDHSYCrH0VCOobYKvdtCi8uGbddOTv8mlOapIzHMnID0OOrlgFsPOBrvGsSBF6ZDQxX7qo+y6/AhTG4Hvm9y+WL+75nwp6d5at8OpUIiE514PLhxUdbSpIABe4DWdistblMwKeoN0CLF1zugzd5CZ6OVgLebNn87LT3Q8LXaaPN56XQEwAYdUlXRB+0tftr9dtr8Flp9dvweN353C67OTmUmwhtw4Q8Y6eiopbPjLN3tJ6D9CHie45g/lhsLXmecrgCRmIHIjkNkrGRg4gWy+n250N+5X6WcTl+NKs0Q7OP4DjhCU08SnidFg22KhKCQZ6lklBNR0EREiZnQNAOhaXpCU+uVDRmWfI6wpNOEJx4nPOEIlyd/yYT0r/m1dpeiJfrSJ6dZ9XUl2buaKN578aqKhEZf4JC9GhfyNuTfSq3t/Dx2O0Ie75h0mmGZZYQlVSrHNkgZgf5ZTsR72yhu7eajpjOMfHkx49d8yNC4TxBJ+//nwCE+ksRRo1KncvnaeJ5+cC37rlnO4XFLSbr+fVbNSuTlOWt48KU0blquZdjqZERmOqJEeglqJSch8xJ9mhzjvpDlr0E5kUybpwxDReWkINancGPc62y5dzKuqeNounsop96YhNH+Cp+4F/B126PscC1gk30eWyz3s9U8n4P+xxSTYNlqv5+dLY/zmfk+vrY/xNeueXzlvofN9unsND/PcVM2jY5KpDfa60r+T139dg8Wk5l6fZMiW9dkasTS3Iijsgr7ybOU/z4c10w5m3I5TbcOVcq8DVOvxDB5BN67RlI25Se0Ht3PGdnLcfIwNS4HnNrL3idn8V9P3czX544p+RN/Zwceh5M2pwe/x0tLqx+734vf77+geTweLmQtLS1cyC72/AT+P+rOArqqa9v7O+64FGuL1CgtFSi0pbjEA1FiRCAJ7u4enAJFg7vH3dHi7oG4u3t+31grpON933iXvvHuuOO7d48xs/fZe599ctZZ87/+U9ZcwvQp5GVmGoFPHrIuJgy7s8f4fs82Om1dg3JiR+NU/WO7UI7uQZEl+4801vk4cQrVk7sb1wG5eEGe0zxxQK59qips9VNnUQ6++rDsF8s8fkCOpKIcSUQ5kYhy8g3KoScoe++i+DxG46RYezaxcT0TMRtVLGsgJpb98QTVfS/Q2P8Ck1O3cbj8mJmxb9nyOJeTKcWE5pVxtaicWyVlvKmtIaGsjMTcXFLSUklPSiA35Q2FmQkU574lKfEtyUnvSElOlEWUM1OTyE5LIic9mdyMFI4lldDZOxBl+1OUY+kof9zio8OPGpPBdmajrH9DqyXnuVqM9HNor/Gl+aaHtFgVjbJ+L8oeURF/V2PRrMN7ZdaoaDsV4Z44+k8kgIlp9WKuitbh/fIH+nrNDrxct+DusoneCzfS2sdHroEiV00/KxavFrUc9qJz4hjaB8Ti1fs/KFoH9/EhUT8qZsceQffACVr47MFArNp+ZjcDti0g0MGQDKsveGPegVtze/AudRp+2U7ElU3gXokXd4o9iSl0ITzbnvhiN66Wjicsa6ws6hNb5EZQpgNh2faE5lkRkm9MaI4FUWle3E7fCw2YVAAAIABJREFUQ2L2fenoavJ6/6v2FflF5OXkkpKRTmJWKumyJF0ahW/fUvDsJXdNWpFk3ZV3pl14YdSJVzY9eGbVlVdmnWWlsVirXuTdjOd1Rgp/XrnCu9QMah5e4cpkW36aMJj4N4/Jp4bK+lrKi0ukL6OytIzK6ioKKss+CBpC6cvKyj4oHwINce3vgCOvOFeyn3Lq5Ap1wmn3tKGemLIy/AryGXT6OH0O7afr9i00X78WzbVr0NyyGb29e2hx9Cj6+zajsud3VI4clUtq6hzYhd6+7Sg7tqLs2I32XrHw0T8Wrb1P+ZAom26jsv0BGuIZB56htf8x6n88RH3XA7R2PZRp3Zo7HqOz6zEGu5/Q4o/HtN79iDa7H9Duj/to/5GK1vY3qG94iNbaGzRfd4WPt16j157b9Dl0j5Xhd/n96nMuPsvkZkYVr0ohpQqSq5A+sPSCUjKKSmSZQbFkQ36hCN/mUVCYQ2FBDhtup9B5XRCKmOC27zVq26/Raf8tDHY8QNmagMGOV3Rfe4bbJQ0s8AtHa8VetJdfxmDRUZRlS1AOiDD4H9K/qPIeOGS1PQEc/w97+79e/18v/psbNU4e4aP9h2kp1iEVK6Gd3Ev7P/bQQkyKOi8WTRLOlMaqUMoFH5RT+2QBmM4XL9Lt9Hl+jYv8oPwSG8GHpP+VAIZEXOe3yJsMjolgwJVIvr0dy/igYzzYMJ+6FVYUzx1OwvZRpOevJKp4Bvcq5pNQsYSXFYt5wAKulU3levl0blXN5XrJLG4Wz+J22VxuFs3kXtU87tfM4k7tFO5WTeN+6SrelJ4jr/IFtXWVFBUV/UtFlJMTMf3M3BzSczPJycukICeT4tQUit++I3PVaEpWW1O62ILChWYUr7Ymb7UlBUvMqV1mw51VljQ8f05VaSXJ9x9TUlwBGS9J2bqIqeuncT81gRLqqK6vo7K8gtrySmlW1NbXUVpdSWXlPyd/Bwx/93xR+buotpIquVoViNKpYmma6jqoqIXkanhWWk9sZiEnXiey/t4Dpl+7inN0JFYRoRgHnGFoSCDfBQfRJzKUQfHhDIsLo39EGL3D4hgWWvRBGRBZwodkRGABw4KLGRxewoDwUn4LL2dQRAW/BhbR73w2w8IrGRpWwfCwcoaHlDAyOJ8RATmM9M9khF8Gv0RC//B6+gdX0s+/iJ998xjgm8Vg3wyG+qVj5fsS64tPGXvmIS5nHjDp0mMWhr1hzbUUNt/NIS65hGup5dzOLOdRXiWvi6tJragnq6aBvNoGNj0qZuT5N3wXVEbPkDJ+9E/FKCKDX/0y+M63hF+DcrE6E082sDEihN7HjvPVQX/6HbpAq2Nb0TwmFj7f+xdwSPb/Hgck6/hvMEFixt8Bh/BvtNp/iDb7DqIIh+V5H7SOH2jM7jvvw0e7DjT6MXbuRNdnH21OHeeLAF9+joxkSHQsIyOD/ykZFO2LeUA8xiFXGREVxvDoMPpfjWN80Cmity2lbpMHVevsSfFxJCXHm5jSZfxZvpIn5eu4W7aaV2ziXtVqbpev5l7lRh5UbOZB2Waelm7meclmHhZt5UHJJh6UbuRe0Sbu5+7nZU4ImYUvKS0tprS09F8qZUXFFBU0jiQisUhUwhY1IeQszfQ0UrdNInXVOHKW2pO9xJbstQ5krHMkbakdxStdefOHJw0371JXWkHi6+ey0G592kPydq3h2O8beJuXSQX1Ejjqamqpq6qmulKWNqa8uoqqqg9LTU0NH5K/A4a/u15QVUlRhYjolMk8kdrCYhpE1KK4mIaSEhAVe2sbF8ATDt3kmgZu5hfg9y6BY08es+lWPMse3ME4IBCjqHBGX4nA+moUZrFxjIi8iXFQxgdlVHAGHxLn6CJsIgowCspiqH8WhqEFWMVUYBtZilVADkYhxRgGFzAyMI9RATmMCsjCMDAbk+BszEJzMb7wjNF+rxkbloRLbCbusVmMi0rBLvgN1n4vMA4vwig0D+OgLEz907HwT8HSPxnrwETsgpKYGfSKuSGvWBzxlrXxSWy/mcK+u2kcfZjBySeZeIW8xeRiIgODiunjm8XAywmMDk5kxIU3DL6UjnlYDlMC71IMePudxSjoPCMDw3COjOa3q+dpf/4kesd9kFmiYiVDsezje9eCmoiw/O+BwwcVHx8M9h5A9bDwvPrIkGlLHx9ZjUsR3ljxgQd3Sjvpk8vnGRAWxuioWJxir2MRFfpPycg4fxwDrmIbcg3T2DBMYyMYeeUaXqGXueTjTf6KcZStcCJj/3hSk7dwu3IbD6p+53nNHm5X7+Bx7lYe5u/iTu4ebmUf4l7+cR7lHudp1lFe5R7jWZYfL3L9eJrnx6OsAB6lhvMq9Q5pGckU5BV/kKb/HY3/n1wXoFFc2MhqCoryJQUVzlORLyCiHUUHV5O6aiKFKz0kUBSudSV/owfZy1ypXDOZtA1ulJ0OpKKkUE6Zzq4uJPt+OFlr5xHlvVWuTFbVUEdNXS0NDQ3UVFVLsBCjujBXqqurPyi1tbV8SP4OeP4OOEpKyqTzldp6qK9HRGJoqKayppjiynzpiBVAV18r1s5sZCPiSCS2VjdAYl0ltxvqmBIVjWNcFLZxIVhHBTM6PBrDwKuYh6d/UCxD0/mQ2EdmMSYsHaPgNEzDMrGJycU9Ngev8GQmBrzALjIfu+gC7OKKsL1SimVcKSbRhYwIz2NIaDbGIZkSmEYGZTI8KINhAZkMCcxkaFCOlAEXUhjil4lhaB7mUYWMjsrHLDSTUX6Nym94KRWjS8kSHMwuJjD6wksszz3H+txjbM4+xs73LVZBmVhEFDEiMAPT4BRsw1MYE/CW0cGpWFxKYn7AU7JKYf6BA5gEn8M8LIwJ0VcxuRXJl0H+tD55RPowpR6fOIgi3BKHD6Alivr8r4FDTK8WgOEjAEJERYSI3A6RZbYf5eJxlPPiA4Rfw4dvgvwYGRGBZXAEziFRmIQFflBMw4P4kAyMvcDYy5FYB8QwItof04hQjCKu4Bboy56jGyhe60X9Wi9K9k4h6956XqRv4/m7jSS83crd1+t49HgPydl+JBfG8Dwrjhe5N3hXcIvkvGtk5F+lsOwdBVVJ5Fenk12RTmZxhixPX15WLfrvv5RtCDYj/Bsi5bi4uJiiogLy8kUBmUwKCrMpLsmj7PhWEhZNoGCxG6VLnShc4UDROjcyFzpRvnwiuSudKNt3ggbKSatKpKIwndzIU6SvnkH81u0SJAQ4CAUWwCEUXZgXYhMO0g+xif/Jtb8Dnr8DlobqeoRQW4dgRNW1VRTXlpJTW0x6bSFl1FAufTTV8lptTRUNVSL0UwUVgjnVy0l6E86fxzLgMibBFzAJ8sUsOIYRftcYFZL8QTEPTOSDEpqBYWAyRsGpWEVnYhv0EosDoZis3YfF4k2Y7g3B6kg8Dhcf4RL+DueYLKyjczAOz2SoAJuYEowiCxkWksfgwGwGBmYzKKSAoeHFjIgqwz66WDIaARbiM4SYhaVhE5WNQ2wuhuGlUkaFFWEYWsjI4DxGBmVLEezG+HIi5gGpEiTMApIwDUzCPDgJ88C3UhxDUthyM5u0Api+az9GoecZHR2Bc3Ashteu0C86io6nT6C6v9E3KZM9D+2TxXyEn/J/DRwqYmLZkfeU5WhjhEURYCIBZC8tDx6hzZHjtNh7gM6HD/NraDCmMTGYhgRhGd7IEARL+EdiFhfJh2TAn5dxDI7BNjyWkdeDsIiLwDLqFuPDQ9h8YRc567yoWeVJwRoXEo558cRvKs+PTiDZx4vHu114EnOEqpyH1FVnkZmfSoZwKlUXU1qRS2V5FmVlOVRUFlNaVUZheTm5RaUUFBZTVlpMXWWZVGih1P8qERmCIntQso7CfHJyM8jOSSevMIui8gLq/A/werkXxas9qVnrStk6Byq2TCB3uTNV66eStsKG4p0HaKjN48WTCPL9/cnesYZXq704f2gr1NVL34ZgPwI4BFiIBC6xiXN/Bw5/p/j/LHDUNNRTXVtDRVk5pcVlMvVdJJvJSXdAflUZRdUVlNdWU1VfTU1dNTXCN1NRQmVpkUzEymgAO5+DmPldwDQygNGx4dhev49F9FMswrM/KKPDs/iQWEWVYhyYw+iwXCbE5+N64Q5Gi7YyzMGVMXY2jHKfhsmUhYxZvAWHbSdxORrFBL/HeEam4BGfg1ngGyyC3zImNBGrsBQplqHJjAlJwiIkEbNzCZhefIexXxKGwUkYh6ZgGprK6NA0xoSkMCogiZEByYwKTGk0qUKzGRmWx8jwQkZFFGEWWYBFSCpWQe+wCUvBNDgNw5BMLCKzMQ1LxDH8CXuf5fEys4YJv29ncMhhTOMCMb3gz6+RUQy7fp2Pz51GZd+uRsvh9GGUw6JU5D50T34gAe8fIsp7itLM53hjFtmpI7IWZbP9B+VCzuqHDiAKryg+YmV3H5T9u2l58jC/xEdi9udVTKPDsYmNZFRMxAfFMDaSD0mfWxexDYrCMiyKIdf9MIkNwTLiJi5hIay+tJPU9R6ULXUjd74Nr7ztSNzlQu4qO1jpSuVSZ+6d86EhNQGqasnJKiUzt5LSSqgor5UOxdKibJlNWVJaTn5ROVl5hWTnZlFYmE5FSca/1DEqHK8iVi9CvQI4CgvyEDMvM7JSySnMorCigOqQgzxe5kbuancJGgVrrSnZ6kLa8rGUrvciZYsjpft9qCtN4frpHaTMX0PWnMk83zSRg8F7ZZKXiKKUFBVT11BPaXkZRSXFEkREmPVDZoi49nemxj8LPEV1VZTWVVNdU0d9VR0NZXXUldRSXVhDeX4V1ZU1UsT8EZn2LlLf66ooq6+itKGKurw8surqGbN7D0Z+FzGOCcYkLoLRV+4xIvQRY4JyPyjC/PiQGF3KZcDRBEadTWR8cBrjD8dgMWUR1lZjmOk0hknjHHB1HIu1vTNGzhMZMXEpRkv2YLn9MrYHorG+WozVlSKsYgsYE52LeUQWpqHpGAUlYRiYyNiADGwCMzAPSpNsY3hgEsP93jH8UoJ0eo4Nf41t2BusQ98xOiwRk5AkRoWkMiI4XTIak+hiRvm9xfTiU6yFb8M/id/80xgZkc3woAQcom5yKCmbp1nFTNizmSHRPljeDcb0si+D4uMx+fM2Xc+dQUXUnRUuBwEch4TrYR/6p/6JdVX+Dlg0xTwSMWv1yH45NXdYbDSjY6KxiI7AMDqYX65dY/DVGAzjQjEOu8C4m+GMibyEYdhFLK5GMCkqjpF+F7G6Hi295CPCAvntVhw/hQRj4x/D9zcjMQ71Z2pkCM5hgRjfukL/2EicIqOZf8GfrNVTKV3rSc16ZyrXO1HiPZ4Sbw+qVo+jYckYXuzZCSUFpOcXUV7aIBWpoLaExJw0qKiTo72g7u/evZOsQiiCMCGEMgvFEmFYcb3pWOyFwgvzQiiVGJHFbEZxT11d3V8FVsQzxD1iVG86Fq/FsRilBYMRbCM1L5u0/BypDBl5WbxNSaCssojCImGypFEVeoLsRW5Ub3Qkx9uUCm8Hsja4k7LWHRZ4UDfDmYyLe6DsHQ8PepOzbpJcb+Xo+nnEP31NDiVUU0tFURk1JfXSN1AA5DbUkVJSSDGVZL1+RFlsKNV+Ryi6vA3uHyPv5i7y7++lPv8twqcg5tHkVEJlURZU5NLQAFm1UFVWLh0PtZVVMtwrQyINyFyR+uoa+V0lvXn/R7SdCNOKdhabaLcmgBJtIjbRjqJdxT3iunhPfX29PCfeK6413VtfVUL08ye4nDiJc3wsQ4P9sLz+J8bRDxnk/wzDsBwc/fMYF1SISXgOQwPScA4txeJSLqPiqhkYlCZ9DxZBOdgE5GJ1OZ0xgWlYRmdieS1bmgzf+7+jz5Ucxt0tZPRqH6ysPZnjNQvnseNwc3Nh8uSJeHl5YG9vh62tNePGOeHs7Iil5Wh+dHLHdMk63A5cwP38VRyDnmMbnYV5XAnDo4oZfCWN4Vdy6XspmVFhZYzwL8Q0pAizsDyMQ9IYcSmHwf65mF+vxyiyGFP/TKwCUxly4TGGkS+lU/W3swnSIWscnI9dbIUESquALMaG5DAp5jF/FkPY0ySs9+2VZtzwYH+Mrobwy40LDIuJotuls3J5DEUsMn3kEGqigr3IrTr1P1x0+u9A4r+7/nfAMSI4BJerVxl7/izm27Yybs8uRm/2ZsyO37Havxc7nwMM3rmFYbt+Z8j27djERdD3Rih9I4NwibqGbWQwC0MC+c3RkZa/DGD4/j24PbyNTcB5pl46RfbuZWRtnET+GieKvV3J9fYidaWbtP2rvB3JO30Q8jNITs+gOK8U0cHza4pILciiJLNQdmLREQUgiI4q9qJTis4sAEGYEaIjCxHXhOILwGgCA1FPQWT+ib0ABHFfU4dv6txiL9KJmzq8eK5gGgJURDRBOEhFcVyRkVmcn0dNRTlJCW/kvvxmGGlrZlK2aTzJK8zJW2xDjrcX2VumwGIvSvctIWjjQiLPnWGhrTVL7Iawf9csdp/Zz7uCBnJq8qluqJKAKVLBC0or5QjfIEbs7CTKHoaRcW4PyZsW8XrJJO6unMir89s4s2UGvodXE3RmL6mJz0lOT6NOpJBXl0JDFWJ6eYnwUAosrq1rdF6+P25y+IprTaAgAKEJNMX3Fu0k2k0cN23/FVBEGwrwFm0mNnFN3CuARLS/2ES75lHDsXfPGRV8kQExARjfiMI4IpL+lyMYcSOBX4ITMfZLxjm+FJP4TJxv58rQp+PFF4y9msnYq4WYBCVjePGtBIyxEblYhWdLc8EkLBXb4HSsbpQyJCIdq0sPsF++AxtrB2xGm+IxxQ0Pj/E4OTlIEceenhMkcLi4ODNxoifW7u6YuLgyyn0SZrNXY+N9GMd9wTgfu8a4s/ew8X3EhPB3eIQlMft6MS6h6ViFZTAiLA3Dq3kMuJCKaUQ+xr6vcLr4iLnn7/LbpPV8bO6B55EAzIKSpZljGpyOoX8y5qGZWIZlYxmWhVVoFuMvXOVhEZyOu4fD4UOMiQhhTHQ01vFRDIo4++8LHOMjo3A5dQbl4x4oavooig4tWnyERos2KPotULQ1UHR0UXRaotf9GxzPnKJv2FlGxYYwKzQelx07+bLfL2gqqig6eijdutLvjy3MuBeLZ/Bxnu6YT8q2qeStcyd7+TjSV3iStXEahVsnUrrFhVvLp0BegiwuUVNWJWc2FtQWU1hbSXZi1l/A0dQRz507R48ePdi6dasECsEKxIgnOrrYROcXHb5pFGwCCtGJBbCIDi6uC3YhNlEjsmkTSpCQkCDBSNwjQCn91RsQ+RViTouoc5mSSUluCSlvUqitqKM65Sm3F0zi5RwbMpbbwfpJlG6eTvoGTypm23NppT3dVBU6q7ehuXpb+jqOZlrMYXY+uiHno1TXlFNaWCDNgOqaBmoE52gQi6S+IvniYd6ucCRzoQO1yzypXjuTNxvmE7p5Oe101FAUBS1FYbKjIdRlQWW2jPpk5RdLYkFdNdQ3kJGWLoFPHDcxDgEmwjwSmwBUsYk2E+0kRGyi7QQIiOsCKATIiPYT58Rr4ZMRmzjX9B5xTrSdABUBJCJhbNyls/wS44/Rg2tYBwUwxS+UabH3sL32jCGhiVj4pWMbnItZ4CuG7brIxyNd6O+8gAmnwrH0fYNtaAqW4WkIoDAKS5c+AhF+FeFUwT5G+qVgHZLO9MuPcZ65iske7ri7jsFlmi12djaSXQiW4eAwFkdHe8lCBBMRgLJwpgczJroy3tURB0dnLO1dGO3gifm4aViOn4P54l1M2nEeizkbaT/YFoMR4xhzPA77axkMjkph6KVU6bvwCnqI25ZD9PxxKIoi9KgZrbt/x8gLL6QvZExYKuahadIEMhXAE5TMgIuvWRL6iHdVsObIBcadP4tZTATmoZE4RMXifC3u3xc4nEL9mOp/GaV5G1RU9DBQNGihqKOtKBhoadFCVZU2ajq0UjTo0qwry30DsYwLxCEmBPNl3ijaLVBv1RZFS5P2v/Zj2B/bMAm6xOBje5gS7curnbPJ2DaZorWulCwdR+6S8WQtn0DuKgfyVlqQsW8VZD+lIDeF2pJS6spKyCjJIqOkQMb0BAUWHVGMZG/fvkVXV1cqjFCa4OBg2dkFeAiWIEBDdGKhAELpxTnRecV50ZGb7hEAIe4T18R9AlDEM8R9wvQRW9NxfVk5eRkZZKWkUZCdT10N5OYUkZqWTWFhJcWJd7i3dArZK90pW+8GK9zJW+FK9tYJsHki1/fNoqe2goGih6LamY9dXTAJPcrKu3HIcVlEH8Tkk3qk87egOIvKlEcU+h0mf9ti2OIFq9xgoRNFC1146T2b6L1bUFcUFFU9uZ86dhDVL0Oh8AUVNdUUiBXPikugLPsv9iW+q/ieoi0F+2oCWnFOtE0TeDSxMtEG4j3SYVte/hdjE+0j2le0X9M9TSAszovfSWwCZMRnlJSD7V4frG7fwCYmgpYDRvBJj34MsJzEwCXbZLTBI6IGm7N5OPq+4yNjDxSlFSpKK8y9ljDGNxWXq2VYXy1iWEQ6hvEFjLleJfMzhpzJZMydGukzsPFPw2N/HIZWHkx1d2OSpx1uk+2YNMlLMgwBHMJkEa8FgAhAEeDh6TSaqe62THUfi6ejDRPsbZg0zolpbm5MdXXHxmsWRtYOdPv8KxRVNZRmbfjJYx7GuwOwDnjJ6LMvmR6TTA+XWVIXFBU9tJp9zI/m47HfcBzLqDzsr5VIhiR8Jr9dfMEQwaBi8hgRW8TykHsy+WvR4dO4RwUyPD6SESFRjPYPwyIw8N8XOMxjLjPI53eUVs1QtPRo076z7IyiY6opijxW0VBHUdFC0W2Dw9HDmN8KZkz0ZZobGaO060brAQMx27wS66DTDI0LZkB0GONuXMczJJDknbNIWj2O3GUO1K2fTNWG2eQt96B0hQNsdiB2nhNkPyG/ME2yjZryEln9KPM9cDSNZE3g0bZtWwkcbdq0YerUqSQmJsqOLDqqAIQmBWkaOYViiPPiepPiiE4vFKLJPhcdvAlE3rx581etBenjyEojPTuL9NxsufBwUnYWuWWlFFXVkCmUM+MWGZtmkb/KmeS5ZhTMtiVtlRsJG10oXGTF7cUujOikh5ZgZEprfnCbxNRwX449vyv9GaWZ2TIFs6aygcZxv4KyJ3Ekbp1H+bIJ5K3xpHKVB3Wr3Cnx9qLw7Caehx5HS01BVVcfRVVhvqcFSVdPQF2GjG7kNzQmZNXmJ8nvJcD3v26CMTSZE6INBEgKwBDtI46bmERT24v3imtiE+0otv/6DME+BGgIc0+Akvg80aZin/C2EIfdPlhFhzP1Sjzd+w3GQNGRI/JAl+mMuvQEp4hKjH3LsQrNprPtdLT1OqIoLehh5ESffU8xCsjGOCJHmgdmMTmYhWZjEZCPW3QDP0SnYXytlHEhGdivv4SV40y8xrlha2qMp6urBI3x492kiTJhgjviWIir6zgJIJNnTMTJzQFbe0scHa1wG2eHm4M1rnaWuNtZ4bVgLpb2Y/i8Wzt03uvDpz37MNR1IV5/BDPv/GOmHomh3XBrlE++5Lsx7pit9MHyzF3M4vLofz4Jo/BcTELSJGsyDUliuO8bTKNyGBGew9KQa43AcewYY3yP0TvwLKPir2F35U8soqP+fYFjcLwvltdDsA+6hOfpU6w4fQpFUx1FU0FHX4VmX3TF9eDvzLsVhbXvWUaGX6TflQuMf3uDCQGnmH/sPJOOHmLB9VDs/wxlQFwwPc+fwzwqGoegIB5vmkXyzrlk7ZpP6vYFJG1fTtb2ZZRsnErZMhse71gCpYmk5abKtTJqKyvIqy4kITOVotR8SYGbWIAY2ZKSkggMDOTSpUskJyf/RYsFsAhAEJ1YlKUXgCI2ARriWtMzxDkxa1E4W0VnF4oinive26RgAkSE0ohrooiOSLl+kfJORgoy8jOkTyKvOIf0rGR45EfKMjcyVziQusmd0t1LeLRtLtEbJpK+cSZp3itw/L47KiqCIegw3MGDVRfOEfn6MfUNFTJkKRAkIz1XrqReXZRNQuAx3qzyonKxEznb5lG8cTqFq1xJWGpL6qnl3LiwFU1FQVVdBUVDwd7OmPyM59SL6fTvCxuLuTWixLEwJopLS+QcioqqysbQalUlZRXlUpoYgmgX8b2Fwos2E+AhwKEJKJraT1wX50QbinuEL0hsAnhE+4k2E8xObOL9SSUVWO34HZOLp5h/M4aPf+0nByRFVZ0RXpOwDL2KlciLuAej75RjduQC7itXYz5zMYM2++B0A6yjSjE88wyb84+YHJaA08nbjPW5zqLwdIxjXmAb9Jx5wW+YsP44xnauOIy1l+BhNXI0o0ebY21tKUFCMIwm8BDHws/hMmUKY5wdsXV1YdLsGXhNm4LVWGtsx9owddpEjO3MmTjTA2dHC8aOHoH5sEG4O7kyYfwszK28GGY9naHOM3FbtY1150JZe/ka80JfMe56Ad/4JciEMqfr5bhfycPJ7ynu/o+xOXGTabHpOPm+YN/tR9xLzmLVgb14BZ/B7Ho4o6KjGRkSgcm12H9f4DC5Fsng4EuMvRKDU4A/SyPCUXR1UNQa2Ua7L3rj6n8e0wexDLsSjklUGNaxoQzavYmfpnhg8PnXKO1aoXzcmo5jTBhz6BATrt7E4VocxhEXuXVkFz6zXRnzbUfaKAqtFIVRH3/EETtDXi8dz9JR/TAa0ocfhg5in89RLl++jL2nE226fEQLRRdLS0uio6Nlh3zw4AGzZ89m8uTJTJo0iVu3bv1FjYWv4uDBgxgbG0tGoqenh6urqwQYASZii4uLY8qUKQi2oqGhwciRI6VPw9PTk6+++goLCwt5j1CGJnaydNVa+g/4jdZt27Bq2WKoKYGqAopTn9NQkEhZ4F4qty0kf+98Tk83Y/bA7/i8mTot1BWsu3Tk5PhJWP7aVwKxUJaBlvZ4+/uRKiIpxfks37B1jd+fAAAgAElEQVSCEUaGKIoWn3fvxaJJkwjZsIgSn5WULHIga40HZes9qNkwnkxvZ0rDfufGxR3oayvyPYq6gteC+UTef8yfL18ycZoXY8eOlkzk4ZtE1q5fx9ff9EJVXY3PvvicFatWSsAQgBIeGYG7uztz585l06ZNEkgFeNy8eVO2sWirpUuXSiYh2k8AysmTJ7G3t//LXLSysiI0NFS2rwAh8X6xCeD28fGhV98+KC2a03faZKYc3kubXp/I/01TW41u333P187WfOq0kKEHHzLy0kO+n7kAE0cHfrVzZ/jvZxhyLoHxIhv05E0GTFxF2x+Goui0Rbv7t4yeupCeDp6off4LvQZa02+4GYNNhrF43TyiY8KYPWU2n33WXf6vamoq/PxzPwYM+AUDAz10dbXp168vjk6uOI9zl/tRhsZ06/4ZGlqaaGpr0e6j9piMGon1aAu+/OIz+vf/iYEDB8hQ7/zZM5g+yZOJHlOxcXal64/9UDT0UdTbodKlL91sp+Nx4Rrmvq9xE2nnv19Cd6AVrQaY0ra/CZbzNvKrywKUjz+lZfM2dGrfjj7uY7ELuIBdRCyG/kGY3fg3Bg6b+HiMgkOxv3KdCVeuMdkvAEXPAEVRp4Wi0KfLL8wJCGdgXBijomOZEBDDlCMXadW7H4qKLlp6zdDVUEVXURpHwdZdMPXeiueDeIwe+uFlP5bObQ0kECm6KiitW6Krq49jn97ELpnOoNbaGBiooWhp0KVHL3QE/dZQUNPRQE9RRVNTE21tbWk+vHjx4q8OKxTf19dXAocY4ebNm4eaWqPDUEdHUGGhWAo7d+6UI6EApKbzLVq0+Ot6u3btMDAwQFVVmBIKBw4ckB3/2bNn9O3bF32dFmir6cjvZqAovLwWTebdePIexPPQ9zD31s8me81cQqdZ01NfoZmioCLaT0OHloqGlC4dPkJVRxVFTZW+dvb88fA+MelJDOzTF0VXQaOZngSBZpqtEZ/xjaJwc4491Rs8KVluR+1KO1g7loxVVhQHbiH86BZ0tISvpzWKtoLV9AXsi3nEuesPpVIKh2nrj9rQ8osfUNTVUFQU9Jo3k3txvGLNau49esiSFctp3rw5Kioq8rs3+Tnu3LkjX2tpacm2f/LkiTRBRBuLNmpqR3194QRUECAtGKBgdoJ1iLb7/PPPZZt21tZBXVFH06AtirqmZF7tdVXkINJcUZftpaPTFYs5Z1h4+Sntv+orr6kozRg6cwf2UenYn7pFV5MJKKrN5O/QUv19X1NV6NSiDXqKOgaKOl3atcDZy5y53pOYt3pm4/d93w80NdXR0FBD7LW1NVFVbewfHtYOzHTzxNrQlPb6LeTzhZmura4mmdGvPXoxcaw7n3T+DEVFDKgaDDMbwd79m1m5Ygq2psPes0kFbU0ddN//L3qKJu3afcSoA1FMvHQbGzFFvmUH2QaKijpf9/xOBiIUveayDcSgqhjo8NPC+UwKj8M9/jojooP+fRmHcXw0VtHRMlV8VLQ/XiF+KNr6aCsqUtk7df+WsaGB/BofR/9Af1zjw+hnO6bROddag27DhzF2/lz0fuyJoq0plb35D72YcjMAlzM+fKTVEU3hGFR00NDRp0O75pJ1zB/yIzeXTKPvJ10l6KipK43KpaJF5097oaqiI384NV1VRENfufGI52/T5f+kbaCFuro6YcExcumAU76X0RMdWDS+MAk0NWnX8XPaanZh7yk/8ioL6fp5K/kD62p0QE3pxJfdvuPzbh1oqShSNBSh7Nqc3LuN0j/jGfvLgMYoU1t9+cPO/6E3IWOMeOhhxfPZY0le60HyGi8ZRXmwwpPebdSk0iqaemgoWnQ1aM7PnTrIqIe2viIVXNHXoJvRcIIe3WPRulXyf22lrkL/YT9yOuAkFkZGaCga8nuP6t6WF6tmkrV5EqneY6lfbkO9iEQ9ucRRH2/ZhgJkFFVVPFav59K7dNb7BqOoa9BSTw8tFRX0W7TGoGVHvviiN2qKOuqKKvoGzWnTrRu3MtIY5Dletr2KeI6mFk/yC6S9feXpU7T19aQS6evrcv36Vc6fP4sAXHFv545dCAsJx3OCF+oqwhemj4rShsevH1BJLp/36oWa2ntA0lQYMNmLIeu3ohi0RUNRp72i0FxRQ2ne7v37mzFk4R48o27R5otvaaOhLZ2QX9jPxPpqMiPX7GkEVuFj0FBQNLTo2W8wrZoJ9qKDoqmPhqY2rVu1YPIkL5wc7VHX0JL9TQCbAEYx+Ii9GCCEg130HzEoCT+ZYE1Ng464X9zbqpXoLyp8+eWXuLm5IQYYcb+4PnDgQNauXcucOXPkveJZQsT9YhAS+yZw1evyFW6nb2Kz6jKaas3Q0Wpk8tpKW1TUvkLp8K38bmKQ1tXUoHnfwUyO+hOr6EgMI88zMiqKHhfPoiZyOA6L0pyHUD946K95af9dCoY89w8v/KPJLf/P+b/L4/hHwCFGLWGudPq8F65RoYy4cQWj6CgMTxxAtVP7RiXVUph4bB/zzx2l3yx3FB01WitasvN6HNjJkLHjJEKramvLTrjA3oKHezZxd+VMbi1yJ+fQKvp27S4jOMLJ5zLJjZDIWFLSC9i4ZUcjCAiWoqJKZORVHj56LpVTTVtVdoDAi4Fk5KVgaWFMG30deb9mGy1Ohp8lsyqD20+ukP0ildjwcNTf/2ACKA5MnUHCiX1kXt6F4aiv0TVQR9FQR1VHhRMLJpNzeAeG33RGaamgrqPBJ820uLlrPS9XTSdvpaeczJazQiR8uVK8dgZhc8ZLdqaqpYaBjjYm33xGvPcsEv+YyzxzIwlM+no6KBoa9BgyiLPxMbTt8Yls3+aKQmp6Ein56axd7d04Cmmo015D4eIUe8r/mEX6RgdKF4yhcttMihIiOXXugGQmjb+ROnZzFnApIY1dEfGyvcV5XXV1lqxcw+pzp/n98kUGmJrI9lFTUeWbr79DWG9bft8vHX4CDFT0mxF09y5hjx+x98wZea9gkuJaeloSM2dMk8fitd9lXxnKDQ0OoaWBuKdxYFi+YRrlvELREQCuiqqaQu8BfVl07hyjDxziE+ux6LVpZFVCUfV79qKDkRndR07n561RuFxJpNvPo2ghBi0dHX72mI1d4Et6WE6luX77xn6iroPhAm8mn7rK7HMP+bz3TxI4VNU0aNumFS7jnOj51RcSOMSA061bNxwdHZk/fz7jx4+na9euUvkFAAggEJE5AQBNr8W+d+/euLi4MGLECExNTeVx+/bt5T0CIIRJu2vXLoyMjOQ5wbgEIInn79mzB3Nzcwkk4lmKoofV7xcxWXYUNTU9hGmpGOgyyGEedgeCsVy+n45f95XfTUtdod3Pg5gUfk1aASOj/BgR/R8KHPodOzHmwnEGBvvjcO0aZkf3oWio8omiIcGgQ7uudOjQFUWnUflaKsKxqsPQeTPpb2yNoq2K0lyF1toKUcu9SJ3rCqunUrDOi+cb3PisWRv01FQkIHhv3djodKuDuOt/oojQq5qCtpYGD2/cJPH5i0YwUVXQUlMl8qI/FQkPZKOric6qqmAxfCC1SQ+ofBpC9fOL1MVdYanLBInqKooqRl07cHuhq0xAY/dkznvPQUdNkSaDajOFE+7mFC6exDbjvhh82shiOjfXYvKYX3myZxGF6z2pXGBN6VJLctZa8275TNabDqG9jjaKioZkJ4c9bSjY6k7V6hHErFzDl4pCG0UNPf2W/GxowsHLl6U5JjqRMGd+/LEv3b7uia5OSzR02koQE+Hwk1PGUvPHdHI2O1O0ZCyl+1eR+u5PDlw6g6aig4oiRlVdRk+axoXnbzkQfRVFTb2R5aiq8vxdEr7PnxD+8gnWXuNlWwpG1rNnL8oq6/APjuGjZs0lIGg0b0FiaQk337xmxdataOnpoqGuiraaQkRwAIN+7Y/OeyDp2q0L3//wDdo6gsUo6Gm3RkVdYaBZO55kHmX3sUXys/SaqaGo6dDFyJRV12+wJMCXzr2+kp+nGBgwZNIkHGNfMSW8kiH+pTJV+6NvRyLAVNFSw3DWPCYFptCyjyU6as3RE4Ci2Yy5IQ8ZF50t56gYjhnbGPFTVCVweHqMp1XL5rRo2VoyVaHkwsRasGABK1askEovTLAmhrFt2zaGDh0qFV8wDaHsa9askb4dW1tbCRoCEMR7xDUR1evfv7/0Af3666/ynDg/atQoNm/ezMqVK/8CIgEm+ooGZuv3M3j+NhQ1rcbfoGM3bA+FY/OuQE7L7z7cRraJiGJ26P8LM6JvYhV3Hcs7N/5zgaNjzy+w9z3JqCB/nGJiGX1iP4qmKh2VRnu+Q8vOKOraKG10Ubp14pt+P6P720+MOvQ7Pewc5GggFERPXeHlkVWwcwF1S90o8vbi/vpxfNO+IwZaOpJy7977B9UFWVBVytNnD1Ga6Uu/gIGGKo8jQki+/yeaQslVGhOfLu3bS2a0L+2Eo1BDQUVRx6TDZ+Rv28mbyQ68nWJE0prZrBgzBg2tdjLvweT7brzcNgUOzKFh6xQyd/zBp6Kj6mjKkXKfuyG1S6fAljXstzHmI6UVupqCRSnMs/6R18vGUTbHluoVDmR7j6Vo+3JWjxpESw0tFBVh4mlweuYEsja4UrfWkLhtW/newEAyBH29loy0sOakrz/qutro6GpgIMK0wt5WV2jTrBVfdu9Jn77fYfh1J4K9xlDmPY68rW4UrvGk+Ox+br+8w8qTJ1FUWqCm0RIVNVXsps7izP1nHAiNlsoi/E2iEybn5ogpQFRU1rHeeyO6zfVkO2l2aoffg9ts8bsozRd1dU0UNU1OiQl4lZUYWlqhSH+RKp906igzZn/s/S26OhqygwsmIU1CVYX+fX7E2GgMv434jhV/jCKLEzzLvMSqzXPkd+rc6WuUlh8xetUyfo/w47M+vRtHY3UNjKZMY6j/dZwDchkZUoVxcCof9zairWgTTTW+HzceV/8kvrQV/gp1PtJTQ01HB7uVO5ke+hLrC8/57ufBfwGHmqrCgvlzpSNTRVWkEKhLtrF48WJpWggHsI2NzV9mhFD4GTNm8M033/wFDAJQrly5wuPHj3n48KF0Bi9btkyaLMKp3mS+CMfxp59+SuvWrSV4GBoasn//fvk506dPl+eEH66lih6mG3ZhuHIrGhpajSZ+8y+wPnyVbhF/4hr4lu6jxyPMbzUVhZa9ezM5NB6ziHhGxMf/5wJHlx++YULwRWyjozD382fY0d0ondvKUUF00EHLZuJ8cidOscdxDznMzEN7mBp2kdlv7vKZ50QMFOHQUsdAV2H+uOHc3zmfq7PteL1pBq/2LGLIV1/JzitG6+3eayHxKaQ950a4n2Q2AqXF51zauIy4o7vlaKqoqkiWsW3GVG5tX8OAHh0lwOg360gvjY/wc5pEwboVZCx1p3T7FI5PdEJN0ZAJOvrN1Fjrac6dncu5s24JW60d6Cxsf5WWsqN7e5mT5T2XivWruTt/EV+2ee/E0lToqKnwbN106tbNoGKdF/k7plKzZRZBM1wk01BUmqOp1g7Dr3oTumgyT9Z6MG+SIzqqCsKMEbb5yDE2xN+4TYf2H6GnomCgqXDC/ygJ2S8ozkihJiOLoxtXEbNqOuxeQfkKO3I2uZK6chJZl88T9PQBs46eRlFpiaqqrlRk5xlzuHD3GScirqCmJpzKigTYV+nJVFfUU1vdwMaNG9HU00KjhS7d+vbmVVkhj4pyMTezRE210bz8oX9/lq9dK0FcQ9dAKt6+g0cor67DydWtESxUFGbPnUFGZgqJSa8pLiogLTWblym3KCSQ+DfzeV3gSzkZEqS0FT30W7Wi00/deVeRxFDDARLURF7QcBsnpoQG47wrFPvAdMaGvqB9j360FaxVQ4s+HnNwiM/D7I/zKHra8rcXfp12bdrzm/lYWn8/AEW7+V/AIcyoQwcPMG/ubBQVNVQ1dejVqxeCOQjGIaJsInomlF+AhmARwlchTBnxWohgCcKHMXPmTMkqjh49SlRUlHSUN90jnObW1tZ06NBBvkc8T/hERLRJRKj69OkjwVE8SySEGW3fywSf47TU0pQDiKpKd1adeYpl5H0m+D6nq6E9GlqqqAtTpW9/PAJjGRkQxQhR7Og/1VQx6PEx9mePMzYiGtOAEAzDztPdzRZFVQMRXvz6p/7YT5vC9+Pt+MHBElWD1vSZMQW7aD88L/nTXGmBlqDUKqrSOfnZx3p8oa+w32M0j7cu47euXaTJo6auw5xx9tzbs5rHOxfhs2BS4+jWvL30ERyfPQ7ftbMafStC0RWFLROceLd5CQcnOkpwESaS6JDC9OnVSY+erRRernHg7pY5fClMKdE5NFQlQHzSphVfN2uNoqWgo90MNaWZ/B83TbHj+pppTP6hKzYjfkJX+UiaOYKSD+qsTcqOpZSsm0nxuilkbphIzQpnXq+fjNFnwukqPqMZWooOP3XpSr+OrRpNEmFGaatI08tmvCevE1OZN2u2BD9dLVU++e5jVm5dwsFtm1ni7sFn2gp/jP4NvGdQv0ZMmnPl0fwJvPEP4NyLF8w664ui3hgBEMzCznMS0S+TCbn5AD0NLdlGBroasrpYVkNjrdDlW9fL7y2YgmAPou5feXYpb5PSGTJ0ZKMCCKYizEaZc6JOn4GDSSgsl2XwLkbGSP+J+N0/7daV2bNncuL4UebNncHHn/RgpMUA0mr8uZKwBtfZAxlg2AcVHYUuBi0QTOCHIe1IK/2Tfr/2aEwqVLRQ1WyORo82KBqd6Dl9B66hd+j+42A6qAtfgD4/ey1nsF8Stn536GJpi6LfOIgIYBRKKP9PTQM09FuhJiI2ikKAvy/nzp5GW0x/UNWQQNCsWTPp3GxSfOHkbTI9BEAIQBH3iOtNTk4RbRKvhY9DpAAIX0nTOQ8PDwkmu3fvlg7jpveI+5vuaXKOGnwzFLvTway4HCYHFwF8zTS6EXs1m6iMMg49zOXboWayTTQ1VPh0hDleITcZ4ReG1Z9X/nOBo/ln3XE8cwK7sFhsrtxkxK1IDE/upsuggSgtWkpfRydFnVbaAiAE9dZB6daDvif24RoTjdP8KahoaEoKr6Ouh0YzHVRUFcb//BVP1y2kf0fxPgVNdR1mmI4kYfs8crbP5vwsV4nOin57Oqkq+M6xJ2L9TNqoCJNEQ0YVtjhb8WbhWAr3r2ZGv56N92sqKO0MJCAIE2CN4ZcUn9/GZS8bvlJRaNaiMVQqaKywpVt2UEdfhENVtKQ9f3iaE0/XTMekqx6KnqD8qnTW1eZ7LYXz4y3I2jqb9KXjKF7rQeZiR9g4Xs6EPTXDju87NMdAUaG5uu575VAkOPT8vJPs5Kq6BoyfOouXb5NJTE7CytIcXcmEtFA0VOR8Hy1FHX01hW6KwttVk2GNIzlbPLm7aAoJUfEcf/GGmecvo63VaP4IQDOxdeB1SR3x91+gr6LRyAa1FG6+fChND5HavnjdCmkSCeXq3/s7ue4seZUyYezmn/fo2K69/J8FEEn6rarBhfAotvqGcTj2BgH3nuI6Z5EMMyuKBqqKGjrq2hg0F6OqJvrt9PA+OIF7mUdp1b3R9BLmo7rIcNVTuBC/kEJicZ40TDqqdXVbSUBW01ZBTf1TPvfchJXfFdp806fxd1TVY4DTPIaeTsHjSj7jLlyns7kHSoc+KKqdUNp8wheGQ/i230C0m4tsYlUM9HXx872E7+WLfNWzl2RMctR/zyYEWIgQsjAhhLKLa6tXr2bhwoXS99Hk4xDXhMkinJ6CscyaNUuaJeKciMj8+OOPLF++XDpCBZMRgNH0OeIzxLHYi3uHL/JhRuxrtgdebRz01BTUWnTg7rVXlJUWklUDY23t3zMRTTqOsGVc4J8MPHMJs8j/YOeoWqdO2J04wZiASKxu3KNXrC8Ot8Jw3buT3p7jZYRF0dNCaaaO0qo5PXv157dlSzG6HYb97Wssit+P17KZDP7yJ5qJyT+qOugaqDLmi/bcnePBb11aSLYgQoVjv/mc50tcKdvoRcy8CXQQP7haM9oqCucmmhKzbjI9Wuigo20g0XvW4B+o/t1NVtzK3jSXjdYj+bZHR3Rb6soU7y9VWjNj+Pc8XjuN8h0LiJrjzs9ffIaiayDpsnmv7sQvncePYnQRdruawoWpDvD7Gvw9bNDQUWjXSpPBnZsROduNzHVTyVrpTNFaZ6o3uFK60Ja6ZQ6kLHfi8Y45HJ7ngtuIn6XiNtdWpW3H1hxcNAez77+VnUaYSw7OE7j54LEshPMm4x3b5+1ET/ejxnknKq3Q0e/Ed4MHERN4jHcnt1G33JaindN5vn4J6Tcf4PPsFZNOnKKZrh4d3yfpDTaxQEzZi731GB1FhU/0teX3O+h3prEmaDWsmrdAnlPVUOj+1Wcyvb24upbyOlGsq569u/6guYa6ZH9CsQ6ePENOZT23yhuITM0l8Nk7Lt+8z5INv9OqbWeZ3yLyM0Sb9erdh7VbN/E8K4YnOUHsOLpROmk/6vox7jPNCL6zmYTawzyrOMKey0v58qev/mIvAgD7/OTMkA0B2MQ8oV2/ge9ZpRaf/mDMyP2JmJ9Jxjksk/FBqczyy2DC4fu4n4pj8Z0HWIx1+ctU+aZXT+7eucXzZ0/Ytn0Ho0zM/1JoYU6YmZlhYmIiFV0ouxARPVm3bp2MuohEQBF+FedFG4i9yEcR5wXjEK/Fc7p37y59IyIJccmSJQj/RpcuXeRnNc2lEn4TkYzocvAWi6/ncTDkXmOKg56CoqdBcGAIdbmvKCssZ4qdrRwIRcpC899smBDxCJOAUKyjL///YxyKWDTp2EF0Tx9H/5gPv1yPYWB0CEYxYVjGRmAWGoh5aCAWIYGMCQ7EMigQ66BAbAIbxTIyhg+JdeAlTM8cZ/TJk7j6BzExPBrn4HBsAkKxCYnCNuAEQQc2krXJk9ubbYja7E76unk0bJ5J4X4nEjZPp/LgMhIW2pK2xp7kjfYkbx1Hmvc4cla7kLlh8gelZPVUitdMpWDtVHLWTyVzw1RSN00lafNUErdMJXeTFzkbPcnZOJHsDV5keXuRuW7iX5K8egIfEpG5+SFJ22pHhbcTVfPsqFrsRtY6T16t9yR9y3QyV02kYslcMrznkHBwEUnn15J6fgvpAYfIf35NrusqNLi6IIGMhDO8vn+Yqtw3UCHyOut5nnibUp913J03lfRzF7j/4Am/P3vMmsQENt95yplrz7n77CFv095SUS3mktRQU1shJ7qV10ORyD+vR647K4ouC6mpqESU9xPLSpYUF1JWD3nVkFRazYvCUl4WlZFcVkN+TVMd4lqZcp8h1hYpLuVecgpR9+9z9fEDXqQmUpSXSm1dGbX1VfK5YiErUask4nEUG0N2E5PrR1zxEe5ylIiik6y5cgq3y2HYBt3HMOg+ViFvPyg/xdRge62abxceQe83Wz63dGHAhJn0MnWjxVejZG6EmqJFS73mGA4azOZ164gID+Xmn7e5cvM2Fy9elEmAwkEq/A8i9CocosJEESFawRjENeEAFVmy4licb7pX3L9o0SIZkRH3CHYi3iMAY9WqVUyfM43FM+axZOEqXOfM4FHCU9YuXoKz02Qs5qxh5MkX7I29Q35xKq9SEnmcKCZTFlNekEV2di655RWyiv6VFznYHLmPcWASFn7xmJ+7jE3EDSxu3eWz8+fQ2PsHKsf2o3r6CIooHXhgH81Onvrflw782zwPuXCLj0wg0T60l1+uRjE8Phrz2EgsoyIwjQmRYh4dgkVUCGOiQrCMbBSriBAs4mI+KCZXwxkScokhARcxE++/EiMrig2MbJzs5hUdRNjvG6hcNJ6K9a7kbJpNycJ5FC6axpsdE8jbt5xs7+mUeU+mbIM7hVvcyd3sRuEGL8rXT5Z7cfyPpGKdB0JK13vIAkGFGzxkseC8TR7kbvagZNN4KcUb3SnaMJ5C7wlSCtZ5ICRv3YQPiqgf+iF5s86WgrVOVK1wpWLNBDLWTeDlmnEkr3Qha5EzrJ9H4aqJJK8dT9o6D5IWuvB8phsJm5aTH3BSamd5xiNe3z/I01sHoVosJt1YF7i4KgueR5Nw9hBpUdHc/PMue2/eZOfjRxz78wE3772VxY5rqUdMyC8pzSU7K1XW/hRFBsSkufLySrmifXmFnLAvz4n5q0n5pdxLSGXvpQg2n/Blwe4jTNm6hxk7DrDm2AUOBsVxIf4+D16/I7OsRpYAEJPti+obnyugrXEuSzWVorSgqIki5tI1IGf9HrkehtWOxTgeWs0U3+VsfbyDvQmXWHw9DveQl9iGZTJCFOwNz/ig2Ac9wP1kBF/K0L6GNEHV9BS0tNXQ1xTZsyJLWIve33zHzKlTmDZpIsOGDsbGdiw7du+T85bEdITXr1/L1HgRMhWgIRK/hAkiIiACKJpAowkwBICIsKwACQEYIswqwKLpPeI+cX7u8vksnD6f+bMWMn3ZQp68fczquXNw/D/UvQV0lefWrv1Cghe3YgGqu6VFSkvRAAlxD64txQsUd0mQ4BZC3EOA4FDcKdriECAJcXd3AlxnzCc7PT377ML+Tv/9ffvvGHOstd61VsqArGvdcz5z3nP0JAZOmseQkynsD42luDSDh89C+eXBc+Ukl5+RREpqOvnFJWqr3oPEEsaFhGF+PAbrg5cwCQhmyLnrmN68zYf7Q34HR7U94gDmgebtQX1ZPP0PfVu/P/79zp+94B3XaxwIrrQO9NhFDa9dfH3xLMa/XMH+6i8MPncBo0snVJhcPIHp38PswgkkLM6Lpf2Zt0af08exuXOTIfd/ZcC5k3Q/sp++F05i+NtVBt65yrhLpzjkso2i5TNg62zwWMcb510ku+3k9v6tJLqu4sGskbB1HhVrJ1K6/gcy14xTx48la34iZ/WYt0b+qpFURe7qkfxj5K8dTd6aUSpyV48mx7Eysh3GIPGun5/pMIK3RbTTd6Stm0DJtunkbZlKykvZT98AACAASURBVKbxpGz8nizHMbx2/IHCNePIXjWa7FWjKHEcQ8XiMZTPHUP+4glkrvmRlBs3yXt+heSnIYQ/OAAVRbwqgcSEVHIL0nklS6Mz4iC3kKL8MmKLSnlRVkZMWobaNytDeAKOkrJCCgoy1GBbWWmljYCCxxuUqojPKeHc3Wds8D/MpNU7Gb50qzK9sZq3AcsFGzFftAmLpVtUWC7ZgvWizdgs2MSEFdsYv2wLC7b4EXDiBvcjZE3m3/chVEBRWQXpOQXkl4jJ0ktyCypIeQlrzp9h6F5fhp+6wvBT+xh73pvRp/dgs+8SFvtjsT1dgvWFEsxOpbw1hl1NZfLZaExX+dFl1EzamQxG++grtCZ/Q2v+FQZ2wxgzZTrzlixhybLFLF60gIUL5jF79lwmT5muCp/yIZd+jQMHDnDnzh1lz/D48WPOnz+Pn58fGzZsUECYOXOmUhcCCVEZAhXpARHVIT9DYCIqQ4AiPSECkvkOy1g2fxlL5y1lq8cOrt44zbRRQxkx4nvM5y7HZP8Lfo5K4zUF3Hv0kIu3HipwlOSmU1RWrlzZygrzCM1+w8SfxcQ4nhHHbmAeFMyo67/R+8pl2oXsQdfTVSkOBQ5xOffxpO5fMSt+F1h09wuVxAXdhZq+Hnx69DD6Z89hfeEyg89fweraOaz/Sdj8cg4JMRZ5a5y+yNCL1yt/1qmzDL5wkfF37/LDvTsMvXaFwZdO4BLgxp1tC4lwn0/c4Z2EHQwiYOtGRs/9gfNO87izYhpl25fwymkKFRsnKntBaRAr2TiXAqeJb43cDWPJX18ZhevGUuw0lhKnsZStrYzi9ZU+GUXrJlDo9AMFayeQv3qiirxVE8iXx2+JnDXjeVskOU0h3vH7SrtAp1EkOY0kd8N3FDmOhtXjiV5nR/rWMWRvHkPOqhGUrR4Dmyr9SaMWGnPOYQ5pF/wg+SoFKffglawagOSkDOWmHlacTkJ2OuW5pbwpEmVR+Y1fVJwLr0soFp/S8lIFDnENU6sLSgqUb2l+cRm5wKVHYSzfFcCwhU7YLdrE0DVe2K7xw2SFJ8M2BDJknT82a7yxdPTAwsEd85VuWK50x8rBA+P5mxnu5MOQlW4YTXNgwvIdHL7wK0lp+Wq5lCyzTk7P4nXFGyh7TWlRBbElr5j983GGnD2G9dVwLK9ewebqIewvncL+1BPsT+Vgf7YE2wv5WJ9Ne2t8ffElVtfB+lg2I05kMO5iLjZH4xl5NI2ZFypY4+HN4k1bmO+4kuWrVuDktIbVq0UdrGDRwmWq+Ckffjk5GTFihEpTgoKCePr0qZq/ETUiPRvHjx9nx44dChiiSERZyPuqlIUc20pBVK6LWpGTFgHH3FUrWbV0FYtmLuDkhRP4+W9nnI05w8dNZPRmVwz3hXMyLpOKilwehz7hUVg8hQV5FOakkV9aSlZcAunJCZyLzmbo4UjlEjb21F3Mgvdgd/0Gn58+QfO9gej4uCtwKJdzsQ38y+sR3qE4NNnDECRLXDyou9uPpkEBfH7oEPonz2J29goWF8//H2F+6Tx/DItzZ3lbmJ39BbPTl7C98Aujrt1k6JmzWO4Lwf7gfiaeO82s0z9z9MYlHl87TIjfMn6caY3dYCOGjB3FyJ9mMWecFde2Lyd85WQylgyneNUI8pxGkrxihEohclZP4m2Rvm4smU5jyVo7ltw1YylYPZbCVWMpdhxLicNY8tf8gABCItdxIjkOE8heOYHsFZNUyP6Tt0Waw3jeFqWbZpKzbgIZ68eRuW4UBetHU7bhB/LXfE+243iiVw9Vx6nZG6eQumYCCY6jSV03mvytoyndPoIIx+8pPLARoi5BSTKvKkrVlrS8/Mrc91FSMlHxqcSHJRAXGk1WShpp2SnEZUZTSr46FcnKy+W1bIN7WazG3KvSlMu/Pmb0ojUMneuI9SxHrOatw2a5M/ZrfbFbH4jN+iAslu1UYbl0JxLWy3dh5+CO/WpPhqz1xtDRhQErdmKz0Z8xLiFYr3BmwJSFTHHaTuDF6+SWvKK4RKwPK6AwjzdFhcr1a+bZExidOUyfc7cZcOU0g66HYH3jNMNuhjP0ahbW51IxOxOlmr6k8evPov/ZVOwv5mAhbuMhEdhJDeB4DGNPJTP1ZBqr3DyZvsKBGYsXsm7zerZu3cyyZUtYvHgp69dVpiWiFERVSAOY1CjGjRuHnZ2dmrz28PBQR6tVVgBipyBT176+vgo6UgCVZi+BiaQtAg+JqlrIT6tWsHzBcmaMn0JkzDPWOi1i6rgxDJ40iyFuwQy/lM21HPE6SeHh/QckphaQHB9HSmIU0akplGfkIv9+gc9TMD+RiMnpbL679Byzw0cZcO0qLQ/tpX6wLzp+HpWKQxbA/3+ykOld4PCXjeIeyO7Y9/YHqf0MzYOD+OTAEbodO43RJdmHchnDv4fB5csMvPKHuHSJgW+JzpcuMPDeb5g9+A2DC6cxPBLCqFNHWHTjMuvv3Sb46Am2bt7GvKmTGTfGFtvhJljZmjDcbigThk+gn+G3HHdeza8Lvyd1rg0vV9hQvsaOzGUWFK0fQ6njuLdG0ZrRSJSsHk3pqtGUOY6mwmE0r1dWRpnjWCRKHcZSuvI7SlaMo3j5dyqKln1P/tIRbw3ZlfK2KF5gT/GyIaTPN6VgiSWlSwaTtWAoCWsmcX/1JGJWTiJlzWyKXdZRFrCTRFcHnq4cS8oSe3AaDU6DleXgY+fFlLx4qBzds2U7Xak4iJch9p0VL6Egs5CM+BTyZHt6dgrR2XGkvM4kKS2VtIxUomIiSU5JUzWMtCJwDznP0OmODJy0QoXhtJWYzVpbmYIs3oL5gg0Yz1nL5E0eLHTfy5b95/A6dQvPkzfZtO8M83btZsJ6VwwXOWGyfAuGK3fQf7kzho6uWK7zwnTVTvotWMtyl0DO331S6dshqxIy07iRFI/doT10P3cEswehmD6+Qt9be/j6Ygh9L9yh75l4+pyOw/ByLAPPZb81ehyPxOxcOsbHxHYvDasr+dj9ksvoS1kMOxDBpPlLmLV0JbMWLGDKtMn8NHM6K1csY/nylcz8aa5KKyTVkDREPuxy/Cr1jKrCqJyYCBgEKNu3b+fgwYPcvHmT8PBw5fcini+S0gh4BCJiQyDvmTJlChMnTmTs7BnM+XEOC6fNVms8vp8wguEjRtH/hwWY+p1hwMEIbhS+pjA/mdvXbxCXkMPF06dJTogkpSCP1wUvyXnzBsffwul+NIGuh1MxOnyH7nv20vrofmrJgrUgz0poyJ4k2eRW9Zl/2/7Y319U9eL/6q1Yqvu6ovm7UfvQHjQ3Z2rv9qfh7t00DgyivqeXinqeXtT18qKOtxe1fLyo+feo5evN26KmhysNvF1puHMLrTc7McDThSkhwUxx3o7ljz+i16wpDXXfo672Hq3qteaDVnq0a9WCVg0b0LZOQ6o3acg0ayNC7PS5bfQh8bYdiR+iR5h9axLHf0ns0E/+5Ygf8glVkTDkEyTkcdzgj1XE2n9MjN0nKqJtPkUi0u6Dt0a09Qe8LSKN25IxtgvPLFqTNPhTEm268XCoPrEuy7m7dwvJxwLIOnGAgiuXyf/tNsnXzxDhv5nn0+wJM/iCPNsmPLLqiLdxN6LOHKW0KJeU/Ewy88W9vYiS/FJVdCyuqECMeOREpLiogIy8LJLyM4iOiSA1NVnJ4KcR0UQk57NkezDNvrKm4Vf21Ow+BN2uVlT/fBA6n/aj+dfG6I+azLwtLngeO82DuCSeJ6YTn5FPamYRial5PItJ5uaTcM7dfYjH8bOMWeqEnukIavSyQdMfjtZvBJr+CLRBY9E+N8Ng+ipCLt7m5WvIr3jN9mvXab5uLfUPhaBtdqGm1zaqeTqiuW1Dx+M02o7f0DbeQHO5Ti33528Nze0puu4v0DY9RdsShuYchrb9AfW236f+qsv01jfBwMAcEyNTBvbryzfdutKta2f66Q/A0nYw/fv3Z8CAAQwcOFDNpEhXqMyY9OvXT12TBi95Xvo12rRpo/o1xKdF6hwCkV9++YV79+4hNRHxhRGbBpldkZ/XrVs3uhj0pW/3nowws+bqtUvUrF+Tmo1ao3W3ptEyX9qsP8WVnDJysuI4+/NJ4uOz8ff0JDk5mvDUJKJfJPK8qASbQ5d4z/MB1bfcpfHqYBrtcEFz34HmuxMt0E198asFawGybM337yF7lP4k/vSJP3vDP1zX/Xt9Q/PcQc2DwWjuzujsDUQ2XmuurpUb4GQLnI8Xmm9l7qSs1+UPKLHb963RzsuHD7w8MT52jHk3bjIjKJheVkNoVLeZ8i9t0Kwmzdu1p13rLrSp9wnNa7eiWYumNNNrSsvWjanRrCWWX3bizHAzQg0+JMeyHdmWzUmzaUHJ+M/ItGv+1sixaYlElu2fRXMybZqRadOCDOvmpFtKtCTNooWKDNtmvDXMmpLxlojuV5+SMZ/zYkAD0k31SDbqRNgoU7h5AvKjyCtLpLgsWy2aCstIIfN1LhTFUx6wjQf9u5DdRyN79BfsN+9BwrkTqm7xIiWKmw9vc/P2DVXIS8xKJS4/nfSSbEpLi6GkXMy9KC4Sg6KXFORnq50s959HYzpyGlrTzlT71IIm+pOo2/t7tI6GaO370mvkT/ievEZK6Rt18pFZlE9SerICT0ZSElkJiWTGJ5CWkEByciIJqYm8lAzkFVx/kcGPLvtpN2QuWv/v0MymUcNuHnWGrUbrPZYvB0/lwv1IEitgzsmLaEtWoB0/gbZzN3X37kZ3vyw8P0y1kGdoPqlobgloQSloXslvD79oqvsnoeuTRt19RWjBWWiuz9Um+vobrmM4wAKDvsbo9+xLv6+/YUDv3hgM7E9v/f589W1vBQ4ZQJOQD7uhoaHq55AJVum/GDRokJqClZ4LMY2ytbWlb9++tG4t9oXSSaujYDJq1Cj8/f0RbxJRIeJZInWRsT9NxtLQlGmjvuPMuZNodWtSq9Wn1LecSasd52m97iRXc8uJjX7MgcBgcrLKFTiiop4S9PNRHj2K4klZOQNDLqDjG4q28Q46y/xo5OWr1rlqnlvRAlypvluUhmflZ1LAEexXWYL4h8/777z4/c6fveCd1+V/+Ad5E+hD9UDf30Pz24bm40xNT2fqeOyigb8PdfcEVv6hPJ3RZIeDrJgM8UPz2IS214MGfrvocWAfvf38WLV7DxMcVmM+5nu6ftOLhg0bIyPkLd9vSvMWjWjbtq3q4xeayz+G+Bq0b99eNczIpOEnLfUQz41t837gtyEGZA/QI9eiBam2bWBsD7LsO7w97DqS9ffItO1AVWTYtEcixbrdWyPNqh1vi3e9P3FIW7JsPiHd6iNiLVuQateChyYd4fY5IkpLScjJITE9maioF2Rm5ZGYkq3c0kvCHxB3zIsEAz1Sjd/n5mJLMrLiKS+C8qwSxLQ4NTGBuPgoXkSFEZMYy51H93gRF0VkQiQ5RRmUvsylKC9X7VW5HhpHzyHT0Fp2pb7+GKp/OwztYyMaf67PzNWuXH+WSGxWMQnpueTm5qvF2XGRYSTGJ6hISkgkOTFJOaKLK3pqcoqK5ORUkuJiyUiOV/tyQ6Mi2RZ8lD7j51Pja2s0k7EKILUtFlCnzxgW7j2G/tb11NqxAe3YEWoG76v0jvByQfMKoobvNWr4vUDzikNzfUF179i3Ri2/VLTAcDT3O9TzikHblYLmGo2e820+HrcRU3MzzCzMMTY1oXffPvTo+S0DDQ34ovOX9Ouvj7mpBX1796N3zz58070HBgMM0e/bH+NBJpgam6mGMIGHAEVAUgUTUR0Cl2+tzBlkbUSPLh/TplFd9Jq/z9ddvmHkEDscF85kvf9ONno7cfznw8wbOZfPajWn3nu6NPphETo+GQzaf4G4PAh9/JyDl44ie4cDfYKITEzh0N4DlMX+RmgJtFp9HW1LOO/5PKCmczB1fAPR3bv/zxXFuz73/05w6Ab4oh30RedAALVDAqgd6EdNLy90PTyo5u6B5uaO7v7d1NgfRF3ZP+uyET1vF/QD/RgeGMT0vQcwHPM91Zu3UiPDbdp/wEcffEyD+vVo2Kgeeh1bK1jIMJBAQ0Dx/vvv07hxY/T09CqB0qgFOvVrsOB7G64MMySqb2uyrdqQYtuOXNu/vR0aApX/AHBkWn9ImuWHxFq3JNW2JY+M2/P62kmiSop5HBFJ+IswEhNiVA0iPimT5LgkXiaEk3vzKNED25Bk2Jwb84xJSQpXzoRv8it4JTvsy8t4LVvRigpUHSMrJ5MXsZE8jQhVS6Gehj0iMzObB2FxNPj4W97rZomexY/U7zsKnS7m1Ohiwt6zt3iSkEvuK0jKLiI8KlbZ+qWmJJEcH0NmeoYK2ZErkZ2ZpRqScrNzkMjOlnOZ1xRkp/PsyX3SsjKRVrNj9yPpM34hWj8LtP5j0Bk0gxbWc9DtY0P72fNo7eVJ9X0HqR0SQnVRrZIuewej43sdXd8Iqgk43KPfCg2BSh2fdLSASDTP+9T1jKbariQ01wjab73M52Mc6D9wgIoBBgP5sktnvvq6O9/26knP3r3QH9Cfr7/uwTffiGWgPv37i+IwYsAAA4yMTDA3t1T2kZLOiBqRrlIBR1UaIwXUHkYG2A+3Y4iNGUYD+jFwgBFff6tPizZ61Kxdo3JAs7pGpy//RvuWH9GgRm3qfNyKpvM2ozknYHv8GrE58PDOI45dO0lWVgZ7AvbyNCqWnw8doyzxEY+KoOWa62jbw6njeZea2wOp5e1L9eC9/4Pg+HsFtgpAkqKI4hBoKHD4yNJqSUcC0IIDKtMVD3dq+frRfO9+dL13oeu8mQ7uLljs28uGX++w68JVPtM3VF4Lmk5tGjRvQ/sPPuX9lm1p1KAh7fXa8uFH7WnU9D3l7ynjxwIKUR3SrivjyXJNANKqaXPqNK2HRb+u7Bs6gOs9W5Jo0ZpUOz0SzfX+48GRNLg1Ao5kyw+Js2lNum1Lnph04OXZEOKKCrh45QZ3bt0kJz0F+VaPTUgnJiaOiow4KqJuEz5IT4Hj5owBxDz9laLMNxRlyHa3/72BTRZBFefLrrbX5Mn+2ow0Kl6/JCMrnV8fhzN95VZqfTaIal3s0O0xEu3DAbTuZcXd+BwS07LIzCsiPTuPFzHxPH0WptIfcXDPSE+lqKBQhSyekpAdsaXFJZSVlKooKa1QjytKCuC1TL1UqAJsYlEFj1MLGLd5B7X62FJr4GTqmMxGGzgezWYCHV38qLPTh9oHD6CzT5aeSyocguZ7g+o+ojTiqeYV805w1PbMQvOPRfN8TC13AUc81VxDae90mK4j5mBsbsb4SROZu3ABQ0eOoL+oja5dMLEwx9LWhj59+qno2bO3goc81tcfQO/efZFr3377rZpmlVupdYjSkBCASP1joOEAzM1NVX1EwGNpMwTzwSPoZWpFd2NzbLub8E2XLnT6qhOt2ulRo1l9tJ5daLLKH21bApOv3CchA369dotzv10mPT2VgyFH+e1xKJfOnKM04wW38qC50000lwhquF1HZ4sPNTwlLXlLg9e/XXH8ARwCDYkqaNTw96Wesxe13X3RDQqkutRA9geoo1vNZxc1/Dz5NjiQYcd/ZvmlX1gVfICl67ezcMFS6lWvocbCWzZrQ7s2Hfig3YfotWqnxsXbtWtDWz2pZTRWkBBYiOoQWzUZ/hFwSAojKUv79u1o+H5TOrZuxLahBpwy7Mhzo/dJs+9Aok3H/3hwJNq3IsPqAxLNO5Jg206B47lJe4oPeZOSn86pk+e5dvEyJVkZZKamEZ+UTlJaJkWZSVSkhBJm+TFpJq24O1WfF7fPkZtURHxkLElZ8eSkZVGQlUehfOu/es2rwiJ485qKitfkFpZI2wQ795xEq/8h2qdmNBwwFa3dQL4dOZfTt0KJSUyhrKgyLUlKjCchPlZ5t4pjuawxyM7J+x0QcoLzsqycivKXKmQzvYQ0eCn3+JJCKCvgVWm+WihdIpvrgedZ6Sz0CKJ2r+FUHzCNWrZLqD3OAW3MPFqscqZ2yN5KcIjq8D+C5nMLzTsSXe8EdL3jqOYT+9ao45qF5huL5vUU3V0v0HGNo8aue3RY5kFvu+8wMDZixuxZrN+8CS8/X5xdd7Fw6RImTp1Cn/76GBmb0rdffzp90ZkvO3fl2569MTO3xHCQMb379FM1ECmYVgFE6hsCDlEh4gRmbTxIpTR9+xvTb4CRAoooma/66tPHcjCWfc0wsrCgv7kBRgP68vk33ahnPYQmW06hbYvF4eELUlIr+OX0ea49ua06Wc+cvMDFG7f47fpNSvKSOJMOTdfdRMctiurOl6i20ZUa7m6VX+jvAsSfPV+lFP6fb/8Ojipo6Pj7IMCoiob791M9wB/Nw1lVvWv5ufLB/iD0fz6K9elTbD5/lTV7juCw1Y35c5ayYOostjg60rF1Mz75sDVdP+5Eu2ataFq/Ia3fb4WeXluaN29K69bv07nzF8r/oGokWYAh1m0yWNS7d28Fjw4d29Ls/ZbUq63DijEWXJxgyL2B75NmoUeS/f8PwDG4JenWHxBn2pHEwR3JsG3NC2M9cv02kpOTxLlzv3D1/EXKsjPV3pjElEy15jEzJYGChGc8Hfo5GWZteDKpLzGXj1OWUUp01AsikiNIiowj9kU8idHxlObkkhodRWl+vrBDfWgv3nrEZ2bfqxSlZrfB1OsxkvYG33P+YQKl0szxslStgyzKTSc5LorUxDilWMSNvKS0XIWoiyqFIfD4R4AUFZeqlQkvSwrJSU+mICOVN+UlyBqLzNQU1UeSXFrBD04eaF3t0AxmoNkvQzOdTMtpDtTw9kLHz4tqgYFogSfR/O6heceg4xVPLZ93g6PuzjT1es3nOdrOMHRcY6i38zc6/rQBQ3N7DEyNWbxyOeu3bubns6fxCQpgy84dTJ7xI2Y2VkyYMpXvJkzEfthwBhoZM2CQEcbmFgwyNaNXP3169OihTkfkhETuCzgEGlL3EGvAHp0+pXcvfbr3HoR+PwO+szLkR+sBjDbog/2gQXzd83P62A3CzNaU6TbWWBvb0e77Zby36RLa2nt4xKSQnVLGxcM/82v4AyJeRHHr5n2Onb/As3v3yS3KZk9MBQ3X36KmZwzalpNoG6XmKNvp/8/a5H+JAf+lF/8z+qhFtd5KaQg0dP0qwVHT3xcJba+nitoBu2jj5cyg4ADmnzzNjlOXcDt0hlnzljN3zhLWLFnFuiWOrFm0hG0bnWij15T3Wtbh/YaN+OKTT/jsb5/QslULGrdook5NGjVqQMMGlSPMUp2WkMq2tP3Kf9KlJ9datGxCmxatqVu7DhOHm3DHaSq/6rcmdVAb4q3b/OcrDrvmpFl1JMa4IwlDPiLTtjUxxu1Jd15GUVYsv/z6iHNnzlKel0lc+HPiE1LIzCkmJSGe7JgwHo/qQrppa56O7U7c6RBFhKzsNFKKUslNyuJFRDzhzyMJf/KE+IgwYl5EIt2aua/BbMx0qnW24b1vhlLnC1O0Oh249CCGxIwiUpIz1IBbQU4maUnxJMREkpaarNY+yIyJNG0JFCRV+bM0RSBSVia7YIt5VSHrJF8pYBRmZysV9LKohLzcIlWcDU3Jot+PK6g/bBGa/mRqDFlAHcvJaGs3orN9BzW9A9EJPI/m/xjNO06lKro+/0KNY0c8mk8Emt8ztB1PqOkWTaOdt/jgh2VYGZhjaGaC47q1Chz7Dh9k2SoHZi+cz+CRw/lp/lzWrN+Aq6cXfkG7mbNgIcNHj0HfwFDBQ0AipjsyESvgEKUhPqPypSanK9L3MWPCGCZOm8lAiyH06vwF8wy/4OB3/Qka2oc1/boxpO/7DDTqTI+vPmVYl68Z0Mcevdn+vOdyn8Y773E4I5fi1DLO7zvIg8gn3HsUyvNn0ew7/jPRz0JJLSlkZ2g+dZxuUssnBm3DIapv3Eodn13/16HGf4kF/6UXvwUcAo0qcFRBQ26buW2jz5H9fHfuDHOOHMVp70Hcg0LYsn4rcyZOx3HRYhbMmMnyhQtZvGge8xfMxmHtSj7t/AnN9JrT9v3m6sNfv8l7NGnbjNYf6tGgaUPljfBJhw7KKUn2a0hbryw+EpksG79ktYH4PjRr/B6ftv2Ahg2a0qvXl9zaOpfrPduQY6SnCqT/8acq9k1Js2pPpFEHkob9jUybtiQY65Gyfg4vMyK59SyKA0cO86o4l8unTxARHs3z5zFkJKVRlJzAkwk9SDFqyQPrTwnb66HAUViWTy4FlGeXUvISsrIL1MlGUW6Wqk9EJWewalcQWovP0LqOoFGf0dTq8DV3QqNITkyhJK9A7bWNj0sjPSNLpSQFhcWUlVdQ8eqNWlol+0/k3+NdNY7ysiLVzSo7VYqKSnglE7eyrLr8DRnJmeRlvVRDeTmF2VyOjqPD+AXUGLpYHdfWNp2ANnMRug7rqOcaQN3Ay+jKCYlPojpVqeYd+c4aR91t8vpQtIBQtO2PFDia7bjFhyPnMbSPMT0H6jNi/DiGfTeGZWtXsXL9WpasdsDE1oops2fi4OSEX3Awl2/cYPWGDfw4ezYmVlZMnjFD3ZfWcVHA4nQuxVBRGqI85JRFOkxHj7TCasQouvYzwujLD/Ex/4i4iV1JGNWVu2ZduPXd12z73pTvLAwYNdCI7lZTabzuoupTabz2BBfyC3mTXsa53Xt5FP2c67fukpiYTdChw8RHPCe+uITVv6VTY/UNavtFo63bi87mzbzn74q21+9/sDjqL5bqMh1bqTZEcVSBo7afLwv2n2bHmVs47zvF4uUbmDVtHg7LluO4ahkz501j8YKfmDFzEotWLmTh6sX8tGwuC1Yu4YtuX9KkWWNq1a5Oy7bNafVxGxrrNadu84Y0a9WcYfZ2HBZPh4wMtfFLinGy0Fk2fcmuUtnIJkezLZs04OuPOtO0USsat6zP6bXTudS1OWXmn5I34pP/fMVh35RUSz1eDGr/GR5TjQAAIABJREFUOziSjNuTuGY6r9LDuf0iDt+9u3ldnkeQlzuPHz7ll6u/kpeSA1k5PPuxL8mGzbll0Ia7bhug9LWSrzlv8inLLFa+HTn5lcVK3lRQ9rKcxLwSmn7ek7qd9NHR/xGtwwDsJswhLPQJefEvoLSIqLBoHjyKJjIhjZTsQvKKy5HZlcKiEgWQqo1s71IcpUXZ5OVmqjqHmoh9CenphaSnFlBUWCF/JF7mF0FFHo/T4vhqxmI0k0lUs5xOffPJaN/NRGeBA+/t8KV+wC/UCopE801C85SCZ9i7wbH1MZrPQ7SgJ2jb7itwtNh+i4+HzGZETyOshg3GevgQBZC+RgbYjRquokf/vix0WI7T5s0KHFdv3WKJgwM/zZ+Ppb29ur9izRpCQkLYtWuXGmiTUxUxLhZlLIVSqXEMMu1NZ319Pur2LWP7deb84E/Itm9CiUVzGP4V2HzCEft+TDXRx7ifPk0tp6DtvI3mcp9uHr9wvbhE+RacD9yjwHHp6k2yskoIOHCQxMhwoopKWHItEc3xF+r4x6A57aHG5i00CHKjmrRA/DMx8K9c0wnyq2zWklFaHymY7EIL2oW2zxXtgDt1t2+juss2NO+daHu80A4GqyOwhj57aOrsTw3fIDQ/GcV1RfPaTHPPLZjv9mfLqQucuf5YTftJC65MA4o0k6k/6ZqT+zLgU+U9ILfyWF4rwz9CZDEtkdOSKts1AcHUqVO5deuWksRVCkM2o8nKRXmckJCgYCK38v/UalWnU4t2dBJwtG6JuYk+bub9eGb8EcX2LVUvRlVvhhy9Ztt/QM7gD1XkDvlIPZZrEvK8vLaqhyPdWu+tPRzv6tH4V56Ptmqj+jjSRjYn17QxCWafEmnfhgjrjykJfagKlHsPHiE9OwcPL08iwsI5dfwYMeHh5Gelc3/WUJ4aNiDNohnhq6er9CLt5SvevC7ndXomybmVBUvK83lZmI2MxLudvo+mp0/tb4ZR51NDqr//JfmyRjIlSQEqPj6MQ8cPEJeepOoXVXWMv3orJy4SVamN3Obl5KtmNMlXjsQm8Z7DUjTHVWjmk2hluADNegKa5XgaO3rTzP8OWmAs2t5MNNdwtO33qOYdr2oYcsKieUaheURQzS2cau7Pqe72HG1XLPWcX6C7KxTN7THvBcXTaflJvjAZhc1oE2YtXsQW110sXbOaJatXMWbSRL7q0xtTO1v6Gg3Cbugw5i1ajMOatTht3MSIMWMZOXYcyx1XsXbDRi5eu8p2Vxe1nOqHyZMq+0AGDlSdpPp9+9HHfgCdev0Nk4HdmDaoG0fHGRI14ivKTFtC/1pUWLfAufenWPf5hgGWBjT7biXazlS0beEM8jlGYk4Gz2Oj2P/zUWKTE5F0SnYRe/v6kJufR1hOEZ38f0Xb8owWno/Rtnqj7XCjtqsf1fb5/r+DQ/vDUIt0dOoG+FAzyI/awQHUkUatg0FU2+uPTpAvtQJ8K3sxgvwrW1IDvWjm50cbX1+67d7NsJMnWXr1KmtPnma+syvfzV2oJvyqYCEfZBnmEaMTuS8TgeI5UHVdZF1Vr79IOrFYkzqFHF3JBjQZDpLVf5KOyBZ46bCTtEQmEOW+XJdbUR+iOnbv3q0c079o05EPGzSlSZv3+fqbLzk8fSyX+rQiZ2jbfwqOP8Ljj9D4IzgEGv8d4Ii1qmwAE3DkmDQh3uJvRNu34YXVBxQ/+pW45DT2HTxERmY2nt5evAiPUOCICg9T4Hg0fzTPDBspcDxfORlp1cx4+VL1b7yWNKMYZb7zJj9dTc4+Tchk0GQHtI8G0txgPFqb7kxbuZ3cMlkMncfL0jwiIh6TkBRLQVnRvx0cauVjGSql2vLrb9TfuApty1a0cQtpYDgLTez+rCbx3nxnGrlcQfMORwtIUSclNdxDKwuf3jHqaPYfwaG5PUNziaLujgh0XZ6heTylgV8kny3YzxeGQ7EaacS67dtYvMqRizdvKIBMmzuH76dNpc8gQ2YvWazAYWBsQp/+A5BbMytrda0KJKcvnsdp80YWLVuqTmhs7GxV3UO+AGV+pXuvb+nS/StsLEwZZtCHBcY98DLrzO2hXYkf04XowR+zybgX9iaG9LEcRNtpTmg7E9E2PaO/5wlS86TP5ilHzpxU4Nh7YD9xSYkEBe9W+3wfZxXyqc9ttG1hNHO/XwkOZ3cFDm2f/18Axx5pL63sTZeTER1vH3Q9fNB18UTX2QNtvx+atKP6eajj00a7fWkQ6ImO93Y0l3V09XZl+MGDOJ2+hFvISTZtdGfBghXMWLyYn9asVOAQMIiikMEfiaqhIPnLq5oIlNfIkI9stZKcUPZVSBFJ3LOln19SENnRKsCQhcSiMmT5sygLgYc8lufksVyX18tocz291rRv0ZLWDRrRpF0rWum15PiqeRwf9DHRQ/63ehAlUdXs9Wfg+Ee18d8DjtZkWX1M8vDmZJs2IcHyM2IGtybCoh0Fd66qkfODh44o0xbxfoiIiODUyZ+JePZUdW8+c5jMM5PmChxPF4+HoiIyy8tVXeF1dg75xW8oLy6iOCtV1RZ2n7qO9mE/anaxom53Gz7oacX10ARSc4pUc1FWegLhzx5QUJRLcXnZvx0cUjh9WfZauYaN3hNMfZdN1PDyoO6yreia/0Rti8noWk+j1g+raLD2ZzSXx2geMdQITqGOf9Tv4NA8o9E8In9XHAoaAo6dEdTaEY7OrjA0r2c0cX/EZ9Pc6dzfBrNhgxQs1u/Yzrlrv+AZFMi85cswH2yP5dAhrNmyWRVF123azPcTJ2EzeIg6VRF4jBr3HUNHjmLdlk2sWu/ErHlzVR+IgOPzzz9Xg2/Ozs7MmjKXnt/oq3kYM3NrzA36M6hzR37o+ykrbboTaNlFeeXK+7qYDuLjJa5Ud01A2xLKIL+rymjp2t1fOXPpAtGJ8QSH7CMi8gVHjx8jMzuLO2kFdPS4jrYjgkYut9G2uqO5uFPHI+Cv1ThESegE+1Et2J9qwdIKHojmG4Dm6YvmJgMuvtQ4tIdaR4LR/JzRNq+kzY4NjDh5nC3Pw1h1/iRzPT2YNncJs36Ywaof57N58XJWr1zG/JULfk9RhK5VwJBJQlEXAg1RILLkWfwMxN1ZQCHDPlUKQsaQZet7VQ0jOjpagUIUhcBCFIg8V5WiVN2XPgJ5jcWo4VSvptGqeROa6rWmVpO6OE4ezvW5Q7hp2VGphqrUowoeVSpDUpYqmPwztSGt5P9KuvFXXiMnP5mWH5A4tCmZJk1ItPqC2MHvE2HSgvzrJ1Wb+ZGjx4mLS2DPnj08f/6cc+fO8PjRA7Kz0ojcuohnFm1JN2vOk9nDITubnLJSXpYX8SYvj5zcInWSUZyXpcxyZqxzR2vTk4Y9h6C9/xVbfPaTWvRaHb/K321ORirF+Tmq0ejVm9f/dnAUl+RT9PIl9/MK6LzJiTrezsptroUUb0cvpKbRROpZ/oju4Pk0XBpC7R0PVKNT7T1p1Ar4Ozi8ovkdHO7haK5h/A4Ol6fo7AhDc5EiaRgtt1/ns1Gr+VrfHMuRptiNGsnUObNZsHIFm3e5qJSle98+jP9xmrq2bdcu9hw8iOO6dSx1dFT1DTH9GTdxInbDh9N7gD7mttYMGGSIubWVal2XE5bhw4erydr1K5z49us+fNVrIH3NbOhhbMxHXTrR7esv6du7MyN7fYHVIBMG2QylvZEpn20IUcfMNZ2fMvjQc/JLixFV88vtm0TGxrA3ZB8PHj3k8uXLKmW/kphPC1Fiu6Kot/0q2lY3qrt5UM9LwPEXUpXavt6qmKkT7I8WEogmjl4H91DtYAjVD4ZQ09udWh7ONPXZxVcHAhl79gQO586z/cBxXDz3MG/FciXlVjo6sGTxQubO/JF506eybM4snJYvUnAQSAggpIYh5iSSnkgdQwBSpTq2bt3K/v37+fXXX5VikHqFhKgJ+YWVdETuCxBEvkpaIrCQIqgAREAjngeiOkRxiCqR9wXsDVbu263btqRF29bUbFyPbp3aEBW8kYOGHRQ4RDkIPAQc/wiPKnBUqY2qFKVq/uSvQOFfeW+iVWsyLDoSN7QZaSZNSbT+knj794kwqE/u+RDyc4uUMe2zZ2FqKOrhw4dcu3aV27/dIisnnSTfzYTZdlTguD/FmjdJieqXrbyskNeFReTnFvCmrEy1nz+LTafHkBnofGFO3W7W1O9qTFhcKomZOepIVKCdnpykmsQy0tJVQ9dfrWv88f3/rMYhPSJ5r15yNiuNxisXoys1uAAvWgbtp8bcdVQf+AP1zKehYzmTxnP9abz9jppw1fVPUB2kmkBDwkPqG5FoVeBwfYom4faE6jIRu/MFtfzCaOv0M19YzaC/gQVDJwzBathQlZZYDBmM7cgRDBk7BmMba8ZNmazSGE9/fw4eP44UQqfPmYOxpSVrNm5UsdPDgxVrVjF2wnjMrCzp9s3XWNvaKBdzUdNSxzM06MfnXT5jgIUJ3Q3606lXL3oZGmAz2B4jw0F06fYFPfsb0cdyGC1NR9Jx2xmqe0VQe8sdxv0co0yWDh49wt2HD3geHsb+gwe4fv06d3+7o1r9T8TkUH/rRap5xFJzwzm0bbuo5elJfZ+gvwaOhgG7qRXgV2neISPy/rvQ/Fyp5udKDX93GrtuoPe+QGafv8DOc1dxDTzM2rXbmDN7IdOmzmTFrFksWziPJY5LWLh+BQvWLWfhioUsmD2ThVOn/g4JcTUSZSF2aeJyJCARcMiOzNOnTysIvHkjdXXUhviqY1WBhZyciHqQW4HBP6YqAgqBh4Djj0pECqZJcfHUalCLlnotaNu2NfWay54NjQeHXAg0/FwNoFXBoAoeVbAQ5VGlNP4IjipopFq2/bcrjmTrVqSbdyBmcBNSTZqTZNOFxMEtidCvSfYJbzUWf/ncJX67fUd9y4jXw937d7h89RKZeRlkHPQibMjfyDBrzt3vjKiIeUFRiXRn5vO6tJRXJSW8LitWf+8h53+lTmczqnexRfugP+NWOKs1C8mpKSr1C38eRnxsnDIl5vUbivP+/TWO0qwUct+U4xsTTp1Vi9EC3FTjUoOgYOpvdEEzm0xNi6lUt5zGe1NcaLzpOtWdn6l5E81Lht1EbQg0otBkfN4tDG3X80pouD6luucTqu+MUFL+Pd/nfLBsN18ZjMbO3I7J86ewwXkHc5Yu4bupUxRE9E2MMbAwR0AyceYMnF3d2LHLVRVHx0+arAqjC5Ysxds/gIehT3Hz8WLekkVY2dnSb+AAzC0t1HCbnK5II1jXHl/QuUcnrIZb08+kP9/0/hr9fn0YbGaOlf5AOvX+hr4DjdC3GEOroUtovOMmmusTaq05x7STUSpdlPTkWdhz7j98oNoQzp89R+jjJ2ouKCQ8C531Z9HxSaCapHLbdlLPx5OGfgKOPxmZ/1dOVWrv3kM1fz80H3c1n6/rtoWWbtv53NOFb3082BF6j43nzuHo4cOyJWtZMmMhS36az5JFi1m8cinrly3DYeki5i2ez09L5jFr2SLmLlvKgoWLWTBvoSoAicKQUxSpYcjZtSgQsVcTH4IqUIhSEIUh7cfSeSjKQkBQpSpEUQgwRHkIJKpqGVUQkfcLWKogUvUaisowshxEo5YN+UhPj4YtWylD2p0rprLHRv/3ydV/pjr+ERoCFnmdgEOg8d8BjlSrlgockXZNSDJuQaKtgKMFL/rokHlkJ+UF5dy4cp0r5y9z785dLly6yLOwp5w8d4rMgkzyTocQNuJLBY5fR+rzMiyU4pI8iktylMqguBDKS4UDzNvgrU5TtC6D0dp9y95fnpCeEo/0WqSnpajJ1sL8IgUMcTevKC7/t6cq5KWT/aaMNXeuUWeDA9X2+KAF+1Pdy5uGbl7oDJ+Hjs00NMvJVBu1mnorz1BjRyjalsfo+P4dGn8Gjl2h1PILVamNti2CBt6hfDzflR59rPl+yDAWOC1VquLExQssd1qL07atDB03VimQwWNG09vQgG969VZdolLjGDv+B2bNm88yB0fcvX248+Ahm3ZsUw1kMtcicy9dunVVu2Glg7RTp06YmVmoqVtrWysGGQ9kwMC+9PiqC726daFft+70MOjJIH19DEzG0mGyZ2UR1/2ZquesvJpIUVmpKoRGRkcpg6DTJ0/x87HjRDx7Tn52DgFPM9DWnqaGXxKawyGqbd9BA38vGvnvRtv7VzpH5ShVvDK83ajr68qnQb5YHzrIgtPn2Xz5GttWb2P1irUsWrxcFYYWrV7J8tUrWbx0AfPm/sS8+bPUSrzF8+exaN585s9dwNx5i/hp4RJ+WrJC1S2k4CnQEJejM2fOqPRC4CBn/VLElBpGVWoiH/4qQAgMRGFUwaBKUQg8/ggOeSw/R94bGRmpnhPlIe+noIylq5ZQu1ENPu/QkSYtW6O1asAIi94cHm31f4HjH1VHVfryR2j8d4Mjzaw9VeBIsutaCY7eGlkHt/Oy8CW/Xb/N2RNn1LfMqTOniYh5wZGTx8gqzKLg0lHCRnZV4Lg9tA8vnz6mpLgSHG9ellOWmwGvXqodsGY/LETTG0DtnmPQOvThl8gsCnNTeFlaQNjzpwocFeWvKM4roSingOKs/H8/OIqyyXldwqzzJ6i71QldSaf3B6Pt2kUDTx/qTFqJZj9VgUOzXYDO/EPoSm/G+vvUCUyoVBsCDndJU/6gOOT4dVcodQJDqbbrBdrWCBp6hfLp7B307mXCtNGjcdyxjunz53H07BlVz1ixzkmlKVIYXb15k6p3zJ6/gB9/moXtkKGqxby/4SAmTfuRKdNnsHHrNlauXa06TCVV+ezLLzAyMearr75SX6jSz/HNl33p28MASzM5belBrz49GTBAH0PDgejr96XvgG6Y9OyOgcEYPp1zBM09AS0ghtbbzuD6JJ/i0hICdwepWt/Vq1dVF/GRQ4eJDAunMDcP78fpaKtPUFNOmlYcUF22DQO8aRQY/BfBEexH98AAbF13MOPYbjbdvsKuI0fZsm0ri5fOVHUJqUdIIVPqE3/0RJRroiSk8Cn1i6pahqQjkpaI/ZmkJAIM6eR89uyZUhLl5eXK+l4+7AIJgYN80AUeojTkVh4LKCJfJJCelkNYWESlAkmMUXtFZQpQQt7/tigqLOP0+Qs0bduKVh+1pVnLBnzWoSXd3m9K8JqVXB78GWmWH1Fk0IxM+1bEjfiIrOFfkjioNZlDO/zbU5F31TkSbD4i07Qd+XbtibBqRNrwDmSafcDd/nqkr/+eitIsrt26iW/wEaLj0rly7gIRD+9z5MghssteQvQz7v5gQLJZC+6ad6Dw5lmyXkOmePTkZ1CWU2kEHJv1itb636PTYwK1vx5NX7vJxEQn8Dq/kNycEp7FZ5NSWE5ReTHF+WkiNyoNfsT3vPw1OVm56nSmtLCAgpxsZPo1Lyf3nWBRcy0y21JSotSmKE6pYVXF68ICsoFRB/ZTff26Su+WQ/vQ9vigu9ebZus90WynU8/sJ6qZzUGbuoPGXr+i4/pIFT2r7QrjbaHrkoDm/Fz1cHy25gxfD5vLN2bm2H83lLmzpiInJgHBe9SttJTLsau1/WDVpyG9GgdPnvg9nRlobsboiRPob2qiQh5Pmj4N22FDGDFmtKpxyJi+1DZEhRsPMlLqQ3bFytyKNISJe5i0pUvIKH5v8/5Ym5rTecx0mmw8ibY9Vh0ht3Q5w6kXGeSlRBEY5Et8ZjZHT55R1gRB3s6kJMaQU1DI6nNxlSD1ukW1za7UcAmktvsedN23o4X8heJoc28v5ly8wvYTJ5jr7cL4DU7MWLSCVYuX4bBsrjoVqTpCFYAIJKpOSAQQAgd5Xno1pHYxduxYZX0msJBlNaIWBAxSsygoKFC/EHIrgKi6JverUg1RDXJfrsmJSkJ8qrLyLy0tVz/n2bNQXrwIJy4uhoSEuLdCQ4CSniTpSzL9DAeqFKXjR234pH1LWupqBDqt4sb4nkQZd6TYuBVZg1sTO6IjmcM6Id/y6YP/s8DxwroxqcPaK3A86N+OlDUjKS9M5be7d/AOOkB8UjYXT58l4vEDDh8+SEZxKcSG8XCqCUmmzblvrkfuleNkv/rf4KjIz+XNKzh44Q61OlmhdR2NbtfhzFnnqVrAXxeVk5iQRnRCGnklJYj7uXR7SgOZ/GIKNMrKXqrhNWWRLhNyFS8VMMRv44/Fz392/13geFNcQhJg6udLzW1b0MRZ7mAlOKrt8aL5Jm+0wTOpaz4THdNZaFO20cj9FjouD6m+/flboSFAec87XR3Z1giIoNOqn/nMZAKf9emDyWAzxo4aSrdveqjejGGjRjN1xkys7Oz5YfIUtrvs4sCRozh7eeKwYT3zVyxXamTVpo3qsEBOYOToVgqj/Y0M6a3fj0GmJvTpV5mi9OzZUy2aFjhIrUPa0Hv16qVa0qUdQTw7ZM6lj6k+5obmdBo1g8abz6PtFNCF09H1PFfjckmPfca+kN3Ep2dx8NgJXoQ9YY+fm/JnSc8vYvHpaHS2PUbzvEX1zS7U2BVEDc/dVPfYjrbvL3SODj18lNWBe3FQhqzzmOPgyNL5K1k1ezFLZ1cqB1ESVb0Y0rwlRU2BiKgPadiSx2PGjFEnJHI2feXKld8btSrEy/IPNQuBiMBBwCAAkYEo+XaRdEWAUZViVKkP+fBLb4KkI1UGr1K/kPcIlN6mNuS5hLBotWls7Tondbrywacd6NCuBe9V01g4aRx3Fthyz6AdBebtyBqqR/QQPTKHfEaOzcdqluVdiuDf/Xyi9YdkmemRY6dHhHVTkod2IMusA08M2pG0zJrC9GhCnzzAK3AfaZkFnP75BJGhj5TiSM7Nh8RIQufak2jSjIfm7Uk/tY+ccsgsewOFmbyRcXZg8QZ3tI4D0bqMQvubFQcuPVBj71mZhcRExasjWF4XkZ+TTF5uBjL2Xob0jJVTWlikCnHi7FWlMorzC1QN5Z/B4o/X3gmOlxXcKyzg862bqOflgbY7iOoheysd5ILdaLbDB23kLOqYzagEx8QtNHC5iq7LQ6ptljTk7YpD2xKpiqUNAsP4atUhupl/j9EQO2Yvn4ujwzI1uCadoKIyLG3tVDoi96WWIQXQ7R7uqg4yY8F8evTXR9IZKahKXUSax6QwamFnw7d9eisvj159eiuV0blzZ6UupNFRpSzffKNgIfaC4jkqY/hdu3alr3E/ZV/40aj5NN5+jRpuyWhbn9Dd7ypPUsuICr3Dzz8fIzY1QzUCxkU/52CwD/GJCSRkFzLtSBjVtz9Fc7+J7sYd1HIPoLoMBHpu+2t9HCPd3XB02ozDpKksnTWTlaudWD7fAYe5y1i2dOHvnZ1VaYm0hIviEOdm6b2QEJjIceqpU6dUjUGAIL8QVfULURYCCzkhkRA4VCkKAYYoC3mPhDyW5wUUAoaw8FBiY6N5/DiU6Kh4Soor1DdgWmo2kS9i3wmO5PBYcpLTuH3zFh98JDWOxrRu05xWLRry+cftueY4jiuGHcm27EDuiI6qKzPD7mMKh/6NBJs2/+OpiniG5Jq1J9umPeG2LUga0l6BI2JQW2Jm9yc39hGxL57jE7iHrPxitRQ54ukjjh07RmxKFq/SE3nh8D1xxk0INW9LfIg7OcUVZJe9gqIcdaIiZ1kTFqxB53MzqncfozxEbzxPIj87g7wSiI2OoSAthpd5SfCqUAkLmaCVGZfUmAjy0pLJSkslIS5ebXYTn42MlGSKcv664qh4BfsjX9DAYQnv7QlAZ+8edIOD0II80YJdaezmj/bdXGqZTUPHZAbaDxt5b8sFajjfQ9vwgGquz94a2qYItF1Paez7gC/nuNGpjwUWQ2xYucmRTVs2c/HaNaRXY/7SpdgMHcpAExNshw2jv5ERptbWqntU2tGnzJ6F/ehRqoC6zd2NAyd+Vipk9YZ1DDAeRM++fej8VTelOERlSIiqkCKppCkCD4HFsGHDVJoi6Ysc2eob9kW/nxXtvltN/V0PqOeVjs6mO1iE3CYpF+7dvMCVK5eIik8i5MB+kuNecOJIiOoofp6az+Dgh1Rzlt6VG9Rcv5VaXpV9Wro+OyobP/+VE5R/9hqjdY5sdnHFbfkKlsyezmzp7lywgiWLljNl/nTVtCXQkBBACA0lHfljw5Ycp0o9Qo5TJUcVVSEhcHhX/FFhVNU25L1S/JTj1MdP7lR2LGbmkxifQ/SLTK5eeoCn+x6ePIp+Jziy4pNJiIhSJjempsbo1tTh/dbN6fihntrwvm/paM5bdSbBrD25oz4g2rbScatk6GfKcevfrSje9fOTrduTZ96BDGs9wu1akWCvR46pHnEmbQif1IXMpzfIiH9BQPA+covKlNJ49ugeJ0+eJDw6UdUwErbOJtqwIeHmbYn02kB+QQk5YqhRkodsZXv5Br6b60jtLpZo3UYq5fEwNovCrBQSxJ80Ix2K0yjPTaS0vEStnhV1UZwST+Kze7zMTScrVeaF4irXNEr5JDtLQemP6uKf3X+X4pA/5uqrl9CWz1Mu+jWC91E7ILDSDGqvCw19A9GmLkbHdBI1TH6k2rj11Fl3klrbf0Nz+u2t0BCoNHBPpkZgDK18fqXT5LV06a6P/WArHDetZtM2Zw4cO4aLp6eafBVQSFPX8tWrmfrTT4z54Qe+7tcXqWV0691LgUNmW0Rx7D50kK1urqqP44uvuipwGJmZIhaEkqZUuaHLfTEylpF7gYXcl+KpbKyXOkc/gz70GjiMFlN2UsMzjLo+6dTeeJ3xpx6TVwgXz
Explicación
<p><a href="/web/uploads/13146/cfed7ac0ee-como-aplicar-la-investigacion-ciclo-iv.pdf">cfed7ac0ee-como-aplicar-la-investigacion-ciclo-iv.pdf</a></p>
Ejercicios
<p><b>Actividad:</b></p> <ul><li><b>1.</b><b>¿De acuerdo con la explicación como puede relacionar su idea de negocio para comenzar el proceso de la Investigación?</b></li> <li><b>2.</b><b>¿Cuáles serían los pasos para iniciar su investigación?</b></li> <li><b>3.</b><b>¿Porque debe ser aplicada la Investigación en su idea de negocio?</b></li> <li><b>4.</b><b>Es necesario después de recopilar la información Analizarla ¿por qué?</b></li></ul>
Evidencia
Evaluación
<p>Asistencia </p><p>Evaluación oral </p><p>Puntualidad </p><p>Presentación </p><p>Entrega de talleres </p>
Bibliografía
<p>Texto : Metodologia y Enfoques interdisciplinarios de investigacion .</p>
Foro
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