<snapdata remixID="12698173"><project name="21-22 U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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8goFRWEPZSUOG/gzYA45lp6pqVvpDO5OoXPt9yRbuLQSYtvoMPwZkfy1D+wirTAtIDkvLlKsZ+2/y7dMFzlVv7KFQ4T3g/JEcP8DEBfbcSTjv6HwwcSqO9m8dnqY73oHlwJCyxlNvGHe9wfWOpCQp3Nd2w4I7YJnO1yed8/vdH2e9mJtrjxc84sNMYA9J+YLfaAF2aH0j5MdqI0XgJ97wzMmB2qrjNf2lFiug2chBx8fHJzKLOIaB/Sc8DZSNtlgaBu5qyuublGuP79HtTIxHtMRzjyUmShATwXi0yFl83I4Jt1pO9rxa7FYfw60eiN3rIMbUwfffMad9/y3G1Nd7Y2vrwMRogNWBoxoMpZzzD5kouN7Jdp2tu+tPW93ufSPAK2UPi/xRisLS8qdRb8QCp41qQY9QT6JcSbyCM+QsySxaFmxkq7zl2ljA2nSCCNJUQa4mofgjKUmhLCTt7/4dMAGtXLEhw85+pshxb3W06jAi1RHrkQPszyQEwJqkyjUgv8dxU9HL0sx+jsuea58kGJKDyOt2O4rOlYJqo/hdyStiesT3fZTLqLnMgTMCsJpzLH+hyLFDji10ufclhcwEvKLaSwF3QI71TM2ralhay5XOz0vT5/qj3SI4vbAuqROFZ6Sm+BjaualR/9KYyprUhRIrpGm5bx1ZdnsHfCga2JQAHO4mb10cK90f+8+zI0GhHPGLVqDCAJTSjV5grAoO+NTpHu/ecvt22dWaRufbfgqONfKMrQp36W6HO8WfpPsba/quBNAvjJm+AheeOi005K1sUfbPnzzd7n3NBLwiuP3rBJABcFmXyIXrEGHpBU6b6lXXQnyGVnotDY/JrTBlhtxlzvmtS7KKjPjuCuNryVxDGx1wnQDs6w4Ux/pFOktQeb17q0PSpTw5Yivn87nIHwbz3T/6KCcKkFRsVoIyclhu9wDDzrajkDOyNW9dfQye/PtjS2qsxxaWFsyRvJTReWkLwdgTymdWNpIDBYUO9+S2o++z5f2FgT2qTKqfURx1jGGNyLz/fNEPOEa3e19SzUzAqzwA3zXZi6rCTABwkWpWN6sg04elm8K7VBUrbIxGiE04C7BSulkLnLbtVMZc6XgVxhXk+PkOUUFulxHBbDP+w2WfdluZh7mY1TPZVZAtq7QKOWKLKD5ByMM6xmLIARtBv/AA/VRwwJwDf3juCXi81vU11spbpTrhMfm2F7gx6MuVu9vk4N5vc74JYIZW++ADYoGtF5ln+Yuu7FLd7n1pQWYCXn0L4C0/Vj6fQuQmqRul1UPQKNfUYenfONPGCcAHaAQoqk0BAVZyJ5qfn/YQ4+wZuePU5C9kE5zlGLRZ8MANeF2u7IWy/ICaunREWcx2pTMM96PM+bY01NtrL0ksior68xsW3G6EAX/XoF5JymdWPIzKauo+jB0NVkv2lwU3hCw5M1r/kJfPzBxYUOhwL2m2ueon32CbyVEHhoIL+de1w9i+nwhQ4Q4g2HxmAl4RXuZVNFZ88UeUCUBlDiJhaSO+Ds7O2VgdS3zHXzqhMsV4BThblJPlflHZ+PajqIvT6b5x5YrzpVVQ5HtcgC8wuoUkVgrGd4DDxbzYGXHKwY2s2AFzoELweMe7dmSXhruP9lz7dMGifwqA0hzgQOt94bX7cejwoMY/c5SKIptWvD1zTzD7jHamlQDMCOTlfbsd7uWkW9Odr78zWbhbG3J8NOoxEIcwEAcR70vn1IDMBLzaBuBTCWuMhKUlGElblqZw9AvhdeKSD7CSs6oFBl1hNesowoL/4kZ4ECyEyUoBvodzcScTLCUiPO7izIVBvxfl2KAj8yp1wNVM9E52bct2qbH4MflpD3EDQilq5AC3XH/O8vk4eYqaHjb7YLrW5tlFW1u3P2s5ZrQz7bRGoa6gWyN62WRXtquA0M7d4/qWhQm4UuMxQE/U4kLsw3n4AVHwU55MySxmAl5RscPVVOtUxkK6UFjaK7L7s+9wyS6iIcOailgpR5iBP8G4zNKoDC96hYZFcgFWcpQ0QyvFvbgE+3CJHLUpAkeY2z1gjLIlXF3VKct2wJywUhyTiz6Wl2YS4hS4FGBU5UVXGiECt8j5MgyiHd0B//6Zxf44uMj4vcVbstp19cl4+5JErzeqXNdFN03W9wRLf/BDb92W4v956MSpRFNVABLgxQD8gMEoQ39fMdAwyEzAK7phP6hgLZGwtAKjqT+EkMfMyq8TRUxljI9o++LMgWpK4GTAmtNe9m+pKUXhajrfactlwPRw5Sgdfxo9UYBpSoe3HEchMBcHc0GAi3PPzs5+UpbtgJmIOa5tDkpRUY1GO21UgUb3B+hKEbhGJQdccyIOf/m/XwW2CeOL3Vuyft+SYbQzbRzACMmoK1m9wO8o2QLA+589hgaPIU1qJK25O075QtRD8R26gxJnZVBHAF7JWI6vh+ZEABfKGdQheasZ+MKjZ44vl1PcRs+V0v1rfb9eyR6PpRGo1e1MhZYn3WBrM0NK0m5MwA9oun5TcSPowMeAHc1OWWjg31VXe3eUzlkoOdNERXVUFyXLAWvhfGlFow2C00/1AuNUwv984r4M+ZszQ2yQd7Z7a/a/mpmMygGOrQd+9R5QUXUpCvfeovpDpYVAOhX3RSUG4wAGoAIhgVvRHuCeIqCnSqHscBZF3Q5p10+FI6TF2EhYWiVDdg4x9DJQ1zeOUqcMS0mqQn/sxNW6GNQXhQUvZYy5wFHAvPiqo4K95DjgdlWu1LL2aKeNbse0rf/rR1m1coBJ9L/W34Gv94dK5OS1nGNs0cdZvg7w6U7bfOqHq5YdpcpJrgTu2g649s1EeSVVguhYZEUDhuBAcOBWRwReydkGCkuPBTAmUsRDjtk6K68ZUpK2YwqqEbxpj1b2bzwpswpCYHOqatxB0qKkOeAQVa7CMaqdakYb1IvzPg+QGEYSVvO6T57qiZzlC6Sa4T33Vse1xGxUDvDIQ0Dmzlhs3t2qf4RU/U3F5xe4lXAauOtzc7QaVAK8kmPhSFhajrU6La8ZUpJKMRwlsJnMxuZOi5LigCVXuVJieXuu3S5YeKGSseGOUSsHOHdTNnZ/0TIXLrhmnHmvKdqS/V+jcoAnfQ0kfzQeJd9dH64JTTO+GbhF98UDbvkAGBoo0VZnlZUCr+SqGQlLy7VYp+Of70xbygwAszYbUlpKkhnM7kuLop+PwLG317GGksf+9NlBj9V6mQB2Hmdic4X2H9DAdzi+fOt7rbQO4YDDL7QRSvHReWlTwVgTJCgUt3p/j6FKFGG2ISRtjtf2xp//8Wu5iq11b3X8ND3PVsiYzNQGuTP54b+xGKjNexSn63WP+qugfWgR3eOqMXBEMYbaPwH9t2EUqOKVVgpFwtJaWbZDyH0sf9QIzgXq6GQYfYVR+BYXGza/0okFL8fQsloM31uDkcVVSDhGwI1m4icBvAEBKx2F+R8qncPfuCAOWHvnSwp19BzgDQXXY3vheHl7wnGmJqoyLuGXS48ZkQP8442pOP7xLHk6d0BuwepB/MAyDLXvQr+UvYjSsV0b1AZeybF/VwpLM/a/R+urnzMrWlrOtqnBu8BpIzDWJDVkKZGhYkqSkulVGcM4R2pJNSZ/cAiJFe2Qk18y8Ecy3fmb1JjMrwNWs8pVKCXTnbanGCD5AjWUPKl/VyMHuPZkLJ5++VGq/yx12nN8/X64wzL3+bOIaPkClI+4+pXpqNtP6J2uQ+SMyRHTyTh+ENUd0ZikVrzSUo0uEpZmQLkI8aGs24rf0NKcHUH2AoMiii1to1VKkt72J0f8o/8ewtUfHmo7NSGHXqusOf6zOaUFYaVD+XPAqla5CmW00fm218Ghey4MpR9RGlI4tGnrj7FlF1XPV0DD9+Rbsl8LlbekQHDoIZc/7rdgSOiBnYSjZ8JRJI/dhgHDSxDds1b9VWkNvJKjcZcKS/MNdVFRs2bO/KxGjok6E29TShKFobXu5hTQbHqmJOmxdxd9XYOb136DmPo2DoOzz+qiuv1o5mdvKH7eWjlgLapchTJQR80BpvaDdPql30qIjdz9uXB97kglY8MZE1Ubi9FLOj76ORwbNI+lU3H/lL0YPLLQ54xVI72AV3IU7tPUaYlOxZ2bdnu8fNqM2UWHO/cyA69ugdNGH3Dd0xubNSIw1lZcg5Po1Wm2YPDBk7jn//bA6mlTOCJMJ9zaAYv81qJtWbo2WDYqB5hKUFIYWilt2TURm7b6sokUEbtsa60w6d1zhaMVSZE/KLZsCC596V75Azv5iGbg1uCRuxHb96jy1eoNvJKrKTlg6gJN98Sdl76si7JO6Kon4Ydz7fHRFr7fyC5JBMQiQFZnoku/OIZb1uxrtyQGbMt0O69QstazDliNKle2MfnXMsYzRCBDAC7lHHFgzAPwcs6xAxC/gtW7rmjnTQdI2eQVyTEJfeNk1hdUssz2Y+7xANSMQSkteWk+6A5YKbEpGyCM1b0KJfoWj8KwtTOVqt3px4UF3DISeCVnZ6IBH/a+ExfxYAzbMme5FX0pyjGlWXkXOG0rANxllH4NiEIBrg/RJcko7ZTPO3VjGa74uH2XWc7xQFaRkzpnyaJmB6y4ytWYMWvjvCzmFyJAVZ1Cxhw45yJjwoci9zzbbeHv9xgFm1/QACgLHgO7ijLg/K9DlqHbMgs3rwJL2RuWDCWDB300EUnvKT+5K5mzo46RDdwyA/BKjrE7eViagy/Muq1okRyTdBbexn7GxtRXaLZhETJwEJ3rzqPbGS9+/Sd3+/tgoNbDLRfOKMqVdfXBbFc4V7g/dsxR8uCljVl/DwNbCsYUHQXZiJIDwszVQ5TMHc6YcHOAl/3zQRyt6h+OCrDM+ZsX/SsIIqMrpTgdOG9Xhq5zdobJQgK3CHhlCKZdBet20rA0B2q9Xn5hV70PNjolie6AP8J1Kjyg5hJx5dZyXPeuL4jbhtgShztPVkYPU7K0xlNv9//j4D9RMr55DBuzC8INznBEKBpL5SepDKUSKtmXitX54efQWh5e3IBuZ4J1sVaiXsgxF6+ajfi9w0PyRRj8W6AZuEXpTANTi88xmRF4JWcTO2tYmvFnHLOKHpFjis7Ca4aUJGrQQKjozkTWBhFP/OEzf0s6VllzfJCc1CTZDpicr4fFvAcg7GMU+9EmCFds0X1vhnGAGjEooZden4eyiiQlQ8+NiTl90vLg//YMT4iy0SP//gB6lg9UNjgyqpUFonvUYuAlRUiM/gJ9PtOsWp2+Vu9sYWnOTzhuL+rckLMAT0hjSlLv/QBL1PchOjfbESTiU1xp1PSazXvnP7/CsH3+yt3yTIc7/y2pE8t2wLaxTtUqrQg3rQW7tMUpQqrWYfIpzQHeWzocq3Jnhzk7gKTSrZZbXzbkqcxY9AQEj4LCIeGvuhNL4OjFDuMC6xYMsrg7xzo7UViacVyXebtblcpFHW1zf5U35nEr8/zBKL0pJakA01CvGHHjR3NuAXh3gAuNf2QNgED1MMJA1co00OU7D+PGt75rP4qx3zlceU9KFSfLAdvG5P0FjD0qVXgoPmH2y2DJpaHYVP/7NV7gSgUpSK+8MRf7D6SErQ+bmvtrIW33n8MWJFOApS4GY5/8rcxREXY5FohjBzEyKg+9hXI5w8zJS2FpQkoTYrojv7PRl+Isl+QvRXNuhjKtJq//xazRwo7XomBcX+zwU5IY4E0AxJ6Al4IZ/qAzvMkR1wCWY4CgbXLNkLJa3PuSn9oBHHmOIud0qbsl2QHbM3LtnFt20/uGVOGh+Cy/XALEalCJKMTEP/ECI2U64PIjA/H3Vx8ItSQpf19rnf+7bZyzZ6Qwq8kTyQFW05qBZVFnpvSoNTjPskfdCalHi7bfK/717eBhacaYM3OWK0vdzegY0mz5f3xhFP/kviHwc1rTaQl0+t2MG2XORk43DhDjmpxu02lXqhShFrCWA0K7Ws5SJQTliz3RgPl/crXj4cCBLLdT8h2lZGeaNjb/PQZ+jSrakxCrB5b/Z0yGgJIc4NXOWSj5JjXc5VfzhoZR1t8uehQGtA3rU5KKi1aHDyAL1whdYzyXNhYsAAAgAElEQVRHWtSbGKxGSJpe+C8BcBGAAgCVBlnwgqZqWh3sRpUBxZm3udMMspqh09ryFhf2YtX2K/G+oXpIqg/No5ucbiwghsxolbYey1Egimo5qxuepopYTyzyC8SqdbidkpWX5IDTL8sbK4psl7QVS+SKr4blwaclMqvLJjcHuKw8CS+tmReuEhwcV7k/dmwdbVCSfOL28Th/Q+fpARzuhmg/nmNM1Gs4z/KV8qn6ArgM5zLsTwC+71KjIoodMyxd6rjNHf7dkfJdNGRk8oqFMXF9Lb6YyeX4EAk4YogeNGnAMLTP6SY0Ol76by2InQK6fQuwMIv/t9CtW70Xj/+RAsLtqbLmeHepSGhJDtie4fwH57hHVducvx+WO19RVaQUYXSV9TsZX14ejxV/e/UBHD0WHpS+ZaWx0U5bLgDJ9wRS1iWFh5wvOeEI6WcBK+oxMfpZxDB/iMkgelCC2qVNp962bN8A8Pvyrd+60KHC0myf4zZXl8u9S8tbPJUx+HqtD0Yp0vCpjg9I66mOIx4fgwKoFFruDYjxgNgD4N300UllJ9z7+Bn8+s/+AZdM5KmZxfmS7p9COmC7PTdetFrKmfLCUX4NzGyFELLW6WP8FrP048AvZKQgrXt3Bgq/TA9LT8bxiOtjx9k7X6MccCQHOKxtVDx4oKUI9igZnfIoaYTAT4ES1ehF/mMA7SviKdZR8cCOEJZm2OiY5Z6meI0ddKDN+YenAOYrDEG4hCl4C0aBserRHZsbHlB2n6uW/YUTjSdhFSi59ATuftm/j/UycXK26y26LApJIR2wbayTKve/GFKSTIaOkAOshvMF2Br31sxbW5pnTL7tBc5xn0yThc0eyQEO24QKBXBM6LYcccLB4OPp1EvvelIayVHWBSXWhNWNVOFy2g4zeViaA7/Pus3d5Xpwjl7/h/e8AjuL2xmGLzEcX6q06fLEiLDi3bon5A3Sgtt6CLCGH4r/0X8PYlJBuz7BTRrz+xzu/OVS1JfggPMLAU6JCKoSnX7pFKw3jRWBG0NcBVCLQXK+KoCudtRYKyeXFsxp9TU5Jj/tIb1R0JT7SznAETLGAkmWT33pSQGJcJN06pUTkSN/TidhsxCFpSehHknQ6DJP2UI52O1Zt7leUza6Y46i+99+vdmxhijhbMn77jiJSY0RaUPonTozvAOJQHQJQD2CwqCsvFKM/TSQI+c5Dnf+Y1LEB3XAaRl5UxlnmuyYWXOAqdiG87+ZqD5O3yZhEEcpi/Kmuwqyq9tKsefaJwkWTgVNdCO9U5CSztuFMw2x+OFY2Mhx3Wyk5UQMXkyNWdh+Cvp6JJCV0lpFdBdMd8JmIgpLU8BX90rnfo1wxnGb21QvBHps1RWvPzG2tqe1HXDWjp0YiDI9VGg1Rz2PxeZ6k/QhtxxpQkYrN8O8l0qQVOY/hZYBazLdzlZRz0AzBXXAtrFOzcBCwoNPg8W3803KLSJxpL8cYAJa0WmX7nrJAatA1Uz0TnZty26fKHa2DaO+JeIGbZmIpE36dEESBA9+POZJ0O/T9fEorxyF7w9f5vvvrkxjol5tjYi+EPC1TJVz6m1rQIrmbARw0kSWHQzgJnPowxj/Z+asIsPa8hllhdHrFz/iFfDXtvMTEpoQ0XpTpZiCT87M1XvaAPOJQMznYaUm/fbJ3YipCxRK5QUOdz513Q5JAR3wJRlvJ0ZxrzblfAzMAb6uPBGJdTGoPdkL1cfjQQU2yOlS2Fkt4uDTirZm0ddiQBrtTFuqVy4whZ/Tlj2I6OowT/USDUSn35EprZtsiKIVlcdTcPBoOo5UD4fHq569JaplONtF1vdxofXDRnAVVVI/TyWVqAGaJMiHSvMFE0On3jsAmCNXmHu8PG3G7CL6tu1SZMtf/Do4bvG36PHYjHhU6WqPUs94lHhMlAIZ9R1gUXYAjK1twPwlfs9WPptyoDTL7ZSU9hbQAaeNdS5lwMOa7FJsLXxVsAwg79/mAycVdU+UpG1bxHOgQfZcu12wiNsBprkn6ls8CsPWzpSkvxpME9OWIbb70YCiyBl/fzjDdzKurpVcNEYN1QyVkWzZhtRL32ksqhHOqdffKr4AQD9G0+W+pFNTEANezLzNfb8plNFZiTTnYspc8XuxkYy9SIW+Nct3npmLKlGST9LHUpYqIEpZKD55/wnc/UrwLCOpucABHbBtrJM6nGoTMzQoBxgeK7x/1RCIxLFSTm9lPdDQdPq9dPk89KjQpwNSz5ijuMq2TPKHqPZ0P3x76CocrRmO+gbtXowkK6QhY7/Evci4dpU2M3gB73+tsFSHBy4JSzk69d5ukrrRHBWVDTUpc+aUmgEnHpZZ5Q625y5M5hbL/kDj9E5JovvfgvpHQUho85AXiKE3VvkVssZv/wHXbwje/czLhJRs1/qQjQ78OuC0MW/dyZi4UitjUQck6oSkO9XEw7tctV4SbdXf4d7qkFXlwp5rjxcsnKDgUhJPFJkradOPMWjLVYrGKhlkH7YWA/vK7HAlAmKFFUcqhuOgNx0/iJ0TuNVv0F5kXKORAwZQ9GkGLv6mGNHMIJ9D1Zapi5IZiCPTcbtbcls4M6islg723MXTuQWE3wlIeqYk7fVMxj7PFLWWp54cygmm3GCZ5HCWImNX8FQmqbnAfh2wLcO5HRzjZOolmd2oHGD+fTLENXdL1lMyYxDEcygZjYho8R0tQtG996cg9RX9gA8twVeh1n327wQkpEjQmaZ/iQZOZ8Wj/LtROFA8Gier+kkWZXbGoRd9gkvH5Wum5rsfz4C11IMfRbW+f9dswpaCyfGapd1BFy280bwd1IABnPuvM9BU+tEqdsNVUcsRzbRthkOn34/qH4JHzXaEaj3QCsPQc1/Zg5T9wR03A7sl053371CqtnPAaaOd45iA7aEGhvN34QYn2Bh1S0tL0Ye7MiBuckhhlcMTFPEsRdDovLSpYPTGqt59MDnf4atnwVqn+RXz2SX6A18FXD8BCKmSU9ur4gkAxjaOEj1WVB9KwveuDBzZPxweFYFyUvZFbZ6L0t/DhaM+UlvsWXkbPpqJfaWpcHRbjWRhr2bztBNsKuAVr/MKQmr2ra6Q4T/9DKTvTNSAAczXRDJo6cfBlkKkRWlbjdDVMBPlXoL6m5GUhaGDI6Cb1yktF7idA7aNca4Ag6awfaNygMUPrwXfOVHVJ0EK4lnKhOmrHl3Meu34HSzhv5ES6CrZ6dDV+dIaQ4GvztqBXh7pCqXtdSWBtAlB64fIGZMjLt8zyueUOyKlXfEmBl8YGD0Z7pqcH8zCN2Wp6MlqcVu3v/l+60ImAl5xkS/KuqPIT8K1LpYwfBJfA4aEbqd9bfyoo5Cvf27gVn6XRjkx1KLNYeh7bwa+aFD9wKOujWWGoSn1iBxwaGIrHe68OaH4WjlgSj2ycu9+tes+t1VCeGAZWL/AKNlQSiv9u7hhBvjn4dV1bjl3ywYLSnWyL8sfzgX+kq+GkKUWQoITrIefRs8SJoiqjfXl+vYvVG+NEqb1sfTqUY4rR/09ODudeg8ACIT+nwFgSOgZayv7ofSzCTi8NxX1GiLaQ2sincNiacCUm5fA2q1e+iCZnG+8OxcHfmhEml4olPhOwpqTmYBXQGnlmZrUrgi8GrU6f4Rg4Vlg3tsBy0ip+y7AA3vUWgywKPvOCTQPnXrp9Gt6olQkSkmSSEPKanHvS1JsJS0XuJUDThubt5CBaQgTblyl5fePS1yuumze1+cCZepA4aWmGwVbge1Z571goJ6Mrcrus5j9YL23gH5LKZnWs44hbteVGPjRVbqfepvXFxJ8RU6XnG+g3HXqdTtV3n7TqZhC0+Ulo3wnYzPTgKFfYvSk1zVVsaUDponoLjhNo9PN2YWYCHjFRT4t646ioPn3mm6AjsKTV6yIie8ZP4LD8tOmzmojlE5PTjg1aoNqJ+EOcfI9ayx5Yej0wqOYsS4gwPzcFnDscRQ5Q6JJ2zhgZ8DcMaWb226cgTnAMa/Ow8kww5ecyt8zPqdoS9aacGxie975e3AsCirDUgvWvQSsWzlAP0KdzyFbvFG46NgR9KsFhh0BhC8z8EWpcaGeoOArAleR4w2GWaBCgRR67qHcoqdr4n1O2KzArfSr1yDxfG0TdddsmIfyo+fC8xZ4cFf0MvRmygoOhNyNCPAqpInUZPA53R7xUzmsPwXj9LqqaproQEsxLrZuQneFzwsBrooaZuCoqEo1QTVNF1xWVClgqZE037WbDmDiFmn1qaTkAp91wPYx+dM540Gh65I0DMU0uAyWuyniqi/5cCI18dj64bX4SuFpKTllL8ZetmXR4/+zPqw7prTnnL9iwJ+VWsAqevDbL5+ElTdeon7kfggn64xDCycnbkfq+RvaL+cHAPQTKtWuBfBKqU2ax9Gp+Pjhgb774h/2ppoCuBXdvdYXftaaXs1/AEeOtc73HiLsx83dNOi7HQFeab2dPvn213OTYbFM4pxdB8b9VrZSUxE6DSdbt4OKxkhFSFN+L1W6+sZzlTnRzqEMJCMMPWv1PqSWUImM0GRp8Ay84csNQZuGnnXAWqceNatrVA4wHa7uaVKiqrIfdnw8BaX7h6M+BLLWYvVg2LASXDKqEOSAAV7HGU+fk1ksqeFy221Ke/atiYyJVIw1ZCeqYFs8v2QJYj21oEIWW4oeCv00aMgxyf40uke3OGVRmJmuVaSk2AUBXoWrMjnjA5+no/TT8ThZ1T9ccYrHJ6duR2qGnxcUxRL9D3x53S9xvLZ9udFx1s0Yb1W590cEeKXy7p0TR/e5zCLewhgldjHVO9FJUZwccYKw33c33JMdRSw74nPI5GwbeAxO83hUi0mo5kkmRjlLWSnxSK8N/cDfv8DA8lOSBEvJBfY5AT1Sj8464Ks3Q7ha5S8DCebwVx+emjAcKEtB+aEhOF7T56wztlo86D+gHH0SjiIpaT+iY9oUNmBYc1emW1K3i5aqjVmY38OTIH4BxsIuvDH321eQcnI/XPtm+ko6GkXtwFfkfKnntbRnFJAIvApnfdtfnWcocvqKG/+G3glBX4TDWd7ZsYEcsJU17Pt59B+rBYhNCV5hThcBXoVpwNbDKbTcu2fCJDB2HeOYrmVhHlUV70zCJNSGtnpEPLGI2o9JIym5wD4HbBub/wIQIHFb2lySuYzKAVaA8Qm6Ju5lKXOy5eUahht6bqnQzO/X4tJjJXjvs9+CaisbRe3AV+R8pZx8SWG1N8WPEQglvZnqfxtE8f3LMH6aPlcuf1/zW9SfaZP3zVHBPZb0R+MWxHOvsB1MhXtDEwGv2Pv4IHOF24RlloI/cD6n2z1hOmNClhb3uQY97h13WqqIRSlJQSix/BR+/nfpOA7OsSiryBn0upLplXrUvC5h1iqwYToWCWiaWMVrRp9EBiy40+GWfLE3ZvnyKM+ZQd8BXJWizJN/+ADDik8YCr6KjqrFlNEtTECHPLrzlUIqAK+kTPPtzon46kN92jD604dCzxSC1oOefe0JeL2tXsaqOfNOLnA1tsXMuyxtIWNhZjmYCXhF1xx5PsuudOx0h8y51GMPgs3hCy1bcR0Dn9SEXDZapcj8LS0Q/UXQrBO6+6U7YKnkawbidgZtBsJsY5zzwZAjVWi4fEblAFNzRpUDtQV3OdySej6SzezP51/POX87XPs1j8+o2oX4DSnmAV9RlP5rCYCr5gWo/UYUwLAFyx8FIaSNIgJfEQhLD1q6avG5aTjquOAd3+x8nePsd4GLL4RVbc1MwCvCH74K4PjZJec4drof08POcuYww32uHH27NK/1IGANXJ9CDgK6yY4bHW7ntGA2ZWljdUg9aqGB5f8tAqz6d2zR4Kqx+i6HW3KDXdtzzuUA5qn1gF9YfggD3h6kljhFcq62/7WuR/SxxpgnFf6ThuQHCLA9S9GUsgZVfZ+CnWv0q4XdVrn+g/ZirIbNF1rOR6FnCkE3E+f81oKirDUrJiXH9Dsdt4LDf29YWQY1EfAKOwHfTwvijC3K2uEKK0NBlj38MJ9NFWIWCtTTSTdsvEe4OkXGS7SAUAt0+yYgM+X/Uh6wZJKQC8xsY52hkkQkzxeS0cAcYEozlewtQy6kkYFbGgbOueFLSega23P5LoDbJIoOyXbRZqBf8CuLkDLCZFg/7fLfjQDYCF9JSelXI7oAr2htn29yoMxFne+NoUvHOTH0Im3K/LVdUUsHzBnmFLgcK3Mz7HaLwKn6h+IiDWfnMRPwik69//Jf1EUEHpu+061bRI/s01gUo+8tlCrEGZ+udSVBY57mLjJrdAnAmjvDtF6zHAR0o4PgdZXHT/SZU1oQsD2Zvg7YoBxgsgVFz+g7hNKR6Dc5Yyo/1avp/9O/ySXOxFSp6Uhpz+efZpyr0hlB8AKXrQLot1FEJ6wbxv0+y3eyos5chyRqogPwqlmT95b91rA8YAo7T5rxNASLPtGek6dj8dIb88E5X1RQlLXQF3IW+VJVQFdkUBMBr3z3vgGrB/I6DszJ2lkUVqGcUE9z+ut5Y0ULywTDVeC+k26EOoMFgoShCQFNSGg5FCoXWFcHzC4ugfBTHerTyrFQEy856GaHTL8pSko4oZaOui3WWKoDHrN8bZznTIxq5YgGfg6k7FCwSPWGlL7gdqQ477XNB0cOqDLbubu4wLOQQQkq0009RQJJoiIcu3N1iHMHUGDwhYVIu0LbTjMtpz5eG49X1j268o4+D96fcCpuKWPw345OienNCbwKshJex0VkZ+1StyzlyNfXJ1ksApUTIGCNcYnlSvYwMkaaBYRTQLf2IOH46no8+nSRNBktuTgf7yjKD/htra8DvmILhB9tkr8IE4wgB03+g07KzSfoPYz/vxoRhUzgpZVHT5SWzin1G2oY+fT6JEs3gfr/qELp/wG6q+bO5asUZa3LefazmY/l32v7KedYg8+D1HhuKf4aAJfIn0/JCHK+5ISNosuvfQUJiRJqxqqk4On6Ht/3eLP2Om4VqJpd+CHnZr3MDbzSxQlTiDmuZ78nAf4gAONy/lR6ViJiQljATxh6+N4azF5FKFN5FCoXWF8HfN0GCJfrk5Ihz0xqcfMKzlkFE7CHc5QyoFSEWMGPT/Gi5op8iOFHoHseBWzr1dJXmZzxl/zjmdmv5z+SP2/UCA6hBG4Jcggv9hMJfCqxvPvXJ3z9hI0gvUpPtlpbKY5gJ6JUCzk3Czc58Cr4/nJ6IZ7s2FmkOF5kX5tr57C8AWCYEc9SZE4DLGAtB6yHW008fvsPuH6DkjMUX+Bw5wdMV9XVARuVA2zAFvqfUowBPzMQqB8CfiYJ/JT8E9rF7wN9DW413rN75fcn6+IfGjl89Y6k3l/tx+cs9JvFzQBUyYAOvZtGo5/1Kj3pswThAIqbUsBCm0YeRwcBXoVwwhXMwydnfia/dKxtrfNKAFS2z5g3OXm7FeFWywJ+wtAOZykydhHYRR6FygXW1wHP+xtYoiTQsLxVdlBu3tAP/MRl4CfTIeV0bDkDXL7KRIvlqLho8Pt9hlR+Fh20cHsiAB1bg1Ijhi82GdcdamLWMsTGyUhXULqlJwF8HKS/slK5zeM6DPAq5EJLvYxNzt4hvXLdyNfXT7BYBKrZHnG+Ic2rMgNde1Bujjy8k7pKRO8B2Lne3XNf2YOU/VJL/LVUhW9yuPOvC6Scrg7Y8psngbZ1ldU1W4eUxj3x4FUO8NPB23gN3QUMkRLu1dkKVtT5irZTB5Xegp8XLMKIpumn1N6PJ2Pfx8ZUJ0wYsB+XX6dB96G25iMMAJ3NGjSya4cDXoW0g2QnnLZq3XksJorSBnWK2YTUvXMzUEFkcrpC0w+tlpyv/2wgfWzRJgz92yd3I6ZOUdrJYYfbOcB4BxxTB58DjpB/C3AreG06xKrAJ7eMV4GogBll5jBsvFCGJMsuDLIUgzqq+IjKj4QOUqu2gJL/TkPpZ1RqS3/SpfSk1s63wwKvgu83A1yeejY52+UKCmG0r81/g4PriFjQ/zk1fMZmp0vPWqC+cHQA1a9KRWuTsNNAdCPoihwvOWCFxB1uJ71a+CX9TsAG5gArNJwhw/jx8RCPXd9u7h7HAPubhqikaFI6FSdbt2FI90J0v19fyPZXH/4Y3+68SpHe4Q7SvPQknQreA0DhZ62oQwOvQjrhgqPda6bNKfCfsWBbu+5KwLpFK9N2VblWjxcJ1cdxJDEe3MKkNWOl93d90uj9b0tTGNra0A0PPutGn2plJWUdbmfA1rO6OWCW5oIwvQN5EAM/KWLNRPDq1g0EBuwBLtxqoFJhTD1wRDGG2nchYag+aTnU/7dkc/uXmDCWIGmoLqUnqa2C/GwISfr7mDoF8CrEcjk2VvaoyfbnhG1rne8AmCrdYBHOQBaIrz6BlO/LMfybA7CKXqy76WrUxcgoAmB4GLoCsFJ3mb7odzQWd7/8NmJrT8vecO5FYtbnTr9tavRzwFd+CGHK+7KV76oDxMOzW90JD3EBQz/t2NaIH1SGZmcsaFgP3KgiHKOuWIchFxZqt0mEASH3oCV1HuBVKCutd+x0Z7dkarz7tRKIIeCJJZTQrv73fpXVSPviW4z4+jsM/KHSZ47C9OFYN+NqZaYxNAx9BqBTMAhFeh5S9pdj9qqNoNO8HDLHCfjadyCM2yZH7y7NSwhpseLes+jopN0A/XQGskbXIXnsNgwZWYjuceqHpxvqYvD+s+caE+hhM11KT1Iv8MC14sNfZucDXoWySas2hrb/OB+BiL+GGhT5+zkLkDNK+a7c9zPyy2/Qp6Z1mHbD9eOwffxI5SYzOgxNVbEEcsBUtBgYVfwNZq4l9KNU4icd7vzYQNz6nYAduRDsncSDSLV9mHxi9WTwmkY0b2dywC3NMmB4CZLHbAedjtU8Fe98fS6qylLC3AHpwwePLETa2HXapU7QSzcVYJH38i19AZ0UeCXBAGfbGNr+nf8qGL9NwpguziIi9evvMOqL/Rj+7QHE1LWHK3usFjgdV6AwnYq/h0FGh6EtVUAUdRA4hyKduMWNazdJbLLCUORwOQM24dHNAQs/WQN2iZyWOWFsWmcZ6omH9+CjvtUMKQSG0gmok5La4Wm9w9Dj576E+IQyoHUBHfV262BTzq96EltL0qk/syT1KVCm43VLcxtD+1rnXh6peOV/iygnltr1CSdg5cdAjQkCEd3zvjz3BlQM7Ctpu0MyGRqGbgCio9qp6HBuRcYuCk8HJwY8nul2/jEQl24OmEVC0KH2yu/fxR/mgtelYOAXQEpnruLZtHoKT1NoOsn+CWL7Ki9mQWUot658ACertK+Zn3D+flx+Z1Pub5XExhRynwa6Wm5fI16uFP/8XQF4FcJS1Mbw948u/jUDEtQxaieQQk7XcgwQjgPCOfBR8v4TuPsV/87nWHwsVs2eiqP949UzgOFh6Bb5yc3fUx4vZq1+D8P3Hgi6Tg/3jppR9DZVy/dL+jngKz6C8CPKn4iQHAvwmokQq69FzAlg9L/ljOz4vAlJ+3HBuC3om7RfUXhar1Nw1DWfoHtCFbpZzyChZyUGew4ixnuuio4qO/ERAK2KyHUd4FWQreB1a2+YaS0ekdaFK1+JvhMuLCcafwfoi3vtpgOYuKW8nS3LE/vilbtvkId0lvLhoFzgevofg7BxdD3T/hDsA2M98Ld16H+0xu8qOODKcjvTgy1RPwd80R4It7wmxdwRnhYWoHrR4pHGtnqX/Quwqvy93hGMTUCtofZPkGTbhSiZldRczpko3zNKs2WWJQBlbSJtAhOR2KMC9v4upJ+3GzEWFTaNmoipj1cDLgBwo2bmkSf4WwBvyRuiJrfHasXqrFnYmxy8Ip2acxovSwQs1Y0O1+d0Q4MMZq3eh9SSY61ULx51AZyOK9V3vs2znKkHROpHZxAFKCREqVZzX37bf46wyK93FOcHzVvQzQHD6oHl108CUUZmVhu0eeFM642F98B8n4TkHcCggMGMcCbpGGMpPO0DbY3dht7nSTsOUih61xuztQFkDTyCT3r3gUcMfGiyCg2YMHAbJg7eEp4j1sIBd13gVcAHnpzwqhmzsT9JPwCf7p8+X2i5psnpyisuQQ3p5y9xtSrLuG38SLxz/TgNlyEC3gNAw1AN5wghmtKXA9SzGlhR6XPCLcFoDMjNdDtnhFJYPwdM+t+YBzZaR3RFqNV3hL+LMfCWNabUdK8B0qkxWoQgJzxNTnjnmrmoPpSkmuXoRWB09mqUVSVhQ/E0HKgKLrtvTCWmX7geyb0VtrL6L4DGtEr1qAsDr4IZkZzw8lvnoeK8TlQKmkor0kmXHG+LJgNyH6Z+R+vw0DJqv9VIhHTelSG/q5u8eU8D/FugnuYJWNVRnki53AHC0M1i6C6Y7oQpLM2BGg+3jrypaF3wC2IKqtvGOvWrtnl+KSx3vix36V2bv4UDJkNctBnoR6G6CPksEN2z1ncipjQg+u9ARE74800OHPw86JWMJKsmj92O1CkbWvEWfp+ODUXXo64hcNFrCk3PuHAdbP0VdNSgrkeEhFaLIsCroJas7RmLl2fOxdEE7UF8am1paznN97kUXq4FmDqRR7r7pTtgSjNaO3MKSlIpeVxrojvWUuDMhYAYMKVWayVC1rNPL/waM9Z9dIZ7cUXW505JJ019HTC9v9zyGthFoeHb2luzY8xAnZLEplQk0phaEo75d9e8Cw62Y1LD0+Ulo/DVR9fidI18lGbPhKMYea0zYElNcr6bvrgWhd+lBwlLc/xk2JvynTBl8KmZxRcBXoX8AqjuHe9zwtVxfULymoKBNZy7y6WTrgadDOa9VIL+R86om2YU0ngE+DoMePsYG4YmIBadhINQYnnlK+/eO+fukEtqYtDdAaPnSVh+/kykLaHEHaIUJEpFakk9KwFbrkQBXZCNwtODRxVi0Ihiv+hpOg0f+Dwd5IxDFeug4iADhpX47p4Hpp4LvQUz6/6jKdj0xY8DhqVjLHWYe+krGNizPXMMctcAACAASURBVJI0oFzKLy5QaTMjwCvJhjya0A//nDHbvE6Y1XthqbFAoJOu/DrFkg0BgMLPM/99CKtvuwbV8Y2VofQhqiF/HOBWU4ehyRYcqAPnc4qystZIsY3+Dpji3pd8DuGmfxuGKpdiGLPw+GvMQLr13wsMp3bhEQpoASklL+tPxvruhk9W9UN9bSxEbxSs0ad9aOte51UgfmCZbOR1s0Lb9o3HB3um+A1LD449iLsuWSEdmEXgVKcK/X8jwCvZn5iygUlYddNs1EXr2FMzgJb0Bc8YdgDYyDzef/Oen1Oz9xdlL0rBgBF76lGabNcO6RxQJ+o+0vRyceYCQNTT+bdRStojUA/Op7mzskLWrDTEAdOSWJobQtZ/Ik44xAehuRCHP7Y+3wEXbwaE0JkDCj5unWuI3h2Zmq1HYWm6Gy4+MKpdWPqaoe/j6sEy3qLUCENHgFeKHmxCRRM6mgBaepPV40Hq1/uQ+tU3uOC77zfduu0dcro+Sl6xMCaur7UE4Mna6kUw4IsNAEFRLcoWkacOEIb27QPnBEi5yp2VFbQ7i2EO+KwTdqwDBDJyhNpZoEUKUiDrUDj6og+A7lrkiHbCLVG75KVUE/kLS1Moev7YJbAKEgEydU3dkBqkztqGLwK8Umi4xmF7U4ZjtWOWLk64X2UVUr4rw/BvSn3OtyUxzh/OLPpoWfO/peUtngqGXBYSJhTO8unewoiTJ9WZLjmnOLcA9ZcY8CLQpEIINHQbC1dzj2di0YwZxlfCCrj1ieUQpv8H7DytiuiG89AZO1asuh78xHhJSswpeBtlB8bhVJ1K9VclzdpxmZrD09QIQm5xj3BW3TYsbevv8oGyJBNF46gnsBKKAK+UWK3VmJJhqb5iHVrRyC+/wlXbPsHAH4J8H3LUeQU2MNtVcPa12563eCFneEIbvc4DYFRKFvXgbJP2cSYZEOO0WaoUqVQPRHpRri+sdXVXfDZzpt9yWYaegM+u1eoBy9gJNnYnWJ/WFVak2KMz8vjQz+U/P9uOMNQaH/x6GfrXH0VF1aUorxyJw8dSIdLbYoSCWoBSly66epOv/rReVFsXiw3FjWFpogfty9C/u8S61x7sQx4/Ai+T9mbWvKgI8Eq17d0+ejw2TL5eNXktBaUXfYEZ+RtDymbgOZnujx5ryWjLX/w6OG4JOVgWA5XGVi9/XtbUPuYjAA61HuaNBxr0SH8KoC3dQsi4ieCM/aMoM3OeP2nmcMAtNGPDvgaGfgeW8i1Y4iHA0jXD0+Lh2eCnpZfEm71/FYbXnqvW3+CJQWnFeBw8Ohqn6+Wn3Mj/oHTsEUn2XbhkygZFNaeVrnzX/gzf/XBSbBlmp64KHYpmyG9o4A/E/Mfj8QpRBPAYIWluMwGvqCrnvwCckqS5aZk+GD8Zmyc0tgpVk2JrT2L+MkmYqmovYyktT8Gkh835x6c4+MPqhKMHNDWjV3OFcmVRLYs2FWiMDkNTLRC6EpdOVGvjKrfDsbXtENM54LYKjhm0E1de+haqY9D4073xp7bbuf8v3Q4dg1M8Ph78mLw3bMdBJzKq/PeoLK8che8PZ6DqeCcur6fC1lKqkT1zra5OuKQ8FWs/mYnrkzcgY4D//WPAFkDMyXy0+Gz1j9xx9mQL51RnNrQTjgCvVHg62ovQygk/+vw/EF9zXILO/D6H+6PlbRnt+Yunc86WKgdm0fGOyj4acefbdjV0/32yvS06Vhia9N/odjimdTgH/IDtbxjYM3DdX4/Q2iEf7QnURjc6Z3LS9P87EvHadIiVIUuItlvSxCNbcG0FFQwOTNW1SWh2xmKQ+sUdyV5q60onYSq2oSdt/2Y8tn01AQ/Zl9EpmAP8DCDsZBA3il7ho6zfuKgOVjtaMSk5pu/puBcA3BVQX6ohcau8kJlma6fbpdUAOglqnxDRGyZdj122DFVNdu3mLZi4/RMpMksd7g/9vlXbcxfGc4vlXg7QaThRirDY2gZM2HYYO8ZNxPHeZnC+pDXhl/w8MB0tDM25CI/n/KKbbmpVntLUJ+Dh8Xsx+5JVUp6dgDzkoFs65IpeQJ210TH7TtHdAeIxA/ETGRCrHIpUGVVdjJllayWNjYSng5uJTsFSi25IMrgEprW7ZuKLQ5euKlw7/U4J7K1Y8i+zT+eMP+X3NEzvckPkStSIn7BmMsppMobnOfdpP10jjcIWS0543XUzUDxCvY5bhHqe9UaeJN0YY9mZroL1wZjtuYsncSu7DpzbOWAHEM8aC0ZUg7FSgO8YcLh+27wXv3hi57hRYzZdq+4LhaSF+GUiuP+XAYbTCkYah4aWH4amdfzS7XAsbbkgUzvgmRetxah+0qoPKd1kcr7kkH2h7eYQd5vfWjtoAlzxKoesO9+26005uR9zv21qCi/DGD8cS/XdFdPpOHIqbjQctT+86u5luoaiq0/FY9l7D+GMNyq1+M1M2bVa6TSccLL3JCawn4JjOhjiO3KrQQasydzpvtV3yj8VlwuGqTIea11Z1W5jGFNXj/nLXvAV9pdABQ73h5Ml8IVkefjhhfGfjLvkyMkeMTIgRiHFhsFAqbTfBB7fMAjwGlirWx4amtbRLgxtWgccG1WL+RlLwtg89YYe6oXHXxzL3hKs/GIGngiwEZxTWIePABiFd5ShnLy9T4jHx/XypRpRmbUwKNZTi/klyu0VCU+3Nv7FV2/CBZdvCWNH5A+lOtJbvp5YUBNbOa105RzK+lVE5LT69eqVzGcIu9EN3RUJUXOQTOAV53gx6xP3/c0qNIXaCXSmZc+7sFasdhvDua+u9eUBSyLOxjuKCqg6Vlhkz82dzi0WExW59YOAbrlCqohFlbGMIploaOro7XY4WhUWN60Dnpy0GVOSQlby0sP0OxzPuoOmfNhz7eSAk2Hxnm9hLJlzJAPNvxHP6DQCTkXMqgHmAvgecLy7O6too/25fAof5oD7ysyERU98vghWLrGoQ4CZKDx98Gg6SismdGn0NKUnTbr3aV1PwZSe9PS7j8LjtdzvfjNLEhQ20APjXG27F1yfEoUhH9ptACT1huEVXMScrF1F7fJwcu32eEs03y4JdBZSIW0YyAn/7Y4HVOmgJOMemFJS12S6P6Sb/rDI5nTSNcaCsISoOpjuK4Kk5/nQ0NSi0KB0S7lhaM4b3FlZrfDTpnXAVCEotpu8ZtGq7j0J47yOcZ6e+Xyx7JCgXF1szztv5CKyGMNPlJ6om3OB5c4diJ9Q098emojKEyldMjw99uZV6J9yLrVLLbsGk7Nq22zsrRheWtOrMjWcU7DzNRuVDwqNkNZ6UVKAVxzVjOFFTz1bku1yBazp9nbGJYleIYqcsMZlF5UbhdoYUi/hcDso0emXTsGSiKPO4mEpN3xZEBitKkGQzekk25ooykAFOKgQRxuiloQEwqIfo5xvs0oyw9Buh6NVCQ9TOmC696X7X6OJgy/KerZood56pL2w7jyLxzrGy9hgxmFlDBavFxAsPBYc8ZwjhgmIp/8GQww4T+RgMffue2lo0umyHmrrS3nE3x++DN//kAGPV1o1crV1MELeUPsuXKozIppyg50uB7VVWel+0zFHybpz/2WfZBG4KcJHeJ+vxpdsUON1TdNVDWd1YNhD4B8O7MzaWSSpcwzZoin9itZmWiesVhvDJ5Y8I/UeGP4Kc8h9dtKcznKpiGm5spXx0zsklaKkw5C1yen2Azh5PZOQjDA051wsyspqdVw3pQOeN+olJPWSeP+h0T4wwJX5rDv87u0a6edPrPNe2wrwICkpYepC4WmqsPXNoatwsq5fmNLMP5zaGl5+q3xgWzgro5rRr2xpbD8pcqYIkOV8zTYfQE44eqg0dr3jNne2SrLOiskfP2oEFwXKgTatE1ajjeHs19/E8G9LpZrPb2EOqYOJz+Z0UsEIk1BTEwZvHODta2wHpGAWofOs9PeBk26HI7alONM5YHK85IANJ87HO54rChvYoOc6nPfa5oPr88XbFcLTdA885efKgW1K9p7ugZe8Q/7TR4oAWc7XfN2ijU7dqbacaUi9Yc6XYYVFA9kwd5x9kkXkhI5WBoBUsjkyx1AHJaobrbSNYcZuNxzvvC9jVv+FOaQKSHM6T6tTQUvqjAH46DXAIwKiF+BRYQrTYTjd6kpLZS11Oxyt8rZN54BnDFuH9PP0q8sbYHtyHM+6W9VZ1WEbw57irXlpd4pgK8MWJENAfUMsSo9MwMFj6b5+up2Npv3mcd2X9Hju4nNzci4bkOV8zWaGu7wFjtvcmr695GWkTWUCcgFm2nuRfcnD8FrWbYo6KPWtOoaHX5AVgQlYmEPKQ2xoCJqcLh16KfOqo1Uflh6GznE7HK38iqkcMKUePTrm6dA1caU8Tcp5Sr0CS89+JjAYRLlobUfm3mPQ3Z8ANFwRg8N7U7F/53icqDCqc4q69hWsHlz3y0XqCpUgrbUDhmxAlvO1tBJKlZMwlVYseyrP1KTPmVOqOJVKqmKNTphRONq0FE4v4at37MA1//VbCM3veqUU5ghkKJvTSXfrk3Q1ZLPTlZTyrKtm0ieTGIamvXFlZrYqmmIqB2yG1COvyCZnP+8qkG5983Dm3mdPtoh8vyEa0ce26S6kqigFpR+Ox5Ga4R0aPW2CEHTjVsoEZOW9ZtvPDLwf9X2G7tDvM5R3edotDOx1Q557iZN+c/6FWPmTwBVDA4mxMg9mvvk2Ukta9wQOMq3iwhy2/PynwLn2aUh02iWHSz8munWWuJX+2ULHYI66HY52VUNM5YCNTj1iwIuZz54rABDWhhg02Dkv7bQhITlq3EQpyFQ3venHF56umOCrP90ROzLFDyrD+Nv1xSOUVQ3BSx/e2+7pkQPIcq62fQCu80mmSWNfTupt7rBzUuV+fJyX2x8GeKsyf3JlaM1ffPFIrL3xp/KmsQDkhGevWoeU/dKAqV7GJme7CiQdIuy5i6dzC78cEBLBLRPAul3U2Oy2ufM8vVXTPSz90GVnGHeyzU63o4WYpexYCAfMgEdcDsczbUWZxgGnJpRg1giq1G4U8QqvIKR2xNBzS4s559noBGwqdCiVuKSSlx2tI1PymO1I/dHZBkS6PJjb94339Qr2Q5IBWfmv2V7gwH26KNx6Ek2BV6HWkzfOvpBxrlFT+lCzS/s79RGmfsKSqSm8SW0K5y1fjT7VUrokYb3D/WFA9Lk9d2GyKLC7GLPcKb9jEilEjrjtD12ENv9bi9X5AFVN97qd5bTrb/OC5wN/53Y4/H4nm8YBG516xMGnZT3bvgKP5A+KSRidP7N9AGbM6UeKCajk5YEj6b5qW2avPW1UU4biAwEK+0sEZOW/lvYQB2v3ti1lf8Lk0Rx4FUq/9ZfZcgSGszDyUPx6/52qZS2b8xAoV1gyNX259ztahbtfXgtyxkEpSGEOW94f7gNjVPFKhgKSNYXv9My7A2J/wNsLEA2qUiVHZTV4A5+AA/YCpmlN4oA5xg/cgYzET9C/e5DSY2oYyp8MhpWOZW5FRQ+0Ukmp3Px5ttc5cIvS8XqM+7rhImw4kYkelfE47wQQTU1PTEZGALDapCC1twiXBsjKfd0QLMAex21uqgtoKElq0WiohsDukaORe52M9OgWKFsKQ89e9WbIAh1tC3P42hNaLXQ1Qd2QtKGzFaqo3LG0vBxtFDFAaiAHLIqPuadPD5iTbxIH3Ggwq+BBSu/9vjQkrbsgtdiiaq/AUjp66Ll5PXrmAit5zPNOOvBpfet2Zwm1wMBqIO60EonajKFGDNSQQU/aXDIFH+wJ0dhGIiBL73tgvYFXwfalyQkTKMvoXGi/aoqCgL/87Fc4ESux526bmsMEyJq1OmS7wrOFOS55+4nEKK/lA02Q8b4KVQmNxTJ4qzLHen50jJ0rEAqa8z+6s7KC5jGaygG3tGK/7kdxWeInSO9fiBirdtkMTGTZmc+7gvbTNHZ35c3+1ry0+0Wwv8sbpQ/3qhOzsbeB0Fr+qVcd0O8EMKAGEAy8L4ruVouJP1uGqJ7aPXdtLVDXEONrxEC/Q5EUQFbuavt0C+e6dLYxCngV0gmbuI3hhknTsH3MhFBbfe7vbR6LiVs+wbWbQnXr4gt+v3DKcm4RtqvufH0VqvoBdOrt6tSMVztnBw7Of+XOyvprKNOY1gE3K06nYnLCdCrWoDzlRsez7mmhjGTmv+fPGzWCMyELHOM4kMwaG26bjkI535YKW8VGJ5xYY0x4emy3Veg/YC9Ah1FqNqkDrd4xCyXlkiO4IQFZK1Ykx/SNjntHBzS0ocCrkE74dJwp2xh+O/QCrLhZxq2Xn2pLDuf7yNjlDmaC0scXX+NSLRIgdge8fRpPvEY3QdDhMyl5itZ7c1wUxZuKp0+XVMLM9A64pRHIAY8fuF2t8HS1xdOQesPftSmVJ3nzFDCuuCs5JiEq7i7WCDYxFeLZ33I2npqKj+uuULBSIPXYD7iw6hSqxSSICK9nshQFhlp24dIo5zlW8olXyar3KmWaVjxnGzDIGSkBkJW/etQIzlmhpmlpnD3iuN1lBOBLkrWaOiiREzayMEk7XT0WKxY9LAOw7afaktXj8YWih+/1Xy+6eNQArJ0ZANAnyXpNTRBEOu0mAKLqfV6kamFuvnPRiVLm9Wa7srPppUcSdSgH3Lyi+OhqnxOeMHCb8paF9MXxnHm/OALtnvNn9rvAfKkWpne8tIbvPOfj/47fI+lh9MdE/Y3nHn4FfepP46B3NL73ZMCD0GFaJRMOtBTDHuWnCxehUClaSM5Y5XcAQjyv3TVTvroc9GFPd63PDti+j4Q6X7PfBfAV8ieQNGKl4zbzgxfN2kFp4SML4RUkooQD9J4lJ/zA3/6F/ker2m3YkvkTURsrvVNAKwHU7N4XZu6CgCpJj34TU/OLEWMu5vFMdmUH/zy2Fd0hHXDzIig8TY44Y8Au2eFpo1oNytnblrxNp96ljBmS36lUbSw/fi8OeIYoHk8Dh9SX4d7DjQUxGngMDoup+MZzFU5y9ToytTv5+tM4EeBXAUylsHTh9+lY99kM5baRCMjKe82+kEH1/FhNOh0pN0bwkU1OeBcA9R6aMJVdevcjqIqncK5ECpBr6i9HuCS1P1bPskkU3MTmA1T1bTztdlVAlRyLNYOvGFvDPJ775TpfmqpDO+CWthrYsxwTB28BFfQgxyyR3vQK7B6zI6DJ+fbrFredm/R+N5Ctv224ACtOyLjnCrJpM6rWIf1k6yYdVWIKvvVMRKWYojg8Hc1qkWrdADr9SqWvxl6M8zO+Q0yUMpAWpRtRz18Zd74BVZMCyKLBjSdh8QVVwtGMP+OYVfSIVHuZgc95me0RMIQExeip6/N3/gI/9BsgfUoqQhXgwEw5wvcuX42YunqfvFfmjsH+FDq9SqAIoEqCkfyw0N0v4y+6s7LuVyIg1/5re6dxwM0GaA5PU05xn+ig0bnmIV8JFvH6G5cWf6vEiHqMcc4zRXs52Ut9s/YmuM6ogwmLEevwaPnToN9tqZ7HotQ7AQe96aD/lkLkeJMsnyDZsh1RTJ4jPWPphhfOvx+jLizCZSm7EBtTK2VKkOP9ZH8Gtn8zQRLaWZJQjh01vSonl66cE3IRjXfCAoWjx0mS3Z6plIv8/qw7OlbBGjM6XzLtUw88hlPdZdyrtkfbttohuguetXq9L0d40RNT4LEGycWl+1xvfARQpfCD4KvIKfD73VlZL8oRkT/q0REis9zCGO6ka8RO54CbjSEzPH1UFHH79Ofd78oxph68znlpSwH2sB5zqT3H4mOP44yKoayM2l1wHGsBkPKj8A/eVFTzJBzxDsMZ9PKFrAm8RQ63JzuC3qwCAywliBfKIPhq5CmjXb3T4Yyb4TsFp/Tbj6SEMgwbsBe9omt9/2a1eHwO90htfxw90Q9011tWlQSPqPIlMqkvAZDVvEofOrpb/C0Ap4LTUh3xHgArK8/ULNOjw5GyHfE/yqzOl+5+6Q5YFgW4B24pI73wC6QX7vSdgNsRhZgjgCpZJvfHzC2og5XPKcrKWiNF2IrkhTEJvWunC0zIalskqdM64JaGoZziqwZ/5AtPB8kp5uB4zPGctj1MpWxYM48vxQhCiZwxZuE97O2P52oeVFWdZkBW0hlpRelVnbyNMI8g4OXz5uJA1PlaTiNNtkRAVlthVDHLKopZHIzCFCN4U9IVAyrQ+LPDC/Zu9m0uyahOaQrrw2VW50urp7tfugOWRRLb3g06+CUODW5RXs4HqKLTLlWf7GIVqmQZWAJzN1Qz7iWwVcjPBJ12ObPQi+4tYP4TGruEA242KzlfyikeP2hbsPD0iuhu/H+u+0tRiIKrEjYrTBbnPBv1OZ0aphhDhu+qz4DzpEP1uVsCslQXLlNgWY9EvNT35zJHacXO1rj/k6l7FyKtVhOuXDM7X1rbloyJ2HTVtfKXKSUBgB8BcDgCqJJv3cAjKPxvxR4meqe5srP9530B8J12407dxcAfklL8pEs54GbrNpe8zEjc5TsV+yE30OBwPPvl92ruoRxZznvSxkFg2+WMMRPvlrorsenUdZqo5A+QpclEEoSu6+9AYUzr0poShmnCIjBMKnzD8aEmwjuQULM7XzLl3+94AOXnDZRv1f/P3ruAR1Vd7ePvnpmEBEISSIBwCSRCQMBkEhEQFQT9tIrNhKBFoC0GtGi19fLZVm1rFVur/v71q36tVfjkIrWKiIRMKqJWsVgBRU0mEQIESCBAAknIhUAmyczZ/2dNMiGXuZxz5pyZM8ns58nDJfuy9tpn5j17rXet5Q2AHSX/bIAarg7p0gb/iHbgpRoTe5ndAb4uiUW56b+Ya+C6eznHAjDxcZL9EoC7PhXuzNMMqIROuD3zpeKAgGD+SuNzHOhWHPvgiFjUDRyAFoPOUcfaYZGy2TGm/gIS6wJ+Ye/2YdvVPBsfN8t4wxfxkfVEyBIxXNEuVn04Xhz137BikKLzypzsoGWLSXQ6LZlraHpYMIBvVfwIvHLXz+Tp0W3Sf4rR60MF7uVpR5lRZKUn4HUyzhnbZMnsbV3qSaiSs3i/B+Cut2KKJ+5RkakVwC9M/2v5ixzl+jLGvNJIV/PL948cgoIx8SgdHg2BEeS6bnqBY/KZekw7UY0J1aJqhvointexat6AaXExhCyvQirU4dP4a7AzUhsZTTnDPUXvmtYqtLWgmiYYwJcUunHhj1GaPFG6bl2RsOhNnIC3Lxa5l64h+SPoq9UJul2+ZjnwUpHJ1Oms90SokrN4CIB7aM1VRSbO8deWoW2PLlp1gABZ9Zabkx57dEx03UeXj8GZ6EjJ69GNeP7+EwG9FRe0ZGDrBR+STHjZtZYIWU2RBrw84hFY7dGSz0r5AWy3ZUumvLyfygvjtxmDBXz3p0zBJpNMV33PMCQCX/pGCmDhEr8dsCoL2QF9PaBvA3S9s+swYHmhybSBlibgjYu5+BA4HnZHqJIjYgiAPWiNzNOU7pKybQ0wNO+16doW3v5SSaUcRUsZM2NrzuYWg/4HUsb07Ms4x7zSSsw7fNqXaWSPrbUPxUsNElmeElfTEiHrrZQbUGL1UkpQ4v5kd2dspuXdzK9kjw+ygcECvvXRMViz5F7xZQh7nkPXRBwh8JX/lOqaOoCX0neSIocD6OaPr+ecLynKytpBi+SlPbaYgf9ZSeB1Ch8CYBHH6KzINHPklycSIqtNmX8p8FiCRMSULrtM27wypi3C/gEDZsmdo+e4y2oa8eOvjsAg+N9G9ce6X6OZS7/BS9m7VghZn0dfh49i1CGdSdGHoy9jj1rezdRU1ifJexA5IFjAlxJurL3zbpyNoy97Ga1nCBLdfP3/kZYhuEaGMLrl1gOGGoD1NGQmAmhPCcqBKl072aqwg9H8Zwb10v+GAFji8zEq6nTLQMPFp9/7138/L3Go1+5p5rt3Kwm+zgVjL7ZgUcExv5uk/3nx+/jSOtPrvn3poBVCVmVYAv6WoJmQpHWWLZl3+6LXYBgbLODbNCgK6+/IwVkpaSd7HkDXakjEdO4S5hsMZxUwGXUNgKEW0J33IMJ4AFH04lrYptPdeuC22ygGHmbjL9cDLEdN2UMALFO7OmY/KQiGN9t0upcP7Gs/MF9aev4973LO7/BlDk9jDXYBpu9OIKOiRq0les17yjYKrzXKSpMqSUYtELKa9FF4YRRVh9RCY59btmRSEcU+24IFfOujY7Hx9mWoHjrMt7PoWojBa9JR35YK+tGsBdDXtJuZmZhsd1MBFvYZs9molKAjzCjP+KtX1bz5OnUcAmAfnzYOWBnYBi7wN4q+Ne2VM13athXLmI69IWes1DGpp89hYWG530zSG88vQ2lbilQxJfUnQtay6o1IbimTNE7JzjZmwKoxEuq7Krl4z7k4yi3vmZLVXCKQcwcT+K5dtAL1MSKLIrhTalffL+GJGEwJ5AEFZG0noeocoLsoQQJitl2xwWIydVaNyU//1QLOkSthEtldQwAsW3WuBrJCDuGFxqhz28o/854cn2ZIz81J5zr952BkA/FPi2+yYtG3xzCyUcqDKk82ugWvbrwP3BG1rF7TAiHrycTfq7dBKTP3YQDud+Dbk/lMxY5CrOdLn4ZehCopHxTqq//UYvr1jc5RuekPx+p5WBnAKG+n6i0EwGqomKMcYJuY3ba6sNB92rL03JxYbtDvBIcyJYMk7MWfJulPmm/EZ81zJUgnr+utddtxTVNA8qYgZIKWd2ZSRvV78CXgba822L8bEar0dYC+1gWhSppqGPgjhabfveQclZf2q6cZg99MWSEAlnZekno7zNMcmzjHalfmaWP+3W+DY7GkSRXu7A+TtI0b8Erj/aix++gH87L3QBKyygYkY93wFQqfjszpGJ6yvGt6RuZoTQ7r9+BLp9Lfzc+iCFWSHt9mg7Vp5DeLXmhwjjKn/apSjXAjd1KFAFjSefnU+SAHX+U0T6ebVzzMwf7s04wKDfaHSbrMloR1jeoTczMuFIBC5FYzrQAAIABJREFUk/zd9kVNh3mI8sUnZO2D859b3sv6q6yxGhwULOALoPzvC3704qHxk37DOipLSVYneWqI8exMg9h1AmI+EwO6PzXWDOjPSSBUSVAOY3+1ZP7255duv7+8hTFGBXD81kIA7DdVty9EcWYY1LKVPfDJ/YjQTiyBP0zSbzUtRUmruqmKA0XIotsv3YI10DgX2sYWbb39pAZk8VmEYAJfO2PzsvcWlqfn5sYKrbqHwdi9ooHYTSrEbgrsL7G/jpjdxnbglUSokvS4NfE22+Si21edXP90UsTQsOgFbOfMh1A9RGyNbEmLuescAmBF1ChjkigrcGMJYAxYwSWXQk8/Xo35+yuUZUm3hQHNEai/MAqvhN0Jq45oneo1fxOyyP/74shHQUzogDfGdlrezbwh4HIoIEAwgm/Pbae/k7uAM8NMQLgFYKMBtPthCHCdP3TbFVOmt68DMMXq6hvagVdlppkg8B/+8cC733Lo7oLAc8BYAnZOB6rbE3L4o30QnwzVADhCb4XV7q12lj+2qfE1ppUDt6mSWEv2xskkvfTrIxjWJDHgUNABFwcCTVFAy4D2v18YCNgvAdOe2GRsHzZVtmxiB/qTkPVp9DzsjNEG5jHwHxVuyfqHWD1ptV9fAF9XujVu2/Y4dLrnZOm9LwKwg1BV206q6pWhSpaWvA6aeL6q7kfl/znO0IP8mnsDQJcFP7TNCZNQPHiYOgAcFdaEh6a8jJL6ydhXMx0VFyjVV6i51cD4s8APA8PedSdTRJsd8w9UiE/cQYBblAYQCHtoNqbDK2PnoCZc3agrImQ9VPUyouxNqj54dPt9OeEhWHUaeNlk2Gd51zRD1Q37YfK+Cr5O1Rnz8l4FY/dJVmVf8gE7CFU1AIUR+bGl1ldgUcWXrld87ybALsYU4ZvAH8Yn4z9DyBgCdQB43shPccPInZ1SVlvjsbPyBgcgEyM21FxogEzRWQWaU41ok/TBSUCDuNC5ssg4rBujWLprtzpLvViMRbWbVdXpW/FLURKprl9bzAZ0XMCCs+bfPfX5Oo0EI4uRunefvg6+tOOk9esjYuLiKNHDLZK0FOwsaPLn6ih8iG67/meTzT1bghvP7Hevcj8A8OFBQ/D3UZcsgKqYoB9LfQF0C+7ZmtqiUFyXit1nr0F9q7gva0kPaLB3vv1rYOopze3Cq0n6zHCgXBoB6a2RV6EkqncJMKU3bzpnxvQL+5Se1jFfweRIbG36tSpzS530jqotMDYWvmQqKlK3BJVUwST07w/g61RHBwjTG/flolVExRf8UhBVtETeO5IXi77STnCgyQYMagWi2oAo+rO1498df9erk2EkruU8sk99g3EXvKThNc8FrJTzU732p+TpaDBcWkNxAJ4cW4Kll73lcQc2wYCypmSHeZpuxaHWoQEiZt3/KbTEjnaejVuTdPUw4Nhlko+wPmwgXhk7W3VCFrGi6RY8ublEsoyeBhRP0WFzth7450rgnPovEp5kuanmY8yp20Wcnk2ZFovMYrOKqkfyZP0JfJ3KSc/NTeJ6PZkKk0QrLFgyYVF2fALecgmhU5FtQIQNiGkB6O/0J0WK0J8DbUCYtFvz6IvnkFF/HDNrj4pT7yczgVr1LoZ7Ykdh+7Du35WKA/DKSWuQOKhC3IYBkHn68zNzHEAcIm0BuP4gcP0h0frzd8duJumqBOD4ONki+IuQRSB8c/1HmKVQlqx9V+pgvrUjULN8KrDrdtk68GUgmZ3nV2/HzIZOn9YOk8Vyqy9zBmJsfwRfp57TzOarGUCxp+K++bVshqbbLmEdge4FFZ6kODswsRUY1wKEk0Oc3kboh4DZjpi2C0irP4ZIeyumNpzE0FZxQpyMBs4PAGynh6NuIIeg54g8PwBR5wYitmowhpcPQViLb65Tq86APyVfhRZd93kUBWACXgJgOY1uxXQj/qpmBmqs8XKm6Btj6Bb83x9qei8Ok/R7bRh2RNx3hrvN+IuQ5VyffMIExLF2R8ETyc0aAWzN1KNkYg+iRt79QIN/n9m41lrccWYLxlgvhftyoDDLYsmQvLEADujP4NsJwnl54hNAaDEdJUVSEvBW++lBondfqiBIxtOY9jUz6gqw8KT4BDyNA4DvhgMEvt54V0xgSDgSh8v3jEPCEXmf80/ixuKzoWN7KUhRADaNNWN6vG/+tpB5Gu2MaGJGa7hFWIH523XIKPCtyIK/CFlOVdJteNb5PbimabdohnTTIOCraTrsma4HgXCvVjUO+OSH3cKt1Do6YnfPPfcZrq37ovcSnFeZiopGqrW20vOGwPeSRtPN5hwOrBelYy3cgms7broEvoHKJ0RAPAIYNeoUfmp/TZTqGgYAxSOAig7gFjWoS6f4E7GYmXsFomsGiR7apA/Hy0lXgm7BPZtiAEykq0envgiDTrlaWWSe3nP2Ggdxq1+Zp68tBW48IPqAA9lx+j7mAGKDD8e+OeFKFA8e5ddtEBBT+ULyDce31WCYrboTkCmMuS6G4eRohorRDOTv9dos1wP0o2K7qmEfvlfzEQiE3bXahobI5eXlEgO4VRTazdQh8O2tmPS8vKc5Y+IKAQQiJthJqKLbrjwjkmoPWvyAGsyI/woZcQWgHBQ929lBwIFhQOVg30WgG/HMrVcg2SLuO8s8fAL2xbjmiSgGwLNHfI6bR3/k++5czEC34oJzGQ72dL8wT4+uA+7epYou1Zg0oRJYtFmHYTXybsNN+gF4OWmu6oQsUXuPqge+vwYIl4Fh+74HlMwUtYyUTonWCmSeNWNkCzFbPDd9W9vI2w4c8N7R20Qq/j4Evq6V28GMfhvAAq/qJ1M0gbA6xOHuy9PTRDddovZI40F53YbSHQzM5gDhjKEFDi4SmZgJeGsHKr0SMGn3OFz5gWcSe3V4JP533DS3iysGwO5Cj5TedmljCgpqMxy34j7bgsAP3FP3ZJJeuFWHySWuQbgi8QK2Zh/HXRsnILY+vNfR+YuQJeqZmfwlMF2mH/7bG9tBuEv2L1FruuoU2YTvVe3EdWe/Ej0FE4TJmcXFB0UP8HPHEPh6VngHCBMpy3v9TjVBmN4/D3eYmWW8i/r5sXK53KDYSsSmfY6YpGLVxEn/cCIm/8d9CObG0VNROnCIugA8e8Qu3Dz6Y9U26WpiiiP+tjYD+2pmgOKL+1Qz2IFf/zMot+TKJP3pvErsvKHSsZ+ksigHCBts3c26RMhak3gdKgdEB37fehtw6zpgqMyL5KnxwJe3AU0+kNQmfgNc+QkWbL+Aad9QAKi45igIUFj4mbje/u0VAl9x+p7y/vsJYXY7hSd5jxEmECYfrPhHxLMQxGAu8yOhSpxKfOoVFlWP6KRixE3eDUOkwpm3OHDjuukYXt47h3RZZAzWjfF8UfT5BhwbXo8HJr/i0u7uk9ZEDnaap+lW3KdSXv4uT6QGtNctsQLI3qrD4CYBmxeVoTSlsZuQs3YPx/wPxvQSvCJiCNYkXquNDcWfBOavky9La0T7TfjwNKBZwgti4iHA+O9O8J94mOPHfxfvYGfA4kyL5R35gqszMgS+0vQ69+9/n9BqCC+4MChS3MNDpmF6TOSYpLVAqJKmHlm9md7muA0PmbgPkcPEh8p6WyzMakDWn67vFar0t7EZqBzgmazlEwCTvX3ZhI1IHkyvTIFvlc0J+LyqPaY4qFNeBqEJuufpk0maswq0DKDKJr3bos3JSC3ubZoJBCHL7ZM75z0gyUPqOjGPPAHxmXHAqQlAzej2cKWu5mnyOUfXAGMPAQS+Pd7QdQLw5O/bpJDc7jNZLKvFiOavPiHwlafp/3748af/PWfGUzaDhBjU9pBY7zdiMiuTX5duvBojVMnTlrRREUMrEXfF54hOLAEBs68t9dPxuGLnhM5pCqKHY+uIiV6n9QmAF47b6nB4a62RedqZ8jIozdPjaoC7XISZaE3RouShTzd90ru/mhtsDPe/MhnDarrH9WiKkEVgmPU3eYQsT7ohUKZGH3wRH/57X7NhzCnRV5vnTRbLE6KOxg+dQuArX8m56XNjj0xMLnvzR9nSfRn0uHT9cYpBeSt2qJQoQ/5WAzbSaZ4eOvEr0N/ltq63YHKnvZh0FZoMvbkuPeeXBcB08yXwTR2qnnNbriK6jiPzNAFx0FVk0mCJQt/Ogz719Krdnc0RXx2Be9dMQoS1I6tUxyJ9hpDlm9I6R9/+nh3pheKcfAx4LdNi+alCS/s0TQh8fVKfY7DZeP36XbNn5Hx882zfJ3POQKkalM3MqpxsAZqJbsGDE0sQN3mPbPN0+o5JmPxFEj4dOhY743on3XC1NckAnBhVgezkrRgW5iWxdYAU6W7ZoKrItOwLICm49Ov9uMkuRiDcnQSRUhqNZRsvmW5onj5FyPKuGK895r9vx6y94gAYwDaTxZLtdVKVO4TAVxkF56fOvZzreMn2+fOwZ9aVykxKH0Ui+fe1rxhltIPwmBrEX7HLAch6CeGIAxsjMHfDTPw1mkIqxbkNRANwfGQN5ozehYzhHSZn+j4g07no7wWFtOPjNE7z9FfVM7RZkYn8vw9+DBiCTLGizoX2dARAc7feWdvGFV/1TVw3umCfImSJ0o37Trd+YMc1u0U/D3tNFov6tR497CkEvj4eeI/hZuP1uTaDfsHmRd9HyeTuL6uyV6KPIAU7KUwKli2PBgcS+MaML3Cwp8Wapy/824Tjx6eL3g0zTjev5xyUELwb5Z0yWsUOqEdKbCkSB1cgNd6NuZnepgKVikz0Nnt3dKa83HN2Fii2WDNN48UYfNcTZQ+gAEN6cPheZmdPPPTIFXvjYsJ71Uftc4QsmcpbsM0uOhSJA+VZFou02pAy5XI1LAS+CiqzY6rc9Llz9ZzvtBn0WL1yKapGDldmEQLfTwA0KDNdX52FzNODRpRhyKR9jluxu9bSEI+jeQ9JUkNn1oT3fjY9r8UWbmoT2q/OQyIkOKTJ2U+3YY1nSXGnGc1UZNJwOUJJT5WXzhHWWszbeXzvpA/q5jnTJr4/JSfBHha+p2tptn5ByBKh2Jz1Now/JpKExbnVVFQUKWJaxbuEwFdxlXZOaDZeT5+Nq5uiBmH1vUtRH6tQvDx9Z+/tKKagnvh9ZmYyT9ONmOKKe5qnT/xrGZpOS7vMdQKw+UEjGSRu8UlTQWqWdu454BWZFn4NXEFFNPt448B9r5Vg9OkLO2obGrKdIJybfs9cvaD7AAyd1Oj+TshiHHjmd9JMTHbGhmQXFkp4g/b9eQuBr+869DRDXtrcxYxxSlOJ6vihWHPvUlgjFCweT9GClo50k+pupU/MTrdiiiceMvErDIipwYWqZBz/aIXkvXUCcP5D6Xmcc5PkGVwN0EK1Dh820qSPwLtDr8MxqvV6SF75KcnL9znms2cNXFF8DnduPkaduoGwOf0nOeCssypMfydkJZdxrFgnLU7R3+koQ+Ar+dMuecD6pLkRcdG8DAyOrP6lKUl4a2kWJMUIi1mVzNHfdQAxeYtCzaMGnObptguxaGkYJllblwD4wfQ/cnDl4geD1CxdMSQGG2dkwBrWwWKrGQh8ORrYPxywimO2ST6FqaeA27+WPIwGUMKLSYcYLEaRJkpZqyg/SCdwPPn7AhhsDnLRBpPFsty5Sp7xJ68ysPuc/+7PhKz52+2YtUc0AatdZZzPMhUVkWFR9RYCX9VV3LmA2TjnMYA97/yPgoyp2LrQN6OlW+nJNE1UDXJ5hohaqh1yJwDn/dz4M8bwF8VXCiKzdMGYkdiaPtW1CmwXASo/9eV4oEZcdjhRupx5FPgevXLKa8s26pBSyrBvuoDt8zlsKr0jyJPO86g7tpTBaKklwLByIDurqIhSBGB9Uk5EfEz4Hg6kO2fYOsKIguhENcSQPqcSGbJErBrRDPzmj9LMz45pBWGBqbhY9VymIfAVcYgKdqHEHHrOKe1gZ2KOT2+4BjvnqUh6JyA+A+BQyDyt4FF2TnUJgB+5cgKz20vVWMQxp8bN0sWjRmDzle4SZxNnn5JJ0D50wPF4oHAssH+0fHUR4cpUAEw4K3uOWXvaa/E6W3U8x1s/FFDjJ6u5bME7Bs75dyVu+lenz/tgbUNDxiV/8H1Jem4vAJjjy6Y/ErJk3X4dF2Cek1VU9Iav5+NpfAh81dSu+7nzjXNe5V2sQ9TTbPov7JtuVF8gMk/TjZjC+UPmaUX03a12nPlBIyW+naLIzK4m0ahZmszOa651F7tFT9pF1yqhm7BlLGBJBJq6p1R0q8OINoBuvTOPAfR3mY0KHqxc0z2DFE1ljQC2zxdQkKF9k3TysfNYsZ5erdsb53xJVlHRJue/89LuvYUxTuRAR9sXMw7m4RopQ0nViq5+X+bpeR827jjHPa9L8/120eOqrKKip72vIq9HCHzl6U2JUbnpc5M6bsGd01F40ltLFzj8wn5pTvM0mahDIUw+qbwbAG97KO1+HWev+DSjmMEaMkvbdDq8PHcW6ge6itygJ40cIF7AzHkrPjiy3TxdG9UOyFRWkEA2phkYcw4YUweQv9fHFlsPPPCK3uH/ddeCwSQ99FwLHvlzt/jyHSaL5VbnnnLT02N1fOofGAY9QP/XXwhZdK4/+0sbYroXkRL/1HD+kqmo6BHxA8T3DIGveF2p1ZMScwBY0HV+AuFX7l+GmmG9y+KpJYcj7JTM05Rbh27FoSZZA90AeH1OUsTQmJjjjEOhSG8v8mjALL1v3BiYU12V3STQJfDVVnCzwQasXK3DyCrXhe+7alzrJunY+hY8+mI3AKYn4mtwngTGHGxPgEzslP2nvXJSXydkGdqAu9fZMOakfAsGAzZlWixLJH8beBkQAl+lNSpvPmdijp6j62Kjse7uO5WLEZYiXsg8LUVbnX17fYtv+3lapo4xs6zZ5AwKoFmabr8v3ngtmga4iqe7oMkUXwu36pBR4B18nUehZZO0ixuwmyeITO1kem4/J00Rsq7NA8ZTAKXvbeg5jsWb7BhZKR98O6ToZknwXTIgBL5KaFG5OZyJOXrOWJY0Bm/9cIGyMcJSxKb7ytGOn2opA/tnX5ff5HkPGl9nwN1+VQmZpckl6vN3j3ip3bOeiXDVPV+x+FnV60nASwAsp2nRJJ1S2oBlG8Xy/gYCIIa6rk8SsqbuF3Drdrt8s3PXh4Lzg6aioslynhNXY0Lgq5QmlZuna2KOnrOSL3jjstuVW0zmTPpqKwaVlKKxXCO8DZn7UHOYSwAmU3RcdMzHAK5Tc3GXc/vRLE2sZ2I/d28kgPYC3xIqgXvX6KUUZu+l3rJkjnUrJMaUqvgA3PjJKcz9rFLkCnEAKMVxO/GsrxCyohs5vv9PAZNLFDwXzqtMRUUjRSrWY7cQ+CqhReXn6JmYo+cKxIomdnSgWhjqkYh/IAJVaGuKRUN5Ks6VXANbs4IhnIHanILrurVlbl45LSYywpbLgXkKriduKj+ZpZ/93txLCTccktGX4Hn/XsNFaIRIOfe/osOQevGmZ1fTblwmoDTFjyYGL3tb+tYRTC4RkzGRwr3GdJutLxCyZu8SMOdzu0cynYjHw2WX2oaGSGdIl9w5QuArV3P+GdczMUfPVVWPEXazzQhUYiw2wtDjIsPtBgcQ1x2ejuZqjcT0++eo3K7i8RvdQcqKjv0d4/xxMPj27S9noyqapZsGhOOFm+Z0kUqbpCsS0JlsQ44KnWN2zxLwwXztgG94q92RCctzo9vu+E4CVs++wUrISqjkMJntSPSBaOXtWdC3tY287cCBKm/93P0+BL5yNee/ca4Sc3RdnZjR7yz6Pg4qVcJQxNaiUIrR2Aw9PIRoULjkuQTUfDcH5ysmg4C5vzZRoJr/YNqNHI7wpEkBUZQKZunesb9dkm0EZJOuF73pI4Y5n8vz+zpnrBjDseZeBU2cCujn2v9U4ZYPT3qYiQhXEwGQ79d9CyZCFjHYZ++y44ad6p+FwNi1CwoLd8s5qhD4ytFaYMa4SszRE4Q35PwAx8f5kDRI5NZiUYBR2Cqyd3s3p3m67vAMx9/7WxMFwKQUh184JuYlCPwuMCYy64SC6lTYLF0ZPRh/mzOzQ0APyTYU3ILUqSaXMCx9yzfwJRb0Kw/YUa+hZ1tv53jkf4oR0+gunQ75iehdz/ubcbBkyEqs4MjeasewGv9YITjw4yyL5U2pz1wIfKVqLLD9XSXm6ClRQ8xg/PVnd6nKjB6B7YgDVUyU1/qreVo0ADvVmvdg2i0MWA844zTlKVz2KIXM0pcAWGSyDdkCyxs48CLwyJ89J9sQM/PmRQKKU/3zpS9GHupzw6enMW/naTfdKfx3nNipHP20TMiiW++8T+2Y87n6t94eSnvQZLFIyu0eAl9Jj51mOrtKzNFTuMqRw7FuxSIVQJhjFHJBt1+lGhW2r7bc0C/M05IBmJSc+3B6rEHgr3JgsVJKlzyPj2bpdh/w7A7Sld+/HEVstxWpxTqYzOGIsMo6Jkc6yq0LtbW3ccebcM/rB13sn276lEpPekkvrRKyqJQg3XqH1AfkBUgSAIfAV8RHUqNd3CXm6CkumaHf/FG2YiDMIGAc1mEgjquiGXtrBBqOZqC25Jo+a56W983eoe68B9MWM471ATFJkww+mqV/f8t0tBoC8uXo5YGlt4v2DFwEvrN2GzBjnwFRTeKOqymK46vpdvx7LoPgmwVb0Q9WZLMND/z1gAvTszh/rydhtETIYnEncQv7P1wjtYygotqGaAAOga+yig/EbK4SczRHCagfaUdjvIDWCA7BwFEXMwxfXm5C0wDfotTCUYsxeAfEeFa7kXn6wplk1B2a7rgV96Um7hvdw45zH05PMtj5es4wN2CKkWGW3jU+AR9P7h7aEjD5uy1MwNs7CT+ZMlNK9Uis0GFCqR6Dm5gDnOn/CXCrhwmoSuAomWxDRaIAmyEcCABx3ZMOf/z3Ukw83DN7u3h/r7fz0RIha+GZrchoVM4s523vPX/POc/KKirymtEuBL5SNavN/s7EHAS0J1JbcSyjFbWJrtPochhwDjNRjRsggL4nxDcdWjEUuzEcn4gfpGBPMk/XdrCn6YYc7M1nAHYqwPyQ8TEI/OmA3YZJEJFm6bK4wVg3KzCEbs8PDDGx6Ubeu8qRtAeNyEu+ziFtRW+9Z++qws0f92Q9k7n5Mm9DRf9eS4SsKFsTHjr+MiIEz+EYojcnsaOYOOAQ+EpUqoa7U2KOqqzmcyXXtkS2RYiz6hEQ1+EqNMCIZhBL2j0cDEA1YvENYvE19M7SrAHUB92KKZ743OEZaG0IkvqrLvSlGADT3LkPp6cbBL6+ayF1v5+RF7N0XWQ4/jZnKqxh2gKodpMz+VLoYXKVm1qsJsnmHCa2s1/6JVY0YeWarn5fknEsgJ5ZyHwXR0uErOkN+2A66/US6vume89w2mSxeIw7yZ9pXM6BdWosrvCc5XbG5mXvLQzV23Gj2MW56UnQ87cZcLVc3RMYX0AyWhEPoSP6gMEOymg1GIfBXFjl5K6l5Dinebr+SEZQprxUFIBJsRSuFB8d82cqCh7Q27ALszQVX1h93eWoivYcW6rkAyJ+LrodUgEISrk4WPywXj21ZXqOsNpx/yv7MaTeGXJELz5UfUqdlHRaImQZuA0rK1ZjZIvsfBjyngPGfmsqLHzW3eCtM4wTDQzfqHYI8qR2NSoEvl50uTQ3PZ3r+U4AGgo0VO4BkDITmacp3SXlng4W87TiAOxUWMDDlZyCdDFLbzUmoSBRi+aKswDqOiSmusTSbobkB04u06MiUQ9rhGpHKuWz0Nl30eZjSC0+1/FvevGh5Bq+3PC9i6ElQlaitQIrK9Z4F1qhHpxzwQ6MXFhURA+Vy5Y/w/gFZ7hGoSXVmiYEvl40uyQ/9XJwHQXf9nvw7aoquhXXd7CntW6eVvXbWhPhSnQyHCgYEYetaZTMX2uNrupdKwLRkVCeVO/0ZQLeWXvCMOMrAw5M5ppKNUlaziiowcKtTssh3ewpzMh7cg0lTqgfE7I2myyWO93p0Dwz7XaAbVFCxyrOEQJfL8rNWZ8U0RIXQyw/V8XMVTyaoJl6B7ezFw68tSqCcd1dAA9cyKwHlakKwF1uwwENV6ocPBBrpl8OMkFrq5E5lkyxVE+WSiA6G73Qen6pzSgwYP72MAcTWoupJmPrW/DAKwdAJuj2xBqUYMN/rZ8SsurbOE+9vajIbY7P/KuNX3Cu6dtvCHxFfEyW5htf5Rz3ieja37pss9nZqnezCwu7bjx9cW4St+nv5MDDzN9fRoEGYFo/UOFKVoMer8ycgvpIdc2e0p9yevch8CUQJvJVVz8hvSgQh6Y3UYxuvZScgwCYmhZTTRpsAlauPoiRVfRSMcHry4R03Ykb0d8IWQLnP1hQVOT2dtvh+z0kTnsB6RUCXxFq7zA9l4jo2m+6MIbXBBt7YVO2Z7JeUs76iJjzQ3OgY3eByyetKaVYv9yAuwrr73ClddMmoWyIL6QmpVTdcx7yh7bH4DHeCM56fp4G9coKReC7bOMAh7/X2SjTFWW80lK7dXsFrtlDZR3V9/d62nd/ImQJwBMLLJbnPekj/+q0BzlnL2vpWekiSwh8RR7Mknzj2+ABzEIoUk4/dKvnnL9sN9hee/c26ZW/0n+Qm8654THG7HdwrvOPb6yHUvwOwB23Yb+EK22dkoyCUeR71Fqj2ziRrS61CdVf48iwnoHz3RnRC7deuvnSSMrxTLmetdRSShuwbCORrvzn7/W0//5AyBIDvqSjvJlGClXRoi8sBL4iP8Ttvt/oOiAABXFEyqh2Nw5epWN4/qJN98a27EIxBcU9inTbX5be3Xp+6OvEoLY1qxOd4U6AgAAwCaN2uNJ3I4bgnVSqJau1RrfX3jfy+fsPI6rlNLZPjUDTAOex0J/E2h7kSEc5/4NLWWvqYjn+9oDgMEFrpUU1teGhl88hwjpKKyI55OjDhKx6ztjPsgoL/yFG4eaZxq8BTBPT1499NAu+SevZqF+rAAAgAElEQVRzImLiwsZzcMcHNsyqK/lm0Zqeqdz8qCpgSW76Auh5rl8X1c5ixOh8fkBtwxsblpcrmuFmidlYUv7hissvnvEvUTdgAOw8UzXClS6EG/Cn69I0SLoidUe7zDiTWNeAlV/sgzWMYasxAiUJTosIQ1RTHB56eVhnUQabAVi90o4q39K5Kv6xWrbRhpRSrfnagT5KyNrcxvmjnghXPQ/YPNNIX2DSSk0p/pR0m1Bz4Ju2bfkdTKe/BeC3uyIvcIBKo3zGBeSHter/4W9A7o/kKw7sZYy98HZm4Ta1Hsd5T/7mhXMlM3+l1vyauwF3FUjpcKWtU5JQMEqL8b5k3nDvanj00y8Qe7EZG66OxNH4S/3mb0/ArD1DO1W2fb6APbO05fedtYdh/natscwvPWV9hJB1Boz9RWe3v/394uJjUr8szDONxI5WvzK7OME0Bb7GvLt/BoanOkxO4nYAtHKwv4VZdU/7C4iXmI2UdCNweffFakaZfo5Qok3ZhZ8pM13vWRbnps9lev5U6dZH57Y1+T+cOuA34K4qUaK6UkNEOF68NhWcaWprHT5fz7fDmw8eQdqp4/jTjZf8EFFNBjz6YgoMtvb9lCVzrFuhLb9vYgWwco3WUnt2/7ARIWvdmFkgn3CgW68MWZyTOa0ejNENlXxaRImvYpw3cqCZM3biXEPD9uXlvpndzDON+wFMCfT+AWgGfNNzf5Iu6IU3GJDmg15qBI77i7PWvuvDHKKGLjGnlQCsr8f+ugwlEqUgkZ2cwEsvMzXfzcbZb28WOVLZblpDKZ/Dlf6dPBL/Gq+Vl3znYVFuZmI1e24Jjedx5YkCbL/iElBP3zcEJnO7rZn8vS8+ateU3zfCCtz/ig5D6jX3KPVStpYIWdG28+W/Ovr8rTXnz5f7Cqzenivn7/NmGD9gDLeI7a9SP82Ab5p5xe0MbJNi2WE4X2vJWnePSnpzTLskz1gG5mA49rHGrYyxDWJCiXzZ+A9y09MNev4c0P45oJSVR7Y+GrDUlZr91pQbrvS/s6aielB3hrEvB+b7WGeyDXGqnlD9LY4Ma+tcdulbiZhc0k7a2rhMQGmKtkzPizbrkFosbm++69L3GbREyGIClhduNW3wfVfiZjBfnfYsOPu1uN6q9NIM+Kaa716qA95QDHw71cX+2VBr+0H58g2KkoSc0y/JMxaAIV2V0wnMpD6FEokVuQN4ycWwoOuYass8VFtuEDuN4v389s2ZvzL1chv0l+sZn8Q5j9Rx1EHHqmwCO5T9f92zljh3SdWV9AJ/W0q6tSf/6yrFlSR/QlIvgad436heOAG77lKRazI/x9aHYfcsQXOpJgl4CYCDqRVOicR77HqgNSBhfz1VVc9s9uTCbdk+h1KIOQPzjLQbwFhgCrlqyOycZr7nagb+ufLg23EKDIXMZs8uzN6geAWnxWbjTtYHfMBKhxK5e/4dSUuge8pd3PThdx/ze+hRV1lVBWACXdo8B58LMA+5CLmVgW0T7PyNrLVFO7oKKCVc6XhsFF6/SkvuEQInSrgh5cv+IkX4OlRAft+nVk1GZQLHmnsFEPtZKy22HnjgFT3IBB0sbc+sMGyfHwEcHgXsTdGI2Ow1y5bMn/pDmKfnzjVc2VxHRCxp1T58F04zN9+0rT8ezgzhlPtV7dyo5cxuX16YvUFRAtGSfONz4Hjc9yMJ2AyqhRJ13RGVaGQGTrpyG/fedDoFJ/61LGCKoIVVAeDc+9KT9AL/c8/rvpidMqDQJrBHsl/vznwTE65kSYjDliv8G8clZk/tIHwphtf7mCIAzSAC1mMvTHSQroh8pUprHA3YIwBBTym5ACYAYReAgbWA7pIpvOvalJFr5WodRlap8vgovk16cTGbIlCQ0VEn2a4DPjQCNRQSFthGYS0QMK9oq2mvPyTJn5H2FGfsaX+s1bGGZsCX5DGa7/4QgF8YN3S2OvCfFprWKeZmCNY4YH+EEtH5EvDq9PwpDuR4e8Yr95pQd3i6t26q/l7xb1DzyvSHAeE53zK1cCuH7oWsNYXdvii8hSt9OzIOuVO1CMB0hgTA5JsWo3K6pJxyAPDCrSkO369izTYAaEwE6pOANg/EMALjAQ1AVBUw6AwwoLEdnAHcup3hmj3BYXquj2X4x9JIVI3swdKujgY+yFBMrT5NxLHX8p5plk9ziBy8Y9bUoa12w0EwDBM5xJdumgLfNPM9f2bgD/uyIVljOXut4ZztESX8wgty02Mj9UKlb9+vsnYhd5DqoUQk2A/en5IQJoQ9JaVARfmHK+DvxBs9lSgGDUQrPu8nxlcZU7RCx47a1obs5Ru6h1+Yf56eAwivgnVPx1Y8Yig2p14mWl7/dyQbMt2GvYEX3TwLHebdxIqJyhGvzk4F6i8DuLf1XWiGbsODziLaVoOfvnkWUc1dqzf5X5NiVqT6yBuXRbqvkfzFJOCo2pZIMZI63m38RsgyzzSuBLBanGSye2kKfNPNK3I42HrZu/F94GdtevuSA7dt6Fp1RdasQZKMQ/VQIifwGuyGxwDCHWnpOQPt/yX5FQNg80+M68G8X/tlPHE7TGsst/Yc56q60vHoaLw+gwoAaLkR+NHN01vcLIVsXoTelgK7r75fawxQOR1o9R4KJVZzCXWNSKypQ8rpasefWgPkTn+vpw0REWvrzH5JyMqbkbaBMXaX2POW2E9b4Jubky7o9XsYEOjErYr4hR3+Tb1A8cCB3k+Px6I9lKhN17ZKTnEEKc8Y3XjlAq9znZJ/PAXu85erFKm799UPuKgMALebnR0+X7Xa86Y1lidcTU7hSmVVxj+cOJtqOH3+Mhx48oN2X6bmmze/cHVHPoZE33bSPBSouA7gir1ruZSHAHnSyTMYSX+eOgODXUGzuQQN9PL3ehurIUIWB19VtCXLL/7Z/GnTBgp62w7GMNubiiT+XmvgGyvo9SVaqQGrlF9YS7dgYjSDY7XcqkRSni8lgNe53oGNv5eytKJ9w6LqkbLwRd8B2EG4snOKTVMxjxe3cobsrNXdGdJ3GvMW6sD+p2t+22MPfAZrQkDzpUs4KHqBpaQbrsCRzNAnAPhQzclP4NtzwwS+GUcrcGPRIQyytkrQh29drREMa1e48Pd6mlZbhKwqnc0+2V9hSZvnTomKbDb8g4OZfNN8x2iOQ7C33Wz65gA9uAFvjmIK8fo94FqMm2XPN9TaVsn1C2voFlzTbGcpSlQl8vTAtANv2EPtpmZlsCaQJuixN25E1OhS3wHYvNJIlTm6BTer8ckjdnTmGouDNfODaZtjDPbI18H5HT3Xqp53CNU3HFRDBJXmJGYu3YZdgTDdgjuYu1JXbxsIlM8DBF/t11IXvtRfLwi4/rsjmFVyDBFtNvkTiRhJ/t63lkaiKUrGTV9DhCzG7dmF72WrlnTelSrzZ6Y9wYHf+WjSXG1AxK/mf/llo4jj8ksXo/lu8vl6ZcP6RRjXi+xgdvuSwuwNsuLAtXIL5hw/3ZRleU0NPRLpLEInPMwYI/BV9JJXtn0lmmt8tDDK2PTAEWVI+t46x0gZ31aXVsz9SXq6nvECGTLIGsLAsjftffJrgYVRrPBUV5PYBrXg8GMfBokZ2rkDd35higmWeYM8fj1gVfR5lXVmNGh0bT1+vPMr1W7DFF5kNg2AzeDD46wVQhZnz1vey3TpbpF9ACIG/nN66mUC0z0HBqoC5I2gcGlGznYJEH674KsiSmyhmZZuXvEwB1PTLabUXssFZr+1OHOD5FuDVhjRZIKOqG1MVrJEoJrA6zy4QIUhjbt5HQYllPkOwPkrjW9zPxb4rruYsOuDogeSGMNYT0//6axC1F91XKkPiJ/mIfCgm3DXG69MAG4cA1Rqq+wrkbRyPtmLEfXnFdXn9lsHYM81UmKs3SyvGUIWL7RsyQpYfNR7M9PGGLhuqY7xWzjHDLAeScw5WsA4ZYr5jHH9m5lfFVBSC021NHPO1Qz6PZoSyrMw9ZxjSVHW2m5JiMTIv9hsfIwBz4vpq2YfzvmqTVlFPvMX/AG8Tj0EIhHH4MQSJM57q/MoZF8Z3s+ZkmAPD7uUM1HN0wVQdzEBnxy4G22UNMJLsw9oQ+kvPoYQ4TqRhLfxgf19V79wMwAZ4T7lc4GWmMBuw8Xq0Ret+Hn+Z4qYo8nfu3lRBEpTFDSxa4CQxYGqoi0mrVR6ZjumTUuwsbY4FsaZldkah4aPODXvs8/U9Sf48OSm5+Ykcb2erHLaMP9I2YvAn2ioE16S4hfOWZ8U0RIXUwIEvEBDvU3fNlku+5n2YR0a/bgapmZ3R0AMaPIDU0EGfzSmt2FC1ssgApazyQZg88q0PwPML0Htx2tTsa/MJAp8nRtrnHoaJxfv84deVVjD6Rcm8zOBsIR2MR6ouFbCAP92vayqBsv/5VvSp8oEncPfWz9ERjyzp+0SIetfqcCZwH13E0u2aItJS9VE/PuA+LCatklXoje2raHWvkQKCC82p+cw8EDGODs2x4ANb5ksy0XvlBz065MiWuOj7xU4Hmce0xVLmVV8X38WY4i/YheGX/lxN+FkAXD77ddQ5iNpQ5SWDlXNwrfH54vq27NT1feLcG5mu609+BqBC30PX5Am+tkrgLrx0sb4ufdt+77D1Yfk5akvTjU40krSDViVpgFClmWLSaXNqaIxzUwaBKQrkbriBwUmZEvxCy8xG+kWHOBE+NwKxjPeziwW5c9eYjbey8GfDgTwOg+Cbr9H8x5SvSCDIbIJ47Nehj68e/J8WR9080oj1VNUPSE43XqPnPUtV+fpBQWon6aJqAiRH76u3eh4JMY0H70ZsGn7AjXI2oJf5H4iOVZYMX+vt5PYNx4oGeOtlyq/15gJWpU9qjFpEJGuxG5fkl94aV7aYs4YVY4LbGPY9HamZYknIbQAvF3lqz+agdNfLFRVb6Nnb0ZMcnuRHWqUqmLS7iTpLOjcnPRYfRinotCq2ensggG7jyzCybrJiiilbtpxVJosgE4imCmyuh8naY0Cym7044Lyl1qwx4JpRytETaCKv9fTyoElZH1m2WKaJ0oxoU4ODaTl3X0LY/igT6pD4E9YFqwTRbLSxi2Y0EWY7OoW3GEqp5q8SVo7KzUZ0UMm7sPIq82dWx5RNhQZH0zCkMpo6QCcf2/aQ5yzl5RWoA0G0E+bbQC+KPkh6i4qy0OxjmxAxdKv0BZLzOI+2qjAwhljUGxufGU1cj750qus1fE6B9mqVzEFryN97EA5oik0ye/Nf+UJ/b41FRZMzc+5XMcdjGfVLgQqiC11yg0NtfafevMLL8lPXwDOKS9DYFuPW/CdeWmLdYyR1VRzwOtUFBGyTu5ahPMVylz6nPNGJxVjzJzNjn+OPjgMU3ZdhviKS4+qZBO0eWUaVeKQlcGeALaaD0MxvwIVPBFNiEI9hjiAl1rERSDxCBAmM/TV21Nnj2jDyTu/xoUJZ711Dc7fn5oBNCn74qKWIihJx+PvfuSREV2aosfmRR6KKaglHM0bIEIWg31e4ZZsRWvIqqmmQM6dnpsTyw36ndrMdKW4ZvZ2JO3wSJ5YbDZSzuurFV9d4oQC+Cwd0yUA/KlgOR8C4TPf3oxzJcoUJnPefMeUDMcVn07AkKrBvbQoCYDNK433ApCc8YQAtoBn4FPhBgfoumqRTcDYUkBvl3jSMrqfvfkAamaXyhip4SFU4ehwpoYF7C1azr/2YnxVjUuZRRVTUHu3fiZkkf+3Mao2uXzD8u5MDbX3GaTzG813k9n5liAVX47YXos53GlOu1oH7PQHQdbTBjjQwtrz7AZdoxrBNd/NQVuTPKMKEa5GXbMVKRfrkLpzPOK63Hh7KkMSAOevNBZwSMurWsxT8ZFwM+o9WIhia4BR8kixsg+3IfUUTi/8FtwQmKIBsgV3N7BxNFB5leLTqjnhrV/vxzUHu7PUJRdTUFNAmtuPhCx/FmNQW21qzx+w2r5qb8zL/GKKOSzJN74NjsUBFjWol6fbcG3JLJwruUY0Q5oYzkMn78blEYcw7d+JHoHXqRzRAJy/Mn0BhzT/wqfCPOzkN3g8iPhKYPipwJwVFW2o+GEf8Qufvgo4PzowipS56n8VHnTkina2+liGfyyVWExB5tqihxEhK2860KxAti0Pi9Lt15+FGETvX4Md0/LuXswYAs/4DaRuOHut4ZztEVd+4SX5qZeDs4JA34IDqR6l1iYgvnAmGedPTEZLQzxaG4c5AJmSahDghg2qQ+Swk4gcVoEUfspx4x1eNlT08l4BeH3S+ojYWPst+ozXn0NYs+g4s83CItDt11MbVQbE1oqWVZWORMo6tbAAF5Ndm0JVWVTpScn8fOQWQJBZuEFpeUTOd6PlEOYWt7sCqJjCxmUB8vd6k7d8OLBLWXJGzyUZZ9mF72X6tQiDt21r8ffpuTnpXK/f2cdJV2JV/1mb3r7kwG0bqnoO0EqhBrEbCeZ+BLhSgde5X7cATMAbF4OHwIWHEXMyAZO3itbRR8JN+JzP8dh/9DEg5pzoKVXtyA12VJqKUJ8RpPHCGs9+5e7wbio4iDn7j0AT/l5vT9jeFIBSVarRODZY3jNJyiCkhhhan9NBumpPM6lZNm0AdOjSL6yhcoUBUIl/loyriEH6xxMl3Xh7vXi7EjUv7fXFrCttfFIeECuuuEEJn4y3hKUeNTCiAog74x8lSVmlbno5quYXB59fuHoKcC5FylY10de0z4KKqdWgakaab3YbsOtyoEJpMz/bZNmS6TFxgeZ14ycB+yHpSpRm3fmFQ7dgUeqT3Cm2cjBSd04AsZt9bb1uwOa0tX8Gw6UczwOrgVRx7hZiO79of9Qt05mEjT4HjDnmq9jqjb+QXINTi76GLUpGEQT1xPI887GbAKr/G2QtethuNA4NloIZtYCdA9+mAiUTFdI0f82yJeunCk3Wp6fpr6QraYfKnm+ota1y+oXbi9j7J2WwNDmDtvdBQ4vhdz/4/Y3/CwZZobgeb8B5xrVvs57lBSfsAOIOi9LYHj4L2wX3eZuZAEz4Tr04X1FCiugUVH7hIMp+1U31OhuQ8oWI09BCl6buObnLE4Fv04CmQXKFq2ecLQ/5fMWpL928IoeDBbzYgDhpA95rG7Pblxdmb3CU3FmSb3wOXP20wQHftboCHBQ4X/VOVtEmWiYv7VdPMwbK6OVz67wB5xnXvsqA+7rNGHYRuPJ10Yu8YH/M4+03rhIYESDGs+hNdHQMGr8wmZ7JBB1sbXA1MOpAEEhNIbkNveW064GSlPbbcLO4cmbEdAb4ap1NeKlwW/almmRBoIVAiUi1fQH9TgaIU3KgBNXWuuUCs99KxRwc9XX1QkkgCx5oSzWSpCnnYKs2mQo3dB2Vm/54kp4LilT5cQBwfvrrCzhnvVOYXfYxMIyKbHhvZTwZ64QVbjvS7TelGDAEi8WxYyeUsKP6hoPa9QtrtPav1ydmRCkQe9prt8B2cAO+XYUiID4zDDgxGmgYDDRGXwLkSCsY+FGhOTIf4F8WbclyvEGHmjgNEOlK0OtLGJQx94lbtc/06izmoJVyhUGkWZfA21V+s/GXlOxkrq97Yrnp62M70Lx72o+IOiDtzfayDSLaTmEePvUQ8zu4vj3NZLA1PQRcnvI18hedgTVCY0k7bAOAo0GaCGjcN0AEmXa12s4D8D1vOLNjXmH2m6HUkhKPuY/U9pW4axW6C/yJIfzYayP1dZQvW3QYqQqSaH5KDl6lY3g+vKZx9Ybl5R6z0eUZf3UfA171dVMsL+3/nmZM19uenfwpMPw70fPT7Zduwe7a8JNAfK9oNdHTB6xjOk5iMqpQF2vDxrtqURNvC5gsvRZuGAtUZWhHHrGSkDlk4udie/u5H5Hv6MXA93MmdmqR6U1t14b0s3bFLtd3avuK3bGq/bZNREGeAfaQH92FmqUAr3P4+qSnI+JiLlYDbnIrizxOZk5bW+mS0TX9bwARZUS2l+0PogbD3PZOLgEiJdaWF7m0at0Gw4r52A9dR01eugFvXnQOpSkaYUgHYfYrx2FF1QCj96t2btInJisPvfDSjVf8My9inc8spjdDpQVFKKprF63W9uUcAmPQSdyORrrzg+NxIHYAmhVh72pkUz6JIQd4uy5oNj62HuA5vgjBzMa1vW3M8YeA8R9KmvdZ+29g9cCTmGgJPv/vNJzARPSunPTRzQ3YM+sCbAZx5nlJihTbmbJflc4HuF7sCO30G3YMGCquFrB6QlPJLfqhlylFQberyI9bTG++oN4e+t7MRLpicJQX1Fxj4MvBdUkC448FIylMx+3CGHZMF+WKVKg5basnEAEvwF6KqG142Zup2ZMU29J+dYeO4V1fJHUNwKO+BhJ3S5p3lf2pzrKCrgZO+VrSdAHvTL7fhSiEAa79viWTm7F5UV3gQJjKDlL5wWBsiRZgYCBIwAS2zh/1/fkh/6+0hzM9NyepI9OVvDI00paT1JuDvVRkev0RGpSef/cCgYNCNoOSmT0cJxFPhPz+1+o58LzVzlZvyy5U5Asoz/irMwyQnZHDNQCnfAAMlVau70X7fztq+7prk78FyPUXLC0F1bgKnrN/Vcfb8NYPA+QXDlbzsx/9vxT2wxwmNzIvE/3efxaLkP9X2idd46SrvRbT2m5FYlPzcy7XcUMuwIOS2BSLGozECTA3Fwxpp6f53vWc85etgu4lpYDXueNtxl8+rgN7Tq4GXAPwFW8Dg8i/LL6tta9AOdyTsILNBH0NjmEcvCerDphf+Oj3AFsQvoAPaAKSvhH/YEntyVEIhh0cPI+zynod14uLo5O6jvf+If+vdx119tAw6YpyLWc4E1t03VJHbmpKExiUoQiRaEIijsLgeDntk0014HVqq4OMRUUE3BOgPKjWNQCn/gMYKK1MkVkwYR+f7napcYeAQRTZEQQtAm3IhkWSpOQX/ny2n8JqrDHAcZ9D0CTtT7HOQ04Cw48qNl3HRJ8BbBOz2z4szH6ps7J0Wv6PHmIcLym9mMj5Qv5fkYrSKukKQD2z2+cVZm8o9LQVo/me5zj4w8Fokg5DC0ajHAMRJF/O4p4p1YG3qxjb0n6RqWM6szjRuvdyDcBTtgCDpSVJ8JaII5jCkCbhDK6EdJJQQcZFmE316vuFg7T4guPRG1kCRPcmtkl5eNtNy9gBsL3MbnunMPsll/4cY/6PAlaYPOT/FXei5E/lHL2TAIkbrmovzrGkKGutqOQpwewXJjM0maPJLB3cjZOv6bVmu26V0qZmb3oxG3/5GsDu9dav5+/d+IC3A0OlZc2gQgyUitIdEzqYEnHchu8Q7fAbSm+VCW0Ov3B9rF36YLEjym4EKAd0MLYJXwB66axjB+gybGM29k59fc1eV4XIe6rDaP5RXSDqxob8v+IezHY/qoPxrDnSFcCft5jWPSFuJ+29OvbzQbCWSxyCaiSgIgj9wu3Aa9PbXnj3tgMBY5eZ59z/bzREea7D2+OBcsOC3gckSo8E8FSMwVGIYT8QppEQWncfLAJeAmBfGiXtyF1Yh7JkCnNRuAVr8QVSQ/hFIHmfFIVQBqm95M8tMv3PXikDU/OX0Jd7yP8rRWl+7Ovwnxr0O8GR7sdlxS3FsMmSuVZWicgp7+ckhAl6srwEpY+ITNFjcCxo/MKM4bU2XduqQAHv+09NSRDCDXdyMKqjcDmKKT/8ZeKeMwCuATj6FDD5PdGTODt6K0cYDGZoseQrb8qhGGEyR5NZWtEWrMUXSAnRVcDIQ97U4dKf621Qz9+H/L9SNebf/pqt7ctQyGwOv6/sMBVidEfHGZ5j4JfKuvpXvT6tFgx+YQZsaNO3PREo4M3/ffoCzvi9YC4IeJXxwFepQEu413NwDcA0bNoawCDdDFvMU7FZWORyYb0dGP+ddhNyUOzv7SgE/alU2zf9ArbPb1DOL3ziWqA5Xinx/DvPiMNAbGW3NTv9uYzvaKg5lyfGtCxG6JD/V4yWAtNHw7V9iXRFjOdOIp8vGjLmrbiPM/bnYCRnadUvnFwHpJ4FBrWiHIxvY+CrM39dfNCXcxI7Nv+PqZdz8vMKWAzGPGcUs+uAQ0lA6TiPQEwA7NpPNvY/wMhvxcrWrd+nwg3YyV1n4IutAUYp8ni7F80WBnAmve5wMmpwNZQXriy5xZHCsinKR2Cn7FeHM2WdiSYGdRRgaC/Lxzbp7MgrzP6TKoUKQv5fTZx4LyHS8u5ezBgodEdzjXPcWpS1doeSgqXn3jNX0HNK2hGUKSDjUYlhoGzFPn53+ajUMY3AlZUO4O3RyP/LNtl1bFX2E4WKf3nnPp0eqw/nd4KDUk5eLWsbVfFATSxwJg44PwggcKam43BfjEHfAly5VlI+aKdwZIqmW3AJn+xS3pHHgSHSwoxF79s6EDiRAujswLjD0kB4LkoxUqU0bYr4hYO1+AKdHuNtfNKuX+ps9ryuoUKiD1ZCx5D/V4Ky/Ng1PTcnnev1O7VIumLgjxSa1qkSsubI8GXQrw9Wv/Bg1Dv8woEAYQLeK84AQ7waY7mVc/ZI1m8trynxSOf+Pn2uQcfv5I5cz0y1hAvt5QgFocRlQYaR3wBjv5C1HwLhXcIctzfhsaVAlIs657IW6xh0cTBQMQGgEq3UBp4HxpWKy8ClBPnKm+w++4WDNfuVA4CxzfILU7Y3HSnx+5D/VwktKjtHR9KKAk0yhH0gXYnVkiPTV5yeytf5lLxf7HpK9wuHFYk4ggEyo0OkyiMeeHvMzPC86dcWSex15wxdCFXku0+SKrOc/owGmdPX5oDDdamqqe8AUWfkzO0Ys5tfgw+EW12OJ1M0maSVaLUjgDOJvWcikE886h2Er8BppEJa7LNcuXfNPo+dN5yX5hcO5uIL7Yp63PJLk18KE4T8v3KfTPXG9WXSlRStBbNfWA87RuMY1CzmMPI8YKwSc+P1oHXGXzL9usiRt1tM80ioEjOBD30cAOwAYeO6vwP8R73mIlP01HeBSO9pGV3JUcpTsGxWHFAAACAASURBVFFY5lbE6HNAQoV8Yhb5eyvHAec9RBJ68zsT6YpCjwY5quP4p1Exh60L60GpLEW1YC6+4LgA2+cV/jJbFX9vT/2F/L+inii/deovpCuxCg12vzAVc4jDWUVN0gS8RK6KUyhohHP81JM5OvfZ9HQ9E+4SRagSe7Ay+jkAODd9Tbqee/DNEAhP3io5PzTNXckT8DfhAY+iETt6KNn5q8UDMQFv3TDg3IhLJueui4SjFVPZfhgcNZraEF4Zg+qTU13KMQb1mA1piUdk6LrXEPILb7xLZDGHygygcawSy/p9DoNdwNObCrbU1LMfLy9/2qs3xxcBQ/5fX7Sn/Nh084ocDqbJQvAc9llFpg2S4suV0lCHXzhXk3HQIjaplF94+AUg9QxAfyrbuJUxntGVIa0IoUpZIcG8gq9zQQLhie8D0ScliVDHY/E/wqOix5DJmHy3lDc6rBUgcKYkHgS4LRFAawTQMBRoHgSQVdZdi4AVv9E/2+3XhSduRknl7F5DlIr9Fb3JLh1FF3M4dhPQNlDOEgEfk1B3EQ+8f4CqEX1a26C/TU0QDvl/A37cnQJQbV9Av1OTYTic/9SStU4Rwo5cjXf4xenlZIHcOQI5zhe/sHrA20UjHDtMv7Xc6i9ClZyzcB+G5G62+IPA2M+BsGZR61FqymftvxHVV+lOT+lXOW7AzmYXDNh9ZBFO1l1iZ5P5eRHkhVspKS8Vc9gz64Jrv3AwZ78CMOvgGcz/2plbm71psqz6sZK66zpXyP+rlmalzUvgIuj1JRoNv9lgMa1dLm1H6vUO5mIOZF0chXLRfuFBrTh29UlcpvyN1+35ELFnlHqn59vM7hNxeJqXbsPDDgAJFmBAo1cJVtmfchiC/d3oBkw34a6NQPjzw0tR2ZDi+G+5hRfU2Av5hTcvqusNwjWTgNqgLDvqUNOiz48h9Xg3DsEyk+WZv6uhw5D/Vw2tSpsz2Gr7StudOr2DuZgDaWQEKhAH92RdDuyFnT3xwwMU2gNK2xhqblNRilWNzgbElwCjvvEIxHQDdlekQexScvo9qHsZw1hvmjWB8I7i+9FoHeYgX8ktvCBHJm9jquNtjmIONfFdChaUzwVaYrwN1ezvf7O5ABGt3YpT1FsNLUmLvnlB0UC0kP9XG49AMNb21YLm2os5GHIBHpRv28SOJpY0saW7tFKB4/F3sixb6f/Mf0ir9JpFSguH4ScZ5N2AewrnBYhftj+IGnn1in1Sw0rdGiQy12UFD7Sm4vB+Exa0+lZ4wScB3Qzu5hcOcvNzfIMVD+W70DHDb02Fz3R30vuozJD/10cFKjBcq7V9qUKVzm6f5a22rwIq8GmKDr8wZQq7xaeJAjQ4AhcxGmUYgObTnOPJTVmWdU5RHMxjcIoFD7UODSgDwE51ugHiV+z3owoj/a70pbq3MJm5LohD4VHWI9ch9Zy88Cp/bIb8wp9fMRw4m+qP5VRZI+NoDRbucZkh7qzJ8swIJRdV2v8bzduQyusxQWhCArdiIOxg4A6RW6FDIwvDURaFcywcw3jrz6/EuTezswtlJ/FXUheBmItIVwyO8oKaawx8eaFp3QbNCeZGoGD2C+thq7HZhKlFC//erfB3/nPGO7kAUfWVg+WcfJVTWQB2A8QUB0yA5++2SLcZqazY5bLH7ckYUZCBCLuKdXsV2PDrt1yG4/FDFZgpMFOYvjyO6aWu844y6L6XaXn6I6UkU8r/O5ZfwE32M0jiMmIjOK+Cjh1kwEEI/KCgwyGdwMsz7/BPwnildCl1HkdYjV5PtxvN1fblYC8VmV4XnZhB6t7V6h/MfmEOfNNYa7+ua3GV/GfTHqKzUEtfwTivOgDcA4g3jxqHYsN4v+vHpDNjOnNdf7a1egLCj7mOC/a7oG4WtOl1WLXkSq2II0uOe3fsx5ga14x5BvaHTMuqJ2VN3GOQEv7fgdyG+UIljIIKl1jOrRzsoI7hIKeSdxzl4IKl5vz58uXLy1WNjVZCv57mCJGu1NNwu19Y/4G/UiMquhOG/2fJXPuYc86836c9zXTsKUXXCPLJ1AXgDuWYx0Vh37BIv6tqNtuFm3Ufu1738Aygzv9mcSlKKB43FJtniy/uLGVuv/RldtxcvguzPx/scjkGfJJpeea/lJDFV//vMN6Cu2xliEGbEuKIn4NzKxirAlDIGA4y8INtdt1xGFAYLObsEOlK/HHL6RmsxRw4h8D1PKX4++uO0b5DN+Dep+8XAP501EDsHDVIzrPn05hZbDfm6+jlsUdrjgKKbvRpbl8G26FDEUYhEXWIh3sz5+brLkNxUvCanxFViaiYr/Hoiwkw2DqznnaqjgPlWZZnkn3RpXOsL/7fUbwZObYyRHZnbyohlm9z9DBn27jOYmD2Ki2Zs7VKugJAtX3naZ10JfYBCeJiDp0x13l/TLuLcRY0fnixZ+NLP78A8J7hkdg+NsoXOWWNJf8v+YF7tZOTgFOBY/qXIQ570Y47g9CCcTiH0ajvBsZkfn7hdiOs4R2lnWRpIMCDKFZ8aCmWbYxDSqmLil4c50xFz8QpIaVc/+8Q3or7bEccBKsgavWcozzQ5mzyUXKOXC3qjTFkF2au3aZF2XyRKQiLObQarPrh3yxa0xBiQQfoBlwQF4Gtya7NkL48jN7GEgOamNC9WuFNQEvg0jp+gkk4i976oHjkMajDWNShZpQBG2+Y6G2L2v594hfAwBpM3zcIJrMLbo5CAOyL//cntqMYyxXKAB/o02g3Z1cw4BvOUQkdKgSb7sMFiwooD6iiTcu1fQH+vMW0TlZJOkWVpNJkwVfMQbjXYlq/Zv3TSRFxYTGVWiTqqXRUXqf1yw24JDYcb03wPZGEQRCQ0tiIeKsVQ1paHAxmG2OwGgyojohATUQEygZfArYxqMC9+jXdlUB+X/L/Bqg1IgLv4wqvq1dfJaD6cg/Jrr3OEOAOzA5M/KdDiOSyAVixLt7F6x+OmAqf8ZkeL9f/e5VwDln2UwFWlB+WbwfmTYzpXspcWGDxdUVHrKpBv1OThQT8UNvXV/0pMT6Y/MIc+FuRaa2jIk/+s8a3ObBYCR30hTn8AsAVg8KwZrL86ISEixcxp6pKVMyuVa93gHDJkCG4OMiKHw3qkW/9yFVA7eiAnV0xRuE7EalJS7OBNv+7zZXTy4AGIKm9+mBUkw6PveCK8MY2myyr7vR1UTn+X4rnfbytJNhMzz6pinMuMMbetzF+z8KFRd1iNKVMHKrtK0Vb6vUNHr8w+9Zien0aaSLv92m3MB1zQcxRT09antkvAFwdocf/XiGdTBTb0gLT8eOOW6/sNuAiEHMWiDoHxJ4Fvg1cghkiX72PqbiAAR630xINHDXJ3rE2Bg45Cgxvz4BFBKynVvXOh84Yfyyz8Pf/z1eB5fh/+83t17Vy67kgrMz6QfG7UnUfqu0rVWPq9ycinAD2nCarTtH2ORosWWsdNzCHGdoQXRZKR9n+XPgFgJvCdHjBKI1rQxmqFpaXg8zOijXGAd6bjavY/F4mOo6h2A3vYUXVaQD9BHUb+TUQ3W7edQfAXMemZxWs+tqXfcr1/1LI0QTe5MvSQT+Wc/w86w7LX8VuJC3v7sWMgdIkaq5xjluLstbu0JxgfhKI/MJcz4kQJ9/UqJKslAa0yLS2Mw41FA98SdF+AWBa7smrhok+3tmVlbj5VN/zzRH4Egh7a8duA6xDvPXS+O8nbAf07TG1EVaG3zzb6wZ8ymR5Zoyvu5Dj/yXz81Nt+6HvSCvpqwxBPJ7yat5lut3itTKVlklXDPyRQtO6fp9hqT0bmeEDrRVz4MD5ItPaaOfnJPe59CS9wMuC+HOjmOh+A+Bn0+NgNXgnFc06cwbzK1wXUFBs1wGYqBlh2Aaj15XbooDSoCzP3WVr4U1A8ied/zGmIhz3run5AsaeMVlW+ZwVR47/dwy/iHttR72eRT/pwMEwx7TQ8h93++0oEEBpJpM0p5N+QroSq/d2gpxhEzj/ntgxqvdjqLRkru32Bm7+o5FIfHNVX1vjC/gNgF9MHYr6AZ5jWpPPn8eKQ4c0rjJ54h3CCHyLRK+D6y8DTl/jtZu2O0SfAEZeKnoya08U5m/vwYIfWD0X8btrwNvOm/554ITcDcnx/84UavF9O9XpDrUODXxX29gw3V1KzBDpKrieE2P+3W+Da4dpzIG8ItPabteKvD8Y72MMrwaXZhWVdhsX+Gq/AfArU4agaqDB7Q4opOiB/fsR29qq6C61MhmFHlEIkrd28jqgUXv3DG9id//9CAsQe6kC0qLNQ5BaehGIPANE1ABhDQD54y81+kczxa8K4O/ZDHjv9q1FJ70tKtf/+1/2KlwvuC4Q4W3NPvt7gf/S9IOiP/XcX4h0FVwnbjTfTbmXn9eU1Jz9wpL1+otdZeqnMcGUavY1XavtndtWHaD0s/4hYdFCG1NiUBoT7va5mHf6NG443TdvJWJjf7keKFmiqY+OPGHGfQZENDjGRrTa8Zs1Fe3AK75xBv56qwHPeAJiOf5fEmGp/TgmCz4w68XvI4h68vOm24s6/XQkeLp5RQ4HW6+1TRCpB7DPKzJt2Ks12QIpj1ZJctyG1KKFa3sVBTc/a6RnKyeQOvPD2vUM2MQ5f8P026Jez6vfbsCbL4tG8VD34Te/KSjQfGlAuYcllnzVJ8zPXRJwkL5mWypx8z7ZhLpmDv5Ulrno/3Olezn+X5rnEdshDOV909Ii9xl1vI1z4bbMO4q3099Tt66YxQzsU02GtnD+U0vWuh4B/r7sPPjHapgk95XFtHamKw2b/5B2NRjTZP1on58IBkqCsKm2teGN5U+7r3amOABTZqovBkfi2vPNMPBLZkZPFZEyamuxsKxvkuIEMOQhDVaEeT3T8puAi4qWqPe6pPIdoiqB0V855o262IaHtnznuAX71tjbJnPh0p5zyPH/hkPAb9v2I3DBaL5pQtXRDG+aFlp+bMxfNprzsBIGF/lSVRVA1OSdyf1F9e4HnbRMkhME/LB4wVoX+YDbDybvWWMBA9L7xDFxXsXANtj0bHX2E4WXfHAeNqcoABP4bh06GMUDByDjghULz53vXPqjMYPweYLr/MuUbGN6dd/1yVECjhoMQi0GoRIxLvNAk6IOLgIE91b64HhGwy4CRMKKPoVln36LlJMKmXo58k35ls70JHL9vyEGtMfH6PQq+8wptkj7V+DQYiLyvRbT2lnB8UHwn5SaJckB/7GY1s72pAnzs+m/Afgf/KctVVZyEKqyniySHIeuGAB3BV/nFm+uv4DZ5y+iEXp8Gx0JS3QkmADY9YBgAFrDgYuDgUeLi0FZr/pLI0CmYgwnEesA5ToMREsMcDSzb2kg4UIl0qqLcXltCYZdlOQDdqkIDvZGlrnQ4TOS6/+dJpzDgv6Q/1neo2R70jAtH4xlyxuu6qhyZrdnFGZvqFd1lSCbXMMkOZvA7KnFmRsOelLp+09NSbCHh1GBhqBqDCgE+AZbm+6N7KcLZT+TygAwh3VzfPSA4oEDOi174W3AiAaOIc2AzYPBj+uApYJPyZCC6uBcCUupKfcmj8Bn1w4P+r2420Di+QpMri1BanUxYq2yn1fOwX6cZS78h1z/723207haqO2zevZ1Y38ypKGBacsMQ6Qrnd0+q6/U9vX1jJzjtUq6IvkECAuKTevzxOw1/1njFxzQfvAlmZgZ2+aOUCVmr9RnfdLciNjY2AiD3Z7gOwBzWDn48icTh69nDBHtwAsMbhYnDtXDNaFYXOc+3GtfyjCYZ47rwzu8tDUnGGecKUBUq+R0kKdNZstoOf5fkmCF7RiS+YV+oWc5m/yTIRUNzHOucjnz+jKGgS8vNK0LFXLvokQNk64ov9yzRaa1vxV75uZnU3MAnebY9p3yc+yADtt6EqoISIcPHBgr6PWxNj1P0Ak6ijMdwRhPoJSgDIzSgsZy0L9ZBAcSGOcJYKwzHtU3AO4A36yiezalfd9cGXceCQS+3UM8PR9DCIDb9bNn0nBsnz5W7DPbZ/olN5R13ozFgnHZqEHr1s2/bIUcJTzedgCD4CspTM7KwTFmVdiVsMF7xjp/7YaDvVRkev0Rf60XDOtomXQFGZnJKCZ4aHjMccahHRMg51WcY7Vg0G0gQpU5I/N6CLpbwfgscEzhHEMZ8/2DIh+Au4Dv/9/et4BHWZ35/87MJJncE5JAAgkkyB0zM2ipYL0EqxYvmSRYEQtVtLtat///Etqn1f533ca1XS9sq/bfFusWsfaiRSXki2JXV6WyK14hE+SiIASCJEBCEpLAkMzM2eedMJDLXL77903gPI8PSM55z/u+50x+c855f+9Lm/amecL+jFPSU9XZ0Y8qKC5RGg+fm6g6bp80BuuujF2oIe4NjWLA1I49mNvyEQiU7T5vxJ69dmvfo8tmSb4nTef9+JEv6pPUaHZvTNuIs/AvCV+J2U/HDheCrsI42yl8h6g783RcB3FTMTQwn3+BnHf6DT91lFsYE8RNpGmvDf4Ae6rqwYZgLdUNjpvLrcz6zxxckyLy8gB4GPh+yyms5TIJ1VYEUAkPEs/zU0l7ehKerCjVdGfFi3ACXwJjei+mP20B3wjVX/z6ROwoGZbeMoaBU3g37vSJYgfEi6tU1bMXNjyaYBpGyIWgq3DgW/d3q8H4d1VdeHWEdZ4JkpP9ARP+zfEaOLtRHXUkSXmfgb84OKCq1lXpsvHALziwQJIkiZ2lA/Aw8F3irPsuA1OU03MhdiIbJyWqPvq6/+uSS9AvomDF6LM8skUExqHgLToZh8B4T2E6nl8oLWfn1wJtWOiPu4BL3Zb7C5aO52zTdZsvykT0y5xOUg1SlKmpd17POJvLGf86OHfSuxvALRzoZ2AUhn8AQCcYZdJCJzgoS1EnGPciEPyzk3N2mjN0wm/xBn8GdNZUyY9ylaJ/rL6jPTPZukcvzbT7fW8DuCSWLxT/PEpA1YbSimstFv46VVJVPE8MAdIAeDj4umqLGbdS1n1FNSgvQTOm44jWtppe/ktXTEZjcexyhaY3RCMFQ2BMwVvjew/hycVT0BMlv/hwNRb5mzEnIDsCWyOrzCN2i2UcNlpjFwzRXmP+anb6vqpNCzaNvPoYNvn96y7NTErqr7YwVq3091AMuzoB7gVnA+BNIB0NzC3MywO8azCY88Q+70M3DeQAltocwvJ5DFZTZo1SM0hufY1jrC2BEfhpA8IUUMXYX9r7O18Ml6Fqg6PiDgvja/QAX9oD4gF4GPjS4Nud9S8AfInUzTS8fw56cT12KRUT9+O3XpSL2vnSTnVxb7RMAwiM0637cGziESD5OEApMGO0+3x7MZ6LDM+PJWwU/lywTsJHFvF1u7V0Aefs5TEZe2+PBsL/Uue6ycL4HzUGXg3M5F6AeekEPgjEW4Mncx48nbeC89PMgg4C/MPI9r2Pi6hQhqKDjgaGAJw97an43X1qyj5zEn4JwHWqyB0WUBVJpuC8+QrAslmVOUUKEQfAYcB3ycDpV7X8kddhF3JxgR7ys8UueBM1v/kQuT3ipJvNC6RT9q0mwB7+hGsBx4P9O2AjksSFFtYDz1unYo9F2ru6pq7k/Neeimf/T7g5auqdpiq5p5UfKGnP3zADXQifRVCreUXK1TRITnjY8R1Y2JOU1VakPkO6UREEX4D9NhRQFU3GuktvzUz2nd7FgQI5c8kdExuAw4AvTXa7Q3gCDHTto0orRAeuxIUi6RdOwQq3U1LnQCrMtC+BxHOpUPP4afyj73OFwkf38KdsF6PtHEXRHMYydren/HdDOKI1gpOuKBeaQ0FttfgExTiIXG0nkSddlyC5gbKFWT8AONEOxdBEjliAVX39/A+LahqPijWt3ul+gUP/GsrRATgC+AYB2CnQ6VfV+9IyfI4CqJQ7WKznTdjvua9PwxcFQyrDmVDLOFApBMbpzZhtPYwl/oNxoLQxKhL3lzjA5mv8qC+RzdyxcM1x0q1GcNYDuNl8eqqv0V6Mw3aY4U1+qG1GZSbb8G9zZlm5/zoONokxFPIA0hljfZzxneA4yvyWt8v/ZZtkTmudwz2dseAbqO41WiIDcBTwXVn6yuRWS4Lqx1XiBNNbcCrO71JxXSmJ+NXNsy5cRav4O+3rua+jLOM9FSWOLlGdLAk/t5mUBsfwU0/5mgdr6pzLwPCH0eX5kdZQvvwTvlT8V+JMU5qqZtCVGQysd7pXc8AQald4AI4CvrWutcUtPKF2MzI0IQyORTeuxN7znhfckp2CZ6+bDm+i1Qx7NO51+Na4P2Nm6oVAv0gLuYdl4HmbGQsgBTVu+xrfOT+PnWxkQHLcb8ZhBiR6geReILV74D+fNxG/mTMbXpv5PvujMTOZ4HQTB9aQfTUSgKOC7zMuK7e+cwBJWe9BuytSAuF52H/en4QJhP9cNgWdqZKTPo2231GK7VlZ9ATGJARvMS+0MB4wDwUp/PJciv2fTkT7xfG+eFbfAMimdQH2U0B6F0D/FmoEumtKp6M19fwLujJibTc4Ki6zMP6+EXPTnEMBOAr41jl+t4SxYMKNrH2w4wONa3VTjuh5aAKB8fncvAlWrL+8GLuKss9nNyiyPYH14cGSh/V/4FGktb6D/8sy4cjfrAXj9J1V/GwlOAoX4usNn66SU0In2xNA0qmB/4/W1k2fjO15ZswFwHczf4AqUo0qIn29w/1DzvC4+J2obs9zABwNfJ1rvsuAs9mu9ABgMpPSVJagHbPQcv6ehonfmvol9hb78c7ky3Awg4IydI8VUHfX6SxtcvI+3FVg3mIrOrsj7HSdLPE/nrdOu/MYs5vyuiUbvSgzea4A+8kBkM3sAFK6Y4Pt8IV4tzAfbxYXmmE7DNdBVmYyMxoyXCfBWf4IwB4wStcBAI4OvqvZsAfqI0jA2zpywgmIKTp6Io6jAF3nx/uw7SSQSnSaZoD+fqZ1JWWgYewcNOY50JaSiwAzT+UaozZxrHmvzNqM68e8EavbhZ8D6EECjjE7DrFUHGPJaGappqAmJcKHm6gGukkaAW3aoFMtXSsPvkqWqiadeun0a8bGOW5orFjzVzPqplSneqd7DQdkVVZTOjeNZ4JjzSmq50slBQcLXFu81j4mM7CWheFGeWFBLXLUmF+yDAJjypyVix7k4wTGjbYr6kTise4NnnpjtZ7ENGwbOwcfFnwVnXbzJcmJpb9eP78hZyMuzzRlFj+9XKBoHi+saGEpaGUpwT+NAuUqfKzIDqWDCXAzjgM5R4CEfqXSzo1vSU3Bs6XTTRl0xcBXNrifpWQYo7LVO91/5MBSo4xj9LY7HHxrXWuzbJy/w8EjRjq/jmx0ap+rOqZfCJDpnbgQnUFgjsuiDnTNnN4EZOwBrKdj2jy8w5bx87HxIiOKiEhW1ZABdxc8i5Jk1ZK2GWKD2SYl3nALS0YTSw9mz9rP0jVVkYGjEp9oOkck4RShPIE+nh3qT09BV792zUKnPUl94Uolyqjtq3RKvcfXu9y/4RyqptKUYsOIx8T60t/O4BYbZZqJmmRjO1LwKVKlzKVLXwrecuJLTEKcRLymHgLGNAIW+V+pPyqYC2GKWxf/xuMk3yv8FfITLxT70HLtiEf8riUf2yw5IHBWuxl1BT2+Ccg/pLY15+Q9P3sq9mSbKP1nSDUFtX2185b6kg1/Ax5skuD4j3lgFgLfmPeZJ2DFazBjtB6QAD9uwqdIhnxQU3+ph0mkU2/uViDlsOKptueVYt2MxYrljFYBfzf+PzDJHl8RtPG6FgTEGy1F2GWJ+StEkol6B2HRe27xZwMBVVq1jZOLsGW8KQPPFdf21cpnasutd7h/zBn+TW25YuWdPQEHaUZga8FgFzt4MzJwCCa8OgFQgrYgjcmUjU67Y98DKFWiCu1Yci5++ZUVKkganSJuHfsSHGmNo9M4E1pFJ+DNlny8bR2vmnZ605Cm7NDmyjnkkAtBV6ptDUWC6p3u7/JBDB9FwmQMDgKw4FpTDY4npI7vhRX0FtxvUlrMXBzAFByTapb2/fPfBZLU/Wr987k/uBCIFWHlrs7ahGvHvKX9ul6YYYgHtlvGYJ1VncjeediLgmD1Pu1b0T4gT/nFVERFLwRdab+GYmeoc7jvZAzPie2vdj+iIRFBcrlcwXpxguXqR2ktKUDLNC2nAUg7oLo6GyffiC0T5qsudzQInJK8F3cW/H40mBJ3NtBJ+A2rMm4rvf8uRGMwL4DWLasdmKxhxtILQVdar6A0+UJpeQUsbIO0Uer1jl2OUMRcDUjFLnPWqwxqb5qTcPIRYKw2Wc867Fn45aUr4LNcqCUcbss+WPwwEi3nd5EPER9l1bvQdfSfbRdhD5MfaDQdLZiF2LQ8NZS/+CMgUToRQdTUPosFz5ZOQ3O6rPK2ouaQ3YmhoavNP7/prue8smXE4cBa181lVm55xyjVVQFgPxjeRzoOmvQ9mJxLSTwIiBPhl+Vrr9WKtyZMQHpfH0q6u1HUGyOnXLhZCt4BErUrt7h+2iJsGzdHln2jfVBFbh2+kmEsj3S0+ziSfRSY9ZRttqzo6CT041rsAJ2CtW65LcBE1Wu8ndNauGgSPirI09oMyfLtPj+u3X/4az/7wRvnXbkwwVE+D4wZliRAFQCmFY8HEKbo6Ok4gsmWY0gNiIuQ7klIwId5edgybhwIhEOt4Fg/Zh/sRRHvQC56kYEYXxw1PP2GdLpwCo78uyfT1oXvF/0cFsYl/4K6MEC5BzZai0AFH6Q2Jw60TsaxfKnj5PSftRWgdJJatG1jc7B+WokWohXJtAUCuMezG+N7eqvLVzU+pUhYHA6udVUWW3nAsCQBqgFwCIQpMroFpkwne3Z7WCx+WDK6kR/owZTTJ5Ae6Ifd7wdtRgLcY3Y72ux2bB8zBs2pqaCro8Etqw0gfuDgRvzjUDKQsOky6eqZQFjjRpQkOglrdRVduWdDMP0lnbSb081XLDyae2/M2Yj5FzJiabwDw4unFJeP8RCwPAAAIABJREFUJTglzc2B3yzCx5cAmCdpoIzORDtyavM6hOb0VDzjNGdt30Wf78eco+2UXv4592Oeu2S4zlRDZi1/LT+hP3A1LNzFMcDoYWB2cN7AOTwnEtobmp676+xp6dpvPr/6H/e8bEgt4KBuwVzQKjY6CccDCPdbgaaxQD9RmSVUggwHvsPdFzZd5sRXAeL+6tDeKL4em4uuVH2m65rewFXNm8/KbUktwK6cGdh+Ji+16hOqLDDRchr3TXgauQltKku+IE6MB56xzQymsRTTOGcvj8nYe3tZd8eeWEmBxMiL1Se3FZi4N1Yv6T/vSDJvbd/5h4/gxn3NA0Zxvtu9qtGc3xJiuN21vDaL+6y3gaMaDDNidO8EwwbG/b/n3HqnPXB6+T/t/IP0hVVphOoATHrFCwiftgEHJwP9Iksb0xvRWBmxIDmJh3F9wdliUiotXXQxb0+6BpsLr1TtJLzgwNu45mDkWAUCYzp978qdibbkXF1slDMJge89E55BsuWUnOEXxijwgOiIaM5/nZ2xr3rTgk2+GsFxCnSC0bgVHAToPzUb3Zz91jnDlLV9i7p7glfPg5vfwkqqHm0wafKE8CvjWipUc4afiEkeFWltH97+OzWXXZIsTQA4BMKbkImjSJCkkN6dvclA8xSgP0Y+kXHNA0nY5bQpaR9hbo4gZ6iiMbtyZgavo702+b+/7D4vFu9eh6nBg0iU5ks++UlpyrpXL8uf5+vPm4GeCUB3EdAv7sSjyFCJg8cnHQblh06yaBTuKlGf86U75Yt+1jY9irn8KJjlAU/574K1I2vWFtuRk6nLN6WJnwO5R9VdifVTi7FtnPm+jGZ5T+N7DTtBwVeDG+NYUr7K8xd1vaCNNNeS2mJus9KpZqHSGb6/+0Vk9/coFSN5vNeaqP4V9JBvVGB4C5loNzkIn0wfAGH/uRirIc4cvx8gfqDcNjPjXbiy35Q7XNE4At+3J14Dyhct5V3YFvBhbstHuOrQu0jri7I5eycAJycApwr+2d3wrz8jZWe9tjw/sc83L2BlV1tOTHBdvNN6xf7U2Taq3mSWlm3rwLcL/oC8BBMmajGLk1TWowOJ+EWCI5zUNjA87UvAEzsWrjmbxL2mvnQGuEVDVu45VaY1DpQXVKu9N34cXp9svhiJUNBVQe/IaDMGPF3+uMewwgRifV96e/0MZuXvMECV4Lw79v8VU3s0TPgdxrD9qQV4dvJNWgEw8S3pi+sp+OHFXzEdJyDynlfsKqjcLxwIswBQcEAZ+JKaRgJwyE0UIU2lC+mKuDW1IKL3Srr2B0+7c45siwy83AJ0FwPdFwG+FJLV2d5lKbirqSZsKLhQ7rwfDI/uzywBncrpqtoMYJzA+rAg+x3Mz3wfNqY9zUXlLRt34qis4c8S5oBz3s4Y+wKcb+VWvH4iNfBG04KR/NOfCI55DPpQRC7aCWSqVL8lLoKuwu+e992Pe0ydzWcgyMq/BSx6sSApHw73l/+NuceHXsdLGS+n77t5TryZP1csANNVBYEqnYTo78SBJYClfwv9O/1Jv39HnpZOIRVvYzFOmLR4Q8iBPZlA80UA4QuBb9Fedb4Vz8j4H8zJNk89azoVdyRln01dSaddumou6G0B/T1i608DumYAJ/MBfu66gDMsq2j41z9FGldb6cqyBjiF+p/N0E9ATJHUe7KnSjqZy9nsscakW7txeeZ7uCR9K1KsGvFQYilxPvycc6/7m42iQx4fEkorOCy6ZClSq+pR3ARdRdhv7SldyXfVNJkyGUfx8rX2TF/uFkQpkyvnY1TS24K7970mZ6jsMXT6pVNwhDfgVgCUDJW+ElLOYuXPMATCb+JbQcasmRuB8OFiYOIe9TiBk1I9uDz3ZTObHVk3+jZysgDonQicGjuiH2Ps5fKGh26NZZxQ4VwLPjLlKX0ZIBCmU7EZwHiS/QCK7M3ISziKgqRW5NjaL2TQirW4on/Od7tvER9p+5DgvJcDT4sWr6BjfjMwXmGGWEozuaZ0uimDrqZ2dOGOHTHiOOh4FWALqv69YZMCV2o21Lm07rtgTPVoVlvAjx989iLSfMpxTozxPbZkPDZzabDrIACmky09t3we9hQrRnCsPgS+b+E204MwZ4Ca+RrSbO0on/BkLPeY6+f+pIFrZgLegWvmMI3/1e15+AYxitdWulzWAN8WrS+BceiKmq6rpbxZi9FBTh+6mk6z9qAoqRmF9mYUJLaiIKkFdospDwlyTNRzzPvuW8RfcT4kOO/nwKN6KJjZDlyk8LX5zzOnYFeOumUY1bA995QX93p2jQi6iiD7AffjnsfUmFdNGRR0FbBZd7Ez3F41ZZOsBUe24pqjW9UWG1bexoJ52JJ78WAAJm7NB5oB72At4gWE1V6JRUWPIMkSB9eboWtmCq6K0k5Ob+1dsu4ZSVFVQrnzHTCUifFtCIxDCT/MAMaD9c6ydQZB2ZXesGla6ucAh0sJFUKMT+K/D3/SfUvjSrF21NQ7V4NDlyQJ9OTk2iL/i/e7hfl4s1hZ0QmxfpHSjyKd797+GcIFXYX/To1N7lWeBVLm0KOvY1ldDQMjupEmjU7BKz5/CVkaR0NT5PPPpy8B/UmNCU4qh6jwq59El5yPIHzpmFcxLZ2+5Jiw0TUzAe6JqUB/elQFuYWjze1B96XB+7onqt2e74u1qLbcVWllvFZs/1A/AmO6oiYwJr6xicC4k9n8JQ0rq4LltmprXcXwodiCQJnFwqbz4FsVi5UYQKo74rZ/8HrzVvHXmzWCk/ZKpV4Gz/oEsMu4hTRz0NUdOz7H1A4J4d0cne2pXQVmewd2LhX2qxl4FW5PlXZ+gcXN2tZleL54Ifakn/uixgTn1apmwhL7YelAHjaj0vTX0WLtidVvTOKX+EaBLs9ZsVQ593O6Wu4pAnqKAX8MrjDj6HYeQse1u+AbRM3kjP/9yvJGUUz2tWXF9pyMjP0Ak00foOjpD/PnxozmFu8E+T055zc0/qgianTdPYJzpZXjF3kBgOoBjeVApiGfOPl2qjOSt7afOFFy113iA3xqBCclydc8DWXIvpLdQLaMJGlPXXox2pLlc+3V8e9IKTfsa8blh6UnL/BzNqdqVUODVnpJletYKsxjDLoUTLjmyFYs0OgqekvOxdg4fuh2NgyAaREIhOlNuN/EVZSkbpZo/cvG/h4FyRrku5OoZF8O0FnK4EsYg+Q9Y5G6Ox8Jx9LAAkNzXgcSfDg9sQMnpxxF91cOIGAPW8CC4OSqarfnv8WoEaIkiekbq8/Z7Fs5M9GWonPCA86f9vyoIipnsmr9jBzYknYS7g62JZEjyAcYw4GJRHU7DwCZWXh1eZW0ZP81gmOXnjcIctJR0psvvf2arZUeO47Fn+2TpRbj3FSFGRzL6lcwcF2CaOgq+saWLarTkrZlT8X6wqtHrIehAEzaHEUh3kXleQHCeUlNuDZ/jawPhVqDjs8FOiPkxLf2JMFC+TmB4CmX20QXQN/R2d71lRoRp5vXbpyV77cl0JuHqtEqVBgiFMDVaVdVdBjXsxc9Pyy/PdaaLKpzPswZ/jlav0v9gEO0m2PNaNafSz/9kiU1gpMoGFov5lmnpXUB07ZL8yEVWaAraDO1/N6T+M72z8QGXY1U3WSFGZzfrl8NznWJBSBnEAhfdcyj2kl4c54Tb+TPDbtFDAfgEAhvwi3wY/QXk79p/FPIMLAYgHcscNitya+LB6rd4qInI1GS1NIqBMb0Zqx6wg8RJ1+yo+ydYnt2dyZluo96NL/aD0we5QDM/fyGisWNkonwegMwVUQq/RCwiFyPnsQEPPZVaRWe1NrjkeRQ0NU/bNuB7NOUl0FmM1lhBucygR5mRQVvyrQ47LCp3YdASTrkBmZ1JqRBmHDFkDff4ROZAoBJqRYUYzMqRj0Il6Ruw7zc9WruE8mymr8J9Kt/rjhW7faMJAqH0U4MJUmyUREGEJ2J+MVKwZgDrQBf2fjDihfF6LaozuHmjNXF6nuzD8gbzVfQDI+6F3l+HMsP4X6uNwCTDhd/DCSKZJiZscav5KCrCAtjpsIMzqV128AYsQx0b3Qannt8Fy5v+1Q0ELclZWFr9lTQm6/PEiG/8RlLTAPA5wsIJ1i8cE/4ORIN5JH2TAaOXqP+Xg4w7v5+eWO9GMmCW98AG9IplPCDrqrFFqgIAm+A/9aSGHgyFO0sxr6qOudqsNgUmqX9MHn1bDHWRuzznPsW+TVmawRHi5KAPTmaSwnE2ji5CFvGj5MzjSZj5AZdhVPGTIUZnEvr9oOxYk2cJlIoAXHRqaOY0n0IRSePIquvG8mBvuB1dU9CCjoS0nAoZSx2ZUxCc4qoc0hwZlMB8PkCwpdkb8T0DF2C+sJuL8oiSadgX3TGkcitObgb/021u/F7YgYK5a7lYDxY9UbvRuBLJ+MPx1/2xt6syWP5QFR2FpH8CXAZsBuc7WbM95fO3s73m2rOFfAWq2uV4CTO2Vej9adgrKWjNQW1gpNvyGd605Bo3nFfcu+E/eLKHz4/eyr2ZFNsu/FtzpE2LNqjXiVBMxVmcCwTTmmVgMPolTMdAJNDDmFK8Dp6tLZUWwduGv9LWA0sABAtGEuB3w9Xuz3RM3icET5AScps0TPIZoRdDBvcdZ4qBfZGHFolOE4ALOpXHLp6pitoI9pWC0DKaUCLauJ+fp+cN9/hfqgRnI8AeEBP/2S3YXPJblwpZk6q9XsoXVIuGjFiJfehoKt7PbtBlY7UahxoqHjcM0cteXLlDOR/zpHBzpY7o77jTAnA5wMIl419HgXJsXOzarUdfGlA861DaiqoMZWv2u0RXQC6zu3QNLtNTIM491r9vpKbNu6k5OeqtirBGfNltyQAlA0tyaqqDpGEUXjOnwat0mBaFFGjZIJyJ+f4ccU3PaqR3WvqHAvB2Ou6OOXMJMk9rGpmg7hkMZT3uSlT9WskSeZS0NWKrZ8irS8sRVCSrOGdzVCYIVj9yOenL+qjspkWgMnbn+ESbIXpsqKpshEKU3bhyrw/qyJLrpCWhcAplbPneb22rAcWf9IlRqfaSlfxmSpJYrpr0odxPFpeLy9IKJpCYgDYKArSMQa8GoNwQKEjBMZ0SqfEIWf+60rhPAmMeQHeCsbouv59znmd+5bG99VeoJq1xXbkZBJlTaf3P95a424sEH7kpMpdMec0OvdztNq+aqyFGQozUO1fi5Xrm6pRDeeJlGFqAB7tIGw0JelkIdC6UOROEd2tf1K1e+dBsd3r3c4XOLBEbH8N+jW1n+iaedcm8RmaxOgg5gr6Cj8wVb1bQzFqBfscZMBb8hh/nTavrfglkV+wRCsUpaOeBRkY8MBP3J7H6n8kbk8aHYS16PP9mHO0XQ03R5JheGEG17LaMg6rtvkhtfRgDNmmB2DSfzsux6cwdZ1oWUs4Je0jzM0RZI1Va5DalKRqt4dJ0a32ZleZ1cIN/YBx8NsrhEZR9CKxtlXVOz8Ajx6EZRQF6WMrsH1o0jOxZoExPL6+3HO/6AEKO+p4Cm6Cn82pqWroFH7kJPtiVmEyMgvW/MNHcOM+oplr2LjxhRkcy+oWMuj7DKGhR0eIjgsAHq0gTJSkqsLHDA3G6p4KHBuZIU3WHuRA30q3J0nqYCMoSUN0pF809epWgBFDQzKKgrTZCuyVCcDg6Ok43pW3SUTWM6n7IFL/mlpXGawaf0nj/IaaioFkIXU/dCxkIt6eKRHHz79SCp9FrjPleaiouwf3eHbLGyxllAkKMziW1t3JGHtOitrx1DduAHg0gnBKfguunP0sxuwVyfzXYGcFEoEDS1ULxmqqdntKpKpZ73as4GC65HqNqBvn89316r1jxkrEYSQF6XUr0KoAMzjHtzdUeP4odZ2V9K8RHE8ArFqJjMhrj6drKjxn83r/6qfXTJp4ol0Up2fd9MnYnkeZvfVpWd7T+F7DTvlpJiWqaXRhBucyQdRthESzTNM9rgB4NIEwy+7BJf/wFJK9XhTWAsyAaNjQLmyfB3QN1IdW2h6tdksPaDIDJSnIexTO/RJW6ohYqSiNpCBRBLSCRIXkmj/Wuj3fVuojKeODV9HZmTWwQO3r7+dq3APJQorX1tgzc1JXcKD6gQ9fyU/ri81+0bMUodZBV+HWw+jCDM5vC4+A60tFk7IvlfaNOwD2wxp8E94V/XlNqV80HX8yHci9+S2UztoUnCf/r0DKIU2njCqc0lIeqlJ+CmaMX7uivPEtOZaYgZLkt1oKqjY0BGv7qtGiFWOgKkhfN+BLF035vGiiWEQvHK4VyfdWw48hGeqDMH+yxt24kuQ76lYtAcMTDAiWyrx7+5so6RJXyk+vhBw6BF2NXC6DCzPoXYgh5IDsxM69WYkdU1pOFcAbq1Srgk0edwBMthIIf4TrsB+zFZhuzNCuMcCXk4HKBf8f2RlHg0qk7QPGvm2MPqFZVaAk7a92eybLtcIMlCQO/lCF0Fgj14bh4yKVI6R+Lj8wx4AI6OMMqJMXAX3OPM4DtRWN0ZPcquXEMHLO8INXi6EKRVCjCZzfR2++wVPvmJQnwNiQajvXN23DlYd2iLKi056EX7tmwWvTziXzWo7gpi80DroKZ63BhRmcy+pfALjuLIkrxm1u+Mb4N4L5pwmAu/vT0ObNQ48vDce8uejxpaPjdBY6+7KD/ya3xSUAh0D4fSzEQcyQa7vu4zpzgMMlwPi8L/CNy4fGFRS9DCSodvaSblrvJODIddLHhUYEAoGl36/crojYLFQ4a8FRKV8LxSOb3IL0N+xos1a96rgTgZFBJPP9wAwDAFgBBWmImTavLUtPOtJwH9NpmOVk0nUxAWdMzu6Z8bvB+V8QsDxJ0c70b866VS+AjaTBlR5rwuLPRJW4DoqmlJR0EtaiFeI4btu1D1maMo4ia25kYQajKiG5J9btmZvzsagF9QVs6OgbAOPOvqyzf+/pTzv790jejVsADoHwZlQGKymZvXXkAS2TBrS8bt4fUDju8yEqZ+wCcv/HWCsUUJI+qnZ7ouY9FmOZGShJjLOq8vqGDWL0Fdunqs75KzAMyZF9gw/Ij5krS+wM4vs1WoBPVDio9aN/0qsS+N7iNZTWM3gtPSajDAzfAKhiDp8BhHI5cy/AGsDQgAD31FQMpZo56x5fPfzkG5o992QXVmwVVVfkrMIUjEVBWWq2XHRjHvZiwmE/CvepKVm8LCMLMziXCZQ0f554bdXpuWTyC/tmZ+5UZTFDAE2n5s7TWTh2Ohc9/elBsI5rAI4XED46AWgrGNgYxeN3YMHckZRTSx8w6U/GBmOdmAG0XSFtAxP1CJbAzJU3b1f86+FMMBZxgnX/wJ21WgNKUtk7ZbYx3R0vcuCW0DxGUZDeswKfKYiADulfK5HvLW1Xad/bVf9YJeeW2mgz3f/hKxATiDVYBp2ECYTVuI6mk+8laIIVAaR1AdO2a++XcDMYWZjBqEpI35n67IHitP1njkza+T3uAdjsIEynXjr9UstIbcct10Zm29AJmE7CRjUZlCQ6w11V7faIv6uLYdxopCSRyQTC2Sc6nqSTMB1A71A/da+obaOUgjQwCT9d6260i5rQhJ1ctU9kcauP0k1GrYotJRBrsJnHUux4vaRIdqWkJL8fDusBEAAPbq73AIsBzxZGFmYwqhLS92f9oic7qUP+467IfT8qADgEwptwC46iSKTp2nc7XAx05g7Mk2zvxjfmP3c28Crc7PQGTG/BRra2rwEnZorSwAce+Hp1xfZ3RfUW2emetaUzrn/NsitRIU9G5HQRuvEn3cJAdKzarVJwLc/j/LFyH8QXDVVRiRdtANV2U9ZYY627walMhnGjHXWP1TBm+UksDaQEYoWTRafhzYX52C+yYEPuKS8uOdKG+YePYvu8APiwm4qp24F0UVnWY1km/edGFGYwshLSPzl+BrtV+/wMTHD+PQeGvkdKXx5zjKDo6LdwG9px5r7XILXog0PgSxHP1Ojku/BrzyI1+URMjcYLgH0gONqQJo6SxA/6gdt+4FYvcQUZW7a22J6dm7nlq1vgmv2pIeYPTMq5V21K0mBr/vyy4/Y0xhQFrMnxjkoUJHCGBzeUe34qRwczjHEIq1pCdKNo+sw5ug+LPn9PscoUJb0nKwPNGWnoTEpEd0ICfBaGtP5+pPf5QJmtCrt7UdLVfXauz5xA77BCSxOagHEG0RWNKMzgWl6bxX3WDsULIEPAw3MelDFK+hAmONdw4EsAm1oBf5ADF8+NQPhNfAsdxhww4LcCB6cBp1IHvDipYBcuK31VFPhSf/NTkvhG7rcsXXkmilTNvVJV5/wuGFZndgKLDL4JIPK/u97zmJr2hWQJ6533g8fONaz23KpQkEgpHy+tXdRo5Fck2a5x1D0uKs0kTSAnEEu2YsMGHpoMHB0/9B8zOoAp4phRaqkxWI7uhRmMqoSUaOnrf9D5sHK2vIhVIADu4JzffvzEHzflZAZWAEE+nPnDiqMYdwqpeBuLcQL6pYgjdQh8D0wHvClAZlobvubagHE5B0Qsw9AuE/8C2M59GZY8XumAHvrwXxNOCn+y+kziAqVzDB8fPP0OKj13w2tAvrFVQFWnJIVsrl/vXM15kD6ja1OJgvRhrdtzma6KqziZs/7x1eBDOb/RxP/T++tg9+n/HtKWDxycMlQzqw8o/dCYd2AYUJjBsVSYxxgoClrXlpt0DCtm/VKXOVmt6xlXVcM9DaHZ1haX2cdkoIyxwNUAmweOGWA4F3DB0QqGVoB/FWApumgpYxICYToJ9yJDxmjpQ3wJQLujC4XTGzCxYCdysw5LF3JmxJiPgCyP7OGqDBxKSeJeDst9K90NmiVFr6pzLAFjL4SUn3AIuD6YGt+4pgUliawR1jvfAUeZ3pbtsAAfKqQgcQRu3ODe/rreuqs1n1NYRVH2on0vNxBLqb7dmcCe0pFSLv4YSNT+aXLkxAYUZjCqElJhSjPunf6M0iUUNV5WOIbgKlsOzteKmsHATgS+9CasNQjbc49hxh3PIylbnUwa1pMAnYKNzA/d6QSOzw0uXhP3s6qVVQ1nv6RpsaRV9c4XwM8lRLD6gUUvAWk9WswmUqYGlKQgAL/saAFjuj/3qEBBWl/r9pylUon0oqm6iX3/DSl9476PMf+wDpWHhnmJbtF2XjLSdRP3ArmtxrhU78IMzqX1t4FxVcuEivHc1Iw9uOOi58V0VdxHMgC/Nqss35/AiSwTNYRfsWYqCehGFv4Ty9APyVXyRGlAFY1mfudZ2Ozqfi01mpLkTwYOLsEHAbCFWrz3DnduleCkYIshe6rUA3zlI1HLoE0nzr0MfE55/XbVfgOvXVtsz8nIjJ3lXwOLlFCQOFUw7OcL1t/SaFAYkDoOcQqrJKU/USsQS6r2AQvQcPnIUTlHgUkGxczqXZjBuUy4F8DTUn2ntH9p9nYsLl6nVIyo8ZIBWHBedT/AYharFjW7Tp0oIOstLFYdhO1jjmPm3WuQmBk7ulmqqUlHgQmC1FHq9ufgN1QIAzVStWw3vjYrP8mfMOLFl6hIt74IGElJYhyPltdLr/AUyV+161wuq5Vv09KfkWSvtwFdkj/xQWl93M8u26DxLYgePpEKwEYFYvltgCdMOhr7SWDWVj08FWYOnQszOJbV1TCwmHQxtb1RnNaEy/PeQ1pCD+zWU8hO7ITN4lN7mqA8yR9HwXF1C9hAxZB4amqDcMbkfbho0SuagG/Ir1SmMNGg/K9nNoeqJfoi7ZdFgmMeBwsbbHHF34CpewzdaZ3BXLgqVUmqfdlVaWU8agYmLayVTUHi6A9wf1ld5afK+ThaGCZRptQraBL/k/degC2gb+mqSFfQpI9x78B8t3tVo7gsARLXJVx3x7eFJxiHNjWgJepHnGACY/qTAJn+TEvoRrqt5wxQe5GV2IHk4L+LfzeTBMC1rrIyK+cUxBCXzYsUbMGNaIWyDGP587dg0o0bNfeB4ZQkjd5AhzuustZVxqzh99WYdqBCd7gaqqEFfPnNQuPv1Vjw+pcdKzhjkdOhqTFJGBl08qUTsNQWAFta527QnbMsVU+x/Z11q7aBIVjlRmy7x/NXFHW3ie2uSr9IQVgkfPIunBeFGZxLhbVgWK6KQ3UUYmO+cwAdPEV7kWbrQXpC99m/ZyV1BP8uCYDj8fo5nN+bMQ0NuAo9yJS0LBkXfYGJ3/hPpBbow4+hICzKjGUYJYnzVnd9o+ZZTaKdgGmBjKYkBRj2PlnZVbrpribFD/1GUZC+ZMAbUgGY477aCo/ub3CSPpQSO0ulIZF4pRmxJKoY7H6kEPgyAhl07GGcF4UZnMsEirZfKMd/8TJGEgDXO69+gWNk6a54MXa4nodRgt2zS9C+fzp8J8MzqpKyOpHj9CCntBEp4/RPUWU0JckteCTtETl7oby+dIaNWyJmwTYDJelvZXj1k+yuW5WCsPCK05BfKpIpSBxP11Z47pOznmYeIyURR8iOkq4jIDqSni1cJqzQ/OdLYQajShHquc6SfrnWOa/exiDt+kZPY+TM1fyPJ9CfF4Dfm4RTx8aiv3cghVViZpduJ91oetPpl07BhlCSOPe66xuT5fhV6pgqwXHqXBm5oaOJkkTBWMmGxA4P6HKoEHhzIXZbWKDqlXL5UdHCK45dANO9iPUHVmCn2CpIDC/Wlntul7qG8dC/eG2NPTMnla6wJLE4fvDxBmR5xb/tKfFFpACswTLPh8IMjqXCLsbiqOC7jEU/7wH48N098JZoE+EmYz3CDsn7G5BuRCCSTlfQZHSl4HyHRUmQYDQlibKcvXQbcCoFneD89toK6dHhRlKQ3rACX4oBYIYG7mMLNmiQalStz4NSOWKLMQyeZ27rHrj3fqB0alHjD150rnwpDaD0uhwMDBwWBBCABdO2c2R2GVAaCYBehRkcywRRObtFOdWknc57AD6yuBe9pQbVhhO5KQykJL3vFjzzRaqpqFtVvfMRyr8cSUjyyYFqreBbAAAEmElEQVT80EZSkhqdwCcDyUmAAH7c0dH1pJQr6T+uKy3NsFoaFTlK5mCRFCRKujJnNIMvuU/OKZiioFdsrdf8FNyZlIpfzr0J/UiMutJGvEuHFNKrMINzmSCJsy3zo2HoMEkALDivJqqIccXSNXBVm/skTszVP9erVFPoGprKFerbtCvLN9yOylpXMbMG6Ho2Yp1ZoylJfYnAS0sA+pMaAzYcb++6XSwI/78Nzhfm+fWPoRBJQerk/uDJV9OMZ/ru38izOepWLWEMZ1OfitFrZnszFn/235pSkp6ffQ32ZA+rwhBGuakdh3HHjrfFqK1FH80LMxhZCUkLh0WSKQmAR1sQFjml80ovjl+vOLhV8zUzgpLEwW+vEBp1SwVXVe9cjShFCsxASdp8NbB36pDl3s397IYNVQ1N0TbBIsHxxMwAq75MXzppUKUeBrwUNQKae7nfQjZs0nwjm2gCZ93jq8HEF2Yg1a852IgFB7W5xNhcOBtvFM8R5SEqEHH/h69o+mUgoiI6FGZwLakt5jbrflHOiONOEgH4qtV8oFrSqGkn5p5Gm9vA6B6RnqQgrIkvAlb9VO10C55skeqp0k3MKdhoStLxHKCuari5vBUcd0V6F64UXMsZ+Nqv+oHZBjzbxaIgcbC7NmhYaEOVzaGBkIGr6JQXAFYpRTydgkuPRf2+JUVcsO+2sZOxflqY3JNRJOkZGDZEDR0KMxhVCUnywikcIAmABedVjwAs4judQl0MGd47sx9HvtVryNxSJ9WTksTBH6oQGmuk6qi0f6gmcCQ5JV8AZQangnn9JqA1DDuag63c4G4YkmSjqs6xEIwFqwdd7wMmGPCqFZWCFMCPays9cZVaVukeGzyeQDgjJ/URBmkZl+gNloo0qJEh693C2XhT5Ml3sO4UFEbBYUY0rQszOJcKN4Oh3gjb9JxTKgDfC7BRRcz3Fvpw+F596AVKF9bSBxS9pMcpmLf6LZaZaqVflGp3peBcyxA+Aw5Rkpb8ydhgrAOTgLevi2AVx9Mdx7tW0rtwZa3LdSbDV5DyssgHZBoAwJEoSAx4br3bc5fU9RmN/QfehNkjABddC53eYd1ffCg7MKsnMRnrp84X9eYbzudGFYogXbQuzOBcKvxfMOhTlNfADS0JgOudV93GwXR7E9TDL325fhxa0a3HVKrMkf45kPeuKqIiCtGrCEM0KxYJzloOhL0adG0F5hiVkJ5oIVbglVuB3rSIFmxi4D/mQC0wUHaQyvDeYVCwfVgKEsOm2nLPAm13UnxJd9U+kcWt/icALjr9IZ2A6RR61aEdSOsT9z5EwEun3o/yp8JnkV+g2ahCEcFV1bgwg3OZcD+AUX8zIwmA4z0XdLhfB9zGsf8nXXH1m0LbUoX6RT7HcnqV4KQTSfXwyOi0buDWv8Qare3Pd84GPpBA0ErjwK0G0c3rbMDxwZ/084Drq2T1S+v/fYaFYy3AJTE+KF80RUoXdrcFT8XJ/v7gFXWHPRVeayIOpediV04RmtNzFQHvYNsMewcGmtyPe0qU+Dna2NEGwLQP0nwnkd3XgzTfKWT1dyOt/yT+F7I1PgxqoAa1AAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="20"></list></costumes><sounds><list struct="atomic" id="21"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="1: Experiments" idx="1" x="-100" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="6,0,223,1" pen="tip" id="26"><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="clear"></block></script><comment x="209" y="12.666666666666629" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><comment x="383" y="14.666666666666629" w="154" collapsed="false">EXPERIMENT!  Change the inputs (arguments) to the repeat, move, and turn blocks.  Observe the impact each change has on the drawings on the stage.</comment><comment x="183.6396484375" y="161.33333333333337" w="90" collapsed="false">To make copies of this script, right click (CTRL+CLICK on Mac) on the top-most block and select duplicate.</comment><script x="10" y="139.40000000000003"><block s="setColor"><color>6,0,223,1</color></block><block s="setSize"><l>7</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></scripts></sprite><sprite name="2: Polygon" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,211,0,1" pen="tip" id="56"><costumes><list struct="atomic" id="57"></list></costumes><sounds><list struct="atomic" id="58"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="20.00000000000003"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><comment x="228" y="31.666666666666657" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="18" y="158"><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block><block s="up"></block></script><script x="22" y="311.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="up"></block></script><script x="314" y="315.66666666666663"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>75</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><block s="up"></block></script><script x="310" y="154.66666666666663"><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="up"></block></script><comment x="396" y="31.666666666666657" w="189" collapsed="false">FIRST: Make a triangle, square, pentagon, and hexagon&#xD;NEXT: Look for the pattern.  Write an algorithm that would work for any sized polygon with any number of sides, then code the custom procedure in Snap!</comment></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="-168.79223164006248" y="233.1249453380453" heading="89" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="73.20000000000003,178,46.99999999999999,1" pen="tip" id="124"><costumes><list struct="atomic" id="125"></list></costumes><sounds><list struct="atomic" id="126"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="17.00000000000003"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>45</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="clear"></block><block s="doForever"><script><custom-block s="Polygon [Sides] %s [Size] %s [Angle] %s"><l>4</l><block s="reportRandom"><l>10</l><l>30</l></block><block s="reportRandom"><l>88</l><l>90</l></block></custom-block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setSize"><l>30</l></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>255</l></block></block></script></block></script><comment x="226" y="20.666666666666657" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="21-22 U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>